# subdomains in y-direction nsy = 8 # subdomains in z-direction nsz = 8 # control subdomain ncontrol = 0 Global # elements in y-direction ngy = 200 Global # elements in z-direction ngz = 200 Local # elements in x-direction nx = 200 Local # elements in y-direction ny = 25 Local # elements in z-direction nz = 25 domain size xsize = 0.15000000E+04 m domain size ysize = 0.15000000E+04 m domain size zsize = 0.15000000E+04 m maxlow (max.iter. in low freq range ) = 500 perclow ( perc. of(low) freq. solved with maxlow = 0.50000000E-01 jsou = 101 ksou = 1 lsou = 1 xsou = 0.75000000E+03 m ysou = 0.75000000E+03 m zsou = 0.75000000E+03 mesh size h= 0.75000000E+01 m local source index jsou = 101 ksou = 1 lsou = 1 isourid = 28 receiver ii = 1 irecid(ii) = 60 local indices j1 = 101 k1 = 1 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 2 irecid(ii) = 60 local indices j1 = 107 k1 = 1 l1 = 2 rex(ii) = 0.80000E+03 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 3 irecid(ii) = 60 local indices j1 = 114 k1 = 1 l1 = 2 rex(ii) = 0.85000E+03 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 4 irecid(ii) = 60 local indices j1 = 121 k1 = 1 l1 = 2 rex(ii) = 0.90000E+03 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 5 irecid(ii) = 60 local indices j1 = 127 k1 = 1 l1 = 2 rex(ii) = 0.95000E+03 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 6 irecid(ii) = 60 local indices j1 = 167 k1 = 1 l1 = 2 rex(ii) = 0.12500E+04 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 7 irecid(ii) = 60 local indices j1 = 174 k1 = 1 l1 = 2 rex(ii) = 0.13000E+04 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 8 irecid(ii) = 60 local indices j1 = 181 k1 = 1 l1 = 2 rex(ii) = 0.13500E+04 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 9 irecid(ii) = 60 local indices j1 = 187 k1 = 1 l1 = 2 rex(ii) = 0.14000E+04 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 10 irecid(ii) = 60 local indices j1 = 194 k1 = 1 l1 = 2 rex(ii) = 0.14500E+04 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 11 irecid(ii) = 60 local indices j1 = 101 k1 = 1 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 12 irecid(ii) = 60 local indices j1 = 101 k1 = 7 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.80000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 13 irecid(ii) = 60 local indices j1 = 101 k1 = 14 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.85000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 14 irecid(ii) = 60 local indices j1 = 101 k1 = 21 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.90000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 15 irecid(ii) = 61 local indices j1 = 101 k1 = 2 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.95000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 16 irecid(ii) = 62 local indices j1 = 101 k1 = 17 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.12500E+04 m rez(ii) = 0.75000E+01 m receiver ii = 17 irecid(ii) = 62 local indices j1 = 101 k1 = 24 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.13000E+04 m rez(ii) = 0.75000E+01 m receiver ii = 18 irecid(ii) = 63 local indices j1 = 101 k1 = 6 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.13500E+04 m rez(ii) = 0.75000E+01 m receiver ii = 19 irecid(ii) = 63 local indices j1 = 101 k1 = 12 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.14000E+04 m rez(ii) = 0.75000E+01 m receiver ii = 20 irecid(ii) = 63 local indices j1 = 101 k1 = 19 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.14500E+04 m rez(ii) = 0.75000E+01 m receiver ii = 21 irecid(ii) = 60 local indices j1 = 101 k1 = 1 l1 = 2 rex(ii) = 0.75000E+03 m rey(ii) = 0.75000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 22 irecid(ii) = 60 local indices j1 = 107 k1 = 7 l1 = 2 rex(ii) = 0.80000E+03 m rey(ii) = 0.80000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 23 irecid(ii) = 60 local indices j1 = 114 k1 = 14 l1 = 2 rex(ii) = 0.85000E+03 m rey(ii) = 0.85000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 24 irecid(ii) = 60 local indices j1 = 121 k1 = 21 l1 = 2 rex(ii) = 0.90000E+03 m rey(ii) = 0.90000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 25 irecid(ii) = 61 local indices j1 = 127 k1 = 2 l1 = 2 rex(ii) = 0.95000E+03 m rey(ii) = 0.95000E+03 m rez(ii) = 0.75000E+01 m receiver ii = 26 irecid(ii) = 62 local indices j1 = 167 k1 = 17 l1 = 2 rex(ii) = 0.12500E+04 m rey(ii) = 0.12500E+04 m rez(ii) = 0.75000E+01 m receiver ii = 27 irecid(ii) = 62 local indices j1 = 174 k1 = 24 l1 = 2 rex(ii) = 0.13000E+04 m rey(ii) = 0.13000E+04 m rez(ii) = 0.75000E+01 m receiver ii = 28 irecid(ii) = 63 local indices j1 = 181 k1 = 6 l1 = 2 rex(ii) = 0.13500E+04 m rey(ii) = 0.13500E+04 m rez(ii) = 0.75000E+01 m receiver ii = 29 irecid(ii) = 63 local indices j1 = 187 k1 = 12 l1 = 2 rex(ii) = 0.14000E+04 m rey(ii) = 0.14000E+04 m rez(ii) = 0.75000E+01 m receiver ii = 30 irecid(ii) = 63 local indices j1 = 194 k1 = 19 l1 = 2 rex(ii) = 0.14500E+04 m rey(ii) = 0.14500E+04 m rez(ii) = 0.75000E+01 m imax = max. # inner iterations 30000 toler = relative error required 0.10000000E-02 number of snapshots in freq. domain= 1 freq. to compute snapshots in freq.domain 1 0.30000000E-01 kHz number of snapshots in time domain= 3 times to compute snapshots in time domain 1 0.11000000E+03 msec times to compute snapshots in time domain 2 0.20500000E+03 msec times to compute snapshots in time domain 3 0.35000000E+03 msec number of points to compute solution= in the frequency domain npf = 160 key==1 for type 1 source (tsang&rader paper) ; key==2 for type 2 source(gaussian derivative) ; 2 frequency freq= 0.30000000E-01 khz parameters of source band-pass filter set equal to 0. if not filter is desired f1 = 0.00000000E+00 khz f2 = 0.00000000E+00 khz f3 = 0.70000000E-01 khz f4 = 0.80000000E-01 khz 1 wave speed P(lam) = 4.6827 m/msec 1 wave speed S = 2.6672 m/msec EPSILON POR TIPO DE MATERIAL 0.23100000E+00 DELTASTAR POR TIPO DE MATERIAL 0.32900000E+00 DELTATI POR TIPO DE MATERIAL 0.32900000E+00 GAMMA POR TIPO DE MATERIAL 0.12700000E+00 isokey==1 for isotropic case ; isokey.NE.1 for anisotropic case ; 2 wavelength = 62.000 meters number of mesh points per wavelength = 8 time step dt = 0.17072616E+01 msec number of time steps nt = 585 nyquist frequency = 0.29286667E+00 khz f4 = 0.80000000E-01 khz dt = 0.17072616E+01 msec delf = 0.50000000E-03 khz delw = 0.31415927E-02 2 pi*khz parameters of source band-pass filter set equal to 0. if not filter is desired f1 = 0.00000000E+00 khz f2 = 0.00000000E+00 khz f3 = 0.70000000E-01 khz f4 = 0.80000000E-01 khz freq. indices for snapshots 1 61 time steps for snapshots 1 64 time steps for snapshots 2 120 time steps for snapshots 3 205 if1 if2 if3 if4 = 1 1 141 161 jw1 - jw2 - jwlow 1 160 8 w0 = 0.18849556E+00 alfa = 0.47400000E-01 psi= 0.72000000E-02width= 0.16666667E+02msec ts= 0.33333333E+02msec. totpul= 0.10000000E+03msec pulse length in samples 59 nt = 585 from xi = 0.00000000E+00 m up to xf = 0.15000000E+04 m from yi = 0.00000000E+00 m up to yf = 0.15000000E+04 m from zi = 0.00000000E+00 m up to zf = 0.15000000E+04 m material type number numat = 1 from ixi (x-global grid #) = 1 up to ixf (x-global grid #) = 200 from iyi (y-global grid #) = 1 up to iyf (y-global grid #) = 200 from izi (z-global grid #) = 1 up to izf (z-global grid #) = 200 material type number numat = 1 from xi = -0.10000000E+01 m up to xf = -0.10000000E+01 m from yi = -0.10000000E+01 m up to yf = -0.10000000E+01 m from zi = -0.10000000E+01 m up to zf = -0.10000000E+01 m material type number numat = -1 jw1 , jw2 in main = 1 160 frequency number 160 frequency : 0.79750000E-01 V_qP(0) = 2.87634959072548 p_33 - density = (17847358.9498230,3903763.94715314) 2234000.00000000 V_qP(90)_x = 3.33589246884972 V_qP(90)_y = 3.33589246884972 V_qS(0)_x = 0.548800610836057 V_qS(0)_y = 0.548800610836057 iter. # 20 rel. error 0.1671631E-05 CONVERG. achieved in iteration # = 20, relative error = 0.16716E-05 frequency number 159 frequency : 0.79250000E-01 V_qP(0) = 2.87480157461077 p_33 - density = (17825995.3584340,3906005.06846439) 2234000.00000000 V_qP(90)_x = 3.33587186317615 V_qP(90)_y = 3.33587186317615 V_qS(0)_x = 0.548800610836140 V_qS(0)_y = 0.548800610836140 iter. # 20 rel. error 0.2262947E-05 CONVERG. achieved in iteration # = 20, relative error = 0.22629E-05 frequency number 158 frequency : 0.78750000E-01 V_qP(0) = 2.87323745429997 p_33 - density = (17804451.5136084,3908166.00630293) 2234000.00000000 V_qP(90)_x = 3.33585108240898 V_qP(90)_y = 3.33585108240898 V_qS(0)_x = 0.548800610836217 V_qS(0)_y = 0.548800610836217 iter. # 20 rel. error 0.2867768E-05 CONVERG. achieved in iteration # = 20, relative error = 0.28678E-05 frequency number 157 frequency : 0.78250000E-01 V_qP(0) = 2.87165701975837 p_33 - density = (17782726.1079586,3910243.55149603) 2234000.00000000 V_qP(90)_x = 3.33583012523708 V_qP(90)_y = 3.33583012523708 V_qS(0)_x = 0.548800610836286 V_qS(0)_y = 0.548800610836286 iter. # 20 rel. error 0.3598886E-05 CONVERG. achieved in iteration # = 20, relative error = 0.35989E-05 frequency number 156 frequency : 0.77750000E-01 V_qP(0) = 2.87006005974267 p_33 - density = (17760817.8340972,3912234.49487094) 2234000.00000000 V_qP(90)_x = 3.33580899034924 V_qP(90)_y = 3.33580899034924 V_qS(0)_x = 0.548800610836348 V_qS(0)_y = 0.548800610836348 iter. # 20 rel. error 0.4513163E-05 CONVERG. achieved in iteration # = 20, relative error = 0.45132E-05 frequency number 155 frequency : 0.77250000E-01 V_qP(0) = 2.86844636179082 p_33 - density = (17738725.3846366,3914135.62725494) 2234000.00000000 V_qP(90)_x = 3.33578767643423 V_qP(90)_y = 3.33578767643423 V_qS(0)_x = 0.548800610836403 V_qS(0)_y = 0.548800610836403 iter. # 20 rel. error 0.5646879E-05 CONVERG. achieved in iteration # = 20, relative error = 0.56469E-05 frequency number 154 frequency : 0.76750000E-01 V_qP(0) = 2.86681571221211 p_33 - density = (17716447.4521896,3915943.73947529) 2234000.00000000 V_qP(90)_x = 3.33576618218072 V_qP(90)_y = 3.33576618218072 V_qS(0)_x = 0.548800610836451 V_qS(0)_y = 0.548800610836451 iter. # 20 rel. error 0.7019104E-05 CONVERG. achieved in iteration # = 20, relative error = 0.70191E-05 frequency number 153 frequency : 0.76250000E-01 V_qP(0) = 2.86516789607747 p_33 - density = (17693982.7293685,3917655.62235925) 2234000.00000000 V_qP(90)_x = 3.33574450627733 V_qP(90)_y = 3.33574450627733 V_qS(0)_x = 0.548800610836490 V_qS(0)_y = 0.548800610836490 iter. # 20 rel. error 0.8650651E-05 CONVERG. achieved in iteration # = 20, relative error = 0.86507E-05 frequency number 152 frequency : 0.75750000E-01 V_qP(0) = 2.86350269720987 p_33 - density = (17671329.9087860,3919268.06673409) 2234000.00000000 V_qP(90)_x = 3.33572264741260 V_qP(90)_y = 3.33572264741260 V_qS(0)_x = 0.548800610836522 V_qS(0)_y = 0.548800610836522 iter. # 20 rel. error 0.1056546E-04 CONVERG. achieved in iteration # = 20, relative error = 0.10565E-04 frequency number 151 frequency : 0.75250000E-01 V_qP(0) = 2.86181989817503 p_33 - density = (17648487.6830546,3920777.86342708) 2234000.00000000 V_qP(90)_x = 3.33570060427504 V_qP(90)_y = 3.33570060427504 V_qS(0)_x = 0.548800610836546 V_qS(0)_y = 0.548800610836546 iter. # 20 rel. error 0.1279425E-04 CONVERG. achieved in iteration # = 20, relative error = 0.12794E-04 frequency number 150 frequency : 0.74750000E-01 V_qP(0) = 2.86011928027225 p_33 - density = (17625454.7447868,3922181.80326548) 2234000.00000000 V_qP(90)_x = 3.33567837555309 V_qP(90)_y = 3.33567837555309 V_qS(0)_x = 0.548800610836562 V_qS(0)_y = 0.548800610836562 iter. # 20 rel. error 0.1536977E-04 CONVERG. achieved in iteration # = 20, relative error = 0.15370E-04 frequency number 149 frequency : 0.74250000E-01 V_qP(0) = 2.85840062352551 p_33 - density = (17602229.7865952,3923476.67707655) 2234000.00000000 V_qP(90)_x = 3.33565595993513 V_qP(90)_y = 3.33565595993513 V_qS(0)_x = 0.548800610836569 V_qS(0)_y = 0.548800610836569 iter. # 20 rel. error 0.1833071E-04 CONVERG. achieved in iteration # = 20, relative error = 0.18331E-04 frequency number 148 frequency : 0.73750000E-01 V_qP(0) = 2.85666370667469 p_33 - density = (17578811.5010922,3924659.27568756) 2234000.00000000 V_qP(90)_x = 3.33563335610950 V_qP(90)_y = 3.33563335610950 V_qS(0)_x = 0.548800610836567 V_qS(0)_y = 0.548800610836567 iter. # 20 rel. error 0.1980115E-01 iter. # 40 rel. error 0.1167810E-01 iter. # 60 rel. error 0.7109052E-02 iter. # 80 rel. error 0.4089190E-02 iter. # 100 rel. error 0.2548082E-02 iter. # 120 rel. error 0.1969622E-02 iter. # 140 rel. error 0.1607117E-02 iter. # 160 rel. error 0.1351805E-02 iter. # 180 rel. error 0.1138440E-02 iter. # 200 rel. error 0.9412126E-03 CONVERG. achieved in iteration # = 200, relative error = 0.94121E-03 frequency number 147 frequency : 0.73250000E-01 V_qP(0) = 2.85490830716703 p_33 - density = (17555198.5808905,3925726.38992578) 2234000.00000000 V_qP(90)_x = 3.33561056276447 V_qP(90)_y = 3.33561056276447 V_qS(0)_x = 0.548800610836556 V_qS(0)_y = 0.548800610836556 iter. # 20 rel. error 0.1362926E-01 iter. # 40 rel. error 0.8196944E-02 iter. # 60 rel. error 0.5421368E-02 iter. # 80 rel. error 0.3170876E-02 iter. # 100 rel. error 0.1700749E-02 iter. # 120 rel. error 0.1258473E-02 iter. # 140 rel. error 0.9946865E-03 CONVERG. achieved in iteration # = 140, relative error = 0.99469E-03 frequency number 146 frequency : 0.72750000E-01 V_qP(0) = 2.85313420114883 p_33 - density = (17531389.7186026,3926674.81061847) 2234000.00000000 V_qP(90)_x = 3.33558757858828 V_qP(90)_y = 3.33558757858828 V_qS(0)_x = 0.548800610836537 V_qS(0)_y = 0.548800610836537 iter. # 20 rel. error 0.1354096E-01 iter. # 40 rel. error 0.8174450E-02 iter. # 60 rel. error 0.5423392E-02 iter. # 80 rel. error 0.3184511E-02 iter. # 100 rel. error 0.1762328E-02 iter. # 120 rel. error 0.1326516E-02 iter. # 140 rel. error 0.1060192E-02 iter. # 160 rel. error 0.8758789E-03 CONVERG. achieved in iteration # = 160, relative error = 0.87588E-03 frequency number 145 frequency : 0.72250000E-01 V_qP(0) = 2.85134116345728 p_33 - density = (17507383.6068410,3927501.32859290) 2234000.00000000 V_qP(90)_x = 3.33556440226911 V_qP(90)_y = 3.33556440226911 V_qS(0)_x = 0.548800610836508 V_qS(0)_y = 0.548800610836508 iter. # 20 rel. error 0.1344357E-01 iter. # 40 rel. error 0.8111859E-02 iter. # 60 rel. error 0.5365199E-02 iter. # 80 rel. error 0.3121779E-02 iter. # 100 rel. error 0.1724948E-02 iter. # 120 rel. error 0.1304732E-02 iter. # 140 rel. error 0.1023385E-02 iter. # 160 rel. error 0.8348876E-03 CONVERG. achieved in iteration # = 160, relative error = 0.83489E-03 frequency number 144 frequency : 0.71750000E-01 V_qP(0) = 2.84952896761257 p_33 - density = (17483178.9382183,3928202.73467633) 2234000.00000000 V_qP(90)_x = 3.33554103249512 V_qP(90)_y = 3.33554103249512 V_qS(0)_x = 0.548800610836469 V_qS(0)_y = 0.548800610836469 iter. # 20 rel. error 0.1336584E-01 iter. # 40 rel. error 0.8090906E-02 iter. # 60 rel. error 0.5357951E-02 iter. # 80 rel. error 0.3118069E-02 iter. # 100 rel. error 0.1735604E-02 iter. # 120 rel. error 0.1307597E-02 iter. # 140 rel. error 0.1035389E-02 iter. # 160 rel. error 0.8469434E-03 CONVERG. achieved in iteration # = 160, relative error = 0.84694E-03 frequency number 143 frequency : 0.71250000E-01 V_qP(0) = 2.84769738581015 p_33 - density = (17458774.4053470,3928775.81969602) 2234000.00000000 V_qP(90)_x = 3.33551746795439 V_qP(90)_y = 3.33551746795439 V_qS(0)_x = 0.548800610836421 V_qS(0)_y = 0.548800610836421 iter. # 20 rel. error 0.1330276E-01 iter. # 40 rel. error 0.8074372E-02 iter. # 60 rel. error 0.5365802E-02 iter. # 80 rel. error 0.3135926E-02 iter. # 100 rel. error 0.1784170E-02 iter. # 120 rel. error 0.1360462E-02 iter. # 140 rel. error 0.1090913E-02 iter. # 160 rel. error 0.8989243E-03 CONVERG. achieved in iteration # = 160, relative error = 0.89892E-03 frequency number 142 frequency : 0.70750000E-01 V_qP(0) = 2.84584618891326 p_33 - density = (17434168.7008396,3929217.37447925) 2234000.00000000 V_qP(90)_x = 3.33549370733500 V_qP(90)_y = 3.33549370733500 V_qS(0)_x = 0.548800610836363 V_qS(0)_y = 0.548800610836363 iter. # 20 rel. error 0.1325833E-01 iter. # 40 rel. error 0.8062087E-02 iter. # 60 rel. error 0.5364679E-02 iter. # 80 rel. error 0.3143939E-02 iter. # 100 rel. error 0.1825631E-02 iter. # 120 rel. error 0.1409502E-02 iter. # 140 rel. error 0.1133681E-02 iter. # 160 rel. error 0.9390621E-03 CONVERG. achieved in iteration # = 160, relative error = 0.93906E-03 frequency number 141 frequency : 0.70250000E-01 V_qP(0) = 2.84397514644562 p_33 - density = (17409360.5173088,3929524.18985328) 2234000.00000000 V_qP(90)_x = 3.33546974932498 V_qP(90)_y = 3.33546974932498 V_qS(0)_x = 0.548800610836295 V_qS(0)_y = 0.548800610836295 iter. # 20 rel. error 0.1321970E-01 iter. # 40 rel. error 0.8050461E-02 iter. # 60 rel. error 0.5358115E-02 iter. # 80 rel. error 0.3136642E-02 iter. # 100 rel. error 0.1842463E-02 iter. # 120 rel. error 0.1423725E-02 iter. # 140 rel. error 0.1141817E-02 iter. # 160 rel. error 0.9429730E-03 CONVERG. achieved in iteration # = 160, relative error = 0.94297E-03 frequency number 140 frequency : 0.69750000E-01 V_qP(0) = 2.84208402658436 p_33 - density = (17384348.5473669,3929693.05664536) 2234000.00000000 V_qP(90)_x = 3.33544559261232 V_qP(90)_y = 3.33544559261232 V_qS(0)_x = 0.548800610836217 V_qS(0)_y = 0.548800610836217 iter. # 20 rel. error 0.1243062E-01 iter. # 40 rel. error 0.7755102E-02 iter. # 60 rel. error 0.5193132E-02 iter. # 80 rel. error 0.3023842E-02 iter. # 100 rel. error 0.1879181E-02 iter. # 120 rel. error 0.1471050E-02 iter. # 140 rel. error 0.1201425E-02 iter. # 160 rel. error 0.1007408E-02 iter. # 180 rel. error 0.8670676E-03 CONVERG. achieved in iteration # = 180, relative error = 0.86707E-03 frequency number 139 frequency : 0.69250000E-01 V_qP(0) = 2.84017259615323 p_33 - density = (17359131.4836266,3929720.76568278) 2234000.00000000 V_qP(90)_x = 3.33542123588498 V_qP(90)_y = 3.33542123588498 V_qS(0)_x = 0.548800610836128 V_qS(0)_y = 0.548800610836128 iter. # 20 rel. error 0.1244256E-01 iter. # 40 rel. error 0.7749805E-02 iter. # 60 rel. error 0.5181457E-02 iter. # 80 rel. error 0.3004498E-02 iter. # 100 rel. error 0.1859955E-02 iter. # 120 rel. error 0.1451703E-02 iter. # 140 rel. error 0.1179877E-02 iter. # 160 rel. error 0.9926638E-03 CONVERG. achieved in iteration # = 160, relative error = 0.99266E-03 frequency number 138 frequency : 0.68750000E-01 V_qP(0) = 2.83824062061593 p_33 - density = (17333708.0187005,3929604.10779279) 2234000.00000000 V_qP(90)_x = 3.33539667783092 V_qP(90)_y = 3.33539667783092 V_qS(0)_x = 0.548800610836028 V_qS(0)_y = 0.548800610836028 iter. # 20 rel. error 0.1246519E-01 iter. # 40 rel. error 0.7769161E-02 iter. # 60 rel. error 0.5189670E-02 iter. # 80 rel. error 0.3001745E-02 iter. # 100 rel. error 0.1858693E-02 iter. # 120 rel. error 0.1449849E-02 iter. # 140 rel. error 0.1166334E-02 iter. # 160 rel. error 0.9737449E-03 CONVERG. achieved in iteration # = 160, relative error = 0.97374E-03 frequency number 137 frequency : 0.68250000E-01 V_qP(0) = 2.83628786406976 p_33 - density = (17308076.8452009,3929339.87380265) 2234000.00000000 V_qP(90)_x = 3.33537191713803 V_qP(90)_y = 3.33537191713803 V_qS(0)_x = 0.548800610835918 V_qS(0)_y = 0.548800610835918 iter. # 20 rel. error 0.1247237E-01 iter. # 40 rel. error 0.7761973E-02 iter. # 60 rel. error 0.5176999E-02 iter. # 80 rel. error 0.2975838E-02 iter. # 100 rel. error 0.1822456E-02 iter. # 120 rel. error 0.1401675E-02 iter. # 140 rel. error 0.1116888E-02 iter. # 160 rel. error 0.9262995E-03 CONVERG. achieved in iteration # = 160, relative error = 0.92630E-03 frequency number 136 frequency : 0.67750000E-01 V_qP(0) = 2.83431408923948 p_33 - density = (17282236.6557406,3928924.85453964) 2234000.00000000 V_qP(90)_x = 3.33534695249423 V_qP(90)_y = 3.33534695249423 V_qS(0)_x = 0.548800610835796 V_qS(0)_y = 0.548800610835796 iter. # 20 rel. error 0.1248662E-01 iter. # 40 rel. error 0.7766155E-02 iter. # 60 rel. error 0.5180023E-02 iter. # 80 rel. error 0.2969772E-02 iter. # 100 rel. error 0.1810332E-02 iter. # 120 rel. error 0.1387644E-02 iter. # 140 rel. error 0.1098810E-02 iter. # 160 rel. error 0.9155197E-03 CONVERG. achieved in iteration # = 160, relative error = 0.91552E-03 frequency number 135 frequency : 0.67250000E-01 V_qP(0) = 2.83231905747140 p_33 - density = (17256186.1429320,3928355.84083102) 2234000.00000000 V_qP(90)_x = 3.33532178258738 V_qP(90)_y = 3.33532178258738 V_qS(0)_x = 0.548800610835664 V_qS(0)_y = 0.548800610835664 iter. # 20 rel. error 0.1249327E-01 iter. # 40 rel. error 0.7772381E-02 iter. # 60 rel. error 0.5177298E-02 iter. # 80 rel. error 0.2957683E-02 iter. # 100 rel. error 0.1797018E-02 iter. # 120 rel. error 0.1369990E-02 iter. # 140 rel. error 0.1076705E-02 iter. # 160 rel. error 0.8929883E-03 CONVERG. achieved in iteration # = 160, relative error = 0.89299E-03 frequency number 134 frequency : 0.66750000E-01 V_qP(0) = 2.83030252874995 p_33 - density = (17229924.0000820,3927629.62235259) 2234000.00000000 V_qP(90)_x = 3.33529640610602 V_qP(90)_y = 3.33529640610602 V_qS(0)_x = 0.548800610835519 V_qS(0)_y = 0.548800610835519 iter. # 20 rel. error 0.1248851E-01 iter. # 40 rel. error 0.7762541E-02 iter. # 60 rel. error 0.5161246E-02 iter. # 80 rel. error 0.2932346E-02 iter. # 100 rel. error 0.1767819E-02 iter. # 120 rel. error 0.1329169E-02 iter. # 140 rel. error 0.1033443E-02 iter. # 160 rel. error 0.8504857E-03 CONVERG. achieved in iteration # = 160, relative error = 0.85049E-03 frequency number 133 frequency : 0.66250000E-01 V_qP(0) = 2.82826427077843 p_33 - density = (17203449.2055982,3926742.51599564) 2234000.00000000 V_qP(90)_x = 3.33527082201029 V_qP(90)_y = 3.33527082201029 V_qS(0)_x = 0.548800610835364 V_qS(0)_y = 0.548800610835364 iter. # 20 rel. error 0.1249679E-01 iter. # 40 rel. error 0.7758337E-02 iter. # 60 rel. error 0.5155277E-02 iter. # 80 rel. error 0.2916506E-02 iter. # 100 rel. error 0.1743960E-02 iter. # 120 rel. error 0.1299546E-02 iter. # 140 rel. error 0.1004738E-02 iter. # 160 rel. error 0.8300986E-03 CONVERG. achieved in iteration # = 160, relative error = 0.83010E-03 frequency number 132 frequency : 0.65750000E-01 V_qP(0) = 2.82620407288352 p_33 - density = (17176761.4606526,3925689.64008524) 2234000.00000000 V_qP(90)_x = 3.33524502994904 V_qP(90)_y = 3.33524502994904 V_qS(0)_x = 0.548800610835197 V_qS(0)_y = 0.548800610835197 iter. # 20 rel. error 0.1250002E-01 iter. # 40 rel. error 0.7760053E-02 iter. # 60 rel. error 0.5150314E-02 iter. # 80 rel. error 0.2905083E-02 iter. # 100 rel. error 0.1732131E-02 iter. # 120 rel. error 0.1285584E-02 iter. # 140 rel. error 0.9908242E-03 CONVERG. achieved in iteration # = 140, relative error = 0.99082E-03 frequency number 131 frequency : 0.65250000E-01 V_qP(0) = 2.82412172643826 p_33 - density = (17149860.5792288,3924465.92587025) 2234000.00000000 V_qP(90)_x = 3.33521902967862 V_qP(90)_y = 3.33521902967862 V_qS(0)_x = 0.548800610835021 V_qS(0)_y = 0.548800610835021 iter. # 20 rel. error 0.1251200E-01 iter. # 40 rel. error 0.7771339E-02 iter. # 60 rel. error 0.5158525E-02 iter. # 80 rel. error 0.2913608E-02 iter. # 100 rel. error 0.1738202E-02 iter. # 120 rel. error 0.1284623E-02 iter. # 140 rel. error 0.9878378E-03 CONVERG. achieved in iteration # = 140, relative error = 0.98784E-03 frequency number 130 frequency : 0.64750000E-01 V_qP(0) = 2.82201702126143 p_33 - density = (17122746.3753106,3923066.30459952) 2234000.00000000 V_qP(90)_x = 3.33519282095543 V_qP(90)_y = 3.33519282095543 V_qS(0)_x = 0.548800610834836 V_qS(0)_y = 0.548800610834836 iter. # 20 rel. error 0.1251955E-01 iter. # 40 rel. error 0.7762010E-02 iter. # 60 rel. error 0.5146641E-02 iter. # 80 rel. error 0.2894403E-02 iter. # 100 rel. error 0.1712837E-02 iter. # 120 rel. error 0.1252903E-02 iter. # 140 rel. error 0.9603583E-03 CONVERG. achieved in iteration # = 140, relative error = 0.96036E-03 frequency number 129 frequency : 0.64250000E-01 V_qP(0) = 2.81988974563198 p_33 - density = (17095418.6628816,3921485.70752190) 2234000.00000000 V_qP(90)_x = 3.33516640353592 V_qP(90)_y = 3.33516640353592 V_qS(0)_x = 0.548800610834643 V_qS(0)_y = 0.548800610834643 iter. # 20 rel. error 0.1252670E-01 iter. # 40 rel. error 0.7761111E-02 iter. # 60 rel. error 0.5141043E-02 iter. # 80 rel. error 0.2882181E-02 iter. # 100 rel. error 0.1699809E-02 iter. # 120 rel. error 0.1238942E-02 iter. # 140 rel. error 0.9500635E-03 CONVERG. achieved in iteration # = 140, relative error = 0.95006E-03 frequency number 128 frequency : 0.63750000E-01 V_qP(0) = 2.81773968630512 p_33 - density = (17067877.2559253,3919719.06588625) 2234000.00000000 V_qP(90)_x = 3.33513977717659 V_qP(90)_y = 3.33513977717659 V_qS(0)_x = 0.548800610834443 V_qS(0)_y = 0.548800610834443 iter. # 20 rel. error 0.1251476E-01 iter. # 40 rel. error 0.7752169E-02 iter. # 60 rel. error 0.5124410E-02 iter. # 80 rel. error 0.2862887E-02 iter. # 100 rel. error 0.1675330E-02 iter. # 120 rel. error 0.1209944E-02 iter. # 140 rel. error 0.9220810E-03 CONVERG. achieved in iteration # = 140, relative error = 0.92208E-03 frequency number 127 frequency : 0.63250000E-01 V_qP(0) = 2.81556662853011 p_33 - density = (17040121.9684256,3917761.31094141) 2234000.00000000 V_qP(90)_x = 3.33511294163404 V_qP(90)_y = 3.33511294163404 V_qS(0)_x = 0.548800610834236 V_qS(0)_y = 0.548800610834236 iter. # 20 rel. error 0.1250989E-01 iter. # 40 rel. error 0.7740343E-02 iter. # 60 rel. error 0.5112459E-02 iter. # 80 rel. error 0.2844496E-02 iter. # 100 rel. error 0.1651714E-02 iter. # 120 rel. error 0.1182309E-02 iter. # 140 rel. error 0.8986526E-03 CONVERG. achieved in iteration # = 140, relative error = 0.89865E-03 frequency number 126 frequency : 0.62750000E-01 V_qP(0) = 2.81337035606974 p_33 - density = (17012152.6143659,3915607.37393624) 2234000.00000000 V_qP(90)_x = 3.33508589666489 V_qP(90)_y = 3.33508589666489 V_qS(0)_x = 0.548800610834025 V_qS(0)_y = 0.548800610834025 iter. # 20 rel. error 0.1251383E-01 iter. # 40 rel. error 0.7735367E-02 iter. # 60 rel. error 0.5100560E-02 iter. # 80 rel. error 0.2829618E-02 iter. # 100 rel. error 0.1638223E-02 iter. # 120 rel. error 0.1168323E-02 iter. # 140 rel. error 0.8851057E-03 CONVERG. achieved in iteration # = 140, relative error = 0.88511E-03 frequency number 125 frequency : 0.62250000E-01 V_qP(0) = 2.81115065122162 p_33 - density = (16983969.0077299,3913252.18611959) 2234000.00000000 V_qP(90)_x = 3.33505864202589 V_qP(90)_y = 3.33505864202589 V_qS(0)_x = 0.548800610833808 V_qS(0)_y = 0.548800610833808 iter. # 20 rel. error 0.1250742E-01 iter. # 40 rel. error 0.7729577E-02 iter. # 60 rel. error 0.5086274E-02 iter. # 80 rel. error 0.2816333E-02 iter. # 100 rel. error 0.1618342E-02 iter. # 120 rel. error 0.1144192E-02 iter. # 140 rel. error 0.8586796E-03 CONVERG. achieved in iteration # = 140, relative error = 0.85868E-03 frequency number 124 frequency : 0.61750000E-01 V_qP(0) = 2.80890729484123 p_33 - density = (16955570.9625013,3910690.67874031) 2234000.00000000 V_qP(90)_x = 3.33503117747387 V_qP(90)_y = 3.33503117747387 V_qS(0)_x = 0.548800610833588 V_qS(0)_y = 0.548800610833588 iter. # 20 rel. error 0.1250507E-01 iter. # 40 rel. error 0.7717444E-02 iter. # 60 rel. error 0.5076105E-02 iter. # 80 rel. error 0.2802438E-02 iter. # 100 rel. error 0.1601834E-02 iter. # 120 rel. error 0.1126319E-02 iter. # 140 rel. error 0.8416504E-03 CONVERG. achieved in iteration # = 140, relative error = 0.84165E-03 frequency number 123 frequency : 0.61250000E-01 V_qP(0) = 2.80664006636689 p_33 - density = (16926958.2926638,3907917.78304726) 2234000.00000000 V_qP(90)_x = 3.33500350276573 V_qP(90)_y = 3.33500350276573 V_qS(0)_x = 0.548800610833365 V_qS(0)_y = 0.548800610833365 iter. # 20 rel. error 0.1249203E-01 iter. # 40 rel. error 0.7706046E-02 iter. # 60 rel. error 0.5060747E-02 iter. # 80 rel. error 0.2791436E-02 iter. # 100 rel. error 0.1591866E-02 iter. # 120 rel. error 0.1111411E-02 iter. # 140 rel. error 0.8242800E-03 CONVERG. achieved in iteration # = 140, relative error = 0.82428E-03 frequency number 122 frequency : 0.60750000E-01 V_qP(0) = 2.80434874384663 p_33 - density = (16898130.8122009,3904928.43028928) 2234000.00000000 V_qP(90)_x = 3.33497561765852 V_qP(90)_y = 3.33497561765852 V_qS(0)_x = 0.548800610833140 V_qS(0)_y = 0.548800610833140 iter. # 20 rel. error 0.1247983E-01 iter. # 40 rel. error 0.7703567E-02 iter. # 60 rel. error 0.5053409E-02 iter. # 80 rel. error 0.2784918E-02 iter. # 100 rel. error 0.1576723E-02 iter. # 120 rel. error 0.1094751E-02 iter. # 140 rel. error 0.8063292E-03 CONVERG. achieved in iteration # = 140, relative error = 0.80633E-03 frequency number 121 frequency : 0.60250000E-01 V_qP(0) = 2.80203310396696 p_33 - density = (16869088.3350964,3901717.55171523) 2234000.00000000 V_qP(90)_x = 3.33494752190939 V_qP(90)_y = 3.33494752190939 V_qS(0)_x = 0.548800610832914 V_qS(0)_y = 0.548800610832914 iter. # 20 rel. error 0.1246421E-01 iter. # 40 rel. error 0.7691706E-02 iter. # 60 rel. error 0.5046079E-02 iter. # 80 rel. error 0.2775045E-02 iter. # 100 rel. error 0.1572190E-02 iter. # 120 rel. error 0.1087173E-02 iter. # 140 rel. error 0.7957568E-03 CONVERG. achieved in iteration # = 140, relative error = 0.79576E-03 frequency number 120 frequency : 0.59750000E-01 V_qP(0) = 2.79969292208371 p_33 - density = (16839830.6753337,3898280.07857396) 2234000.00000000 V_qP(90)_x = 3.33491921527560 V_qP(90)_y = 3.33491921527560 V_qS(0)_x = 0.548800610832687 V_qS(0)_y = 0.548800610832687 iter. # 20 rel. error 0.1244496E-01 iter. # 40 rel. error 0.7692475E-02 iter. # 60 rel. error 0.5035151E-02 iter. # 80 rel. error 0.2770217E-02 iter. # 100 rel. error 0.1568988E-02 iter. # 120 rel. error 0.1082272E-02 iter. # 140 rel. error 0.7856436E-03 CONVERG. achieved in iteration # = 140, relative error = 0.78564E-03 frequency number 119 frequency : 0.59250000E-01 V_qP(0) = 2.79732797225496 p_33 - density = (16810357.6468967,3894610.94211431) 2234000.00000000 V_qP(90)_x = 3.33489069751458 V_qP(90)_y = 3.33489069751458 V_qS(0)_x = 0.548800610832462 V_qS(0)_y = 0.548800610832462 iter. # 20 rel. error 0.1241222E-01 iter. # 40 rel. error 0.7677931E-02 iter. # 60 rel. error 0.5030914E-02 iter. # 80 rel. error 0.2766338E-02 iter. # 100 rel. error 0.1570549E-02 iter. # 120 rel. error 0.1085820E-02 iter. # 140 rel. error 0.7807408E-03 CONVERG. achieved in iteration # = 140, relative error = 0.78074E-03 frequency number 118 frequency : 0.58750000E-01 V_qP(0) = 2.79493802727604 p_33 - density = (16780669.0637689,3890705.07358516) 2234000.00000000 V_qP(90)_x = 3.33486196838388 V_qP(90)_y = 3.33486196838388 V_qS(0)_x = 0.548800610832238 V_qS(0)_y = 0.548800610832238 iter. # 20 rel. error 0.1237302E-01 iter. # 40 rel. error 0.7669893E-02 iter. # 60 rel. error 0.5039119E-02 iter. # 80 rel. error 0.2769125E-02 iter. # 100 rel. error 0.1586001E-02 iter. # 120 rel. error 0.1100872E-02 iter. # 140 rel. error 0.7908009E-03 CONVERG. achieved in iteration # = 140, relative error = 0.79080E-03 frequency number 117 frequency : 0.58250000E-01 V_qP(0) = 2.79252285871672 p_33 - density = (16750764.7399341,3886557.40423533) 2234000.00000000 V_qP(90)_x = 3.33483302764121 V_qP(90)_y = 3.33483302764121 V_qS(0)_x = 0.548800610832016 V_qS(0)_y = 0.548800610832016 iter. # 20 rel. error 0.1232469E-01 iter. # 40 rel. error 0.7638578E-02 iter. # 60 rel. error 0.5035554E-02 iter. # 80 rel. error 0.2776239E-02 iter. # 100 rel. error 0.1600052E-02 iter. # 120 rel. error 0.1128123E-02 iter. # 140 rel. error 0.8202048E-03 CONVERG. achieved in iteration # = 140, relative error = 0.82020E-03 frequency number 116 frequency : 0.57750000E-01 V_qP(0) = 2.79008223696077 p_33 - density = (16720644.4893757,3882162.86531369) 2234000.00000000 V_qP(90)_x = 3.33480387504445 V_qP(90)_y = 3.33480387504445 V_qS(0)_x = 0.548800610831797 V_qS(0)_y = 0.548800610831797 iter. # 20 rel. error 0.1229752E-01 iter. # 40 rel. error 0.7615585E-02 iter. # 60 rel. error 0.5046984E-02 iter. # 80 rel. error 0.2815322E-02 iter. # 100 rel. error 0.1651840E-02 iter. # 120 rel. error 0.1193567E-02 iter. # 140 rel. error 0.8981982E-03 CONVERG. achieved in iteration # = 140, relative error = 0.89820E-03 frequency number 115 frequency : 0.57250000E-01 V_qP(0) = 2.78761593124767 p_33 - density = (16690308.1260775,3877516.38806909) 2234000.00000000 V_qP(90)_x = 3.33477451035167 V_qP(90)_y = 3.33477451035167 V_qS(0)_x = 0.548800610831583 V_qS(0)_y = 0.548800610831583 iter. # 20 rel. error 0.1225070E-01 iter. # 40 rel. error 0.7556164E-02 iter. # 60 rel. error 0.5035347E-02 iter. # 80 rel. error 0.2854273E-02 iter. # 100 rel. error 0.1706712E-02 iter. # 120 rel. error 0.1276263E-02 iter. # 140 rel. error 0.1001549E-02 iter. # 160 rel. error 0.8354159E-03 CONVERG. achieved in iteration # = 160, relative error = 0.83542E-03 frequency number 114 frequency : 0.56750000E-01 V_qP(0) = 2.78512370971686 p_33 - density = (16659755.4640231,3872612.90375038) 2234000.00000000 V_qP(90)_x = 3.33474493332110 V_qP(90)_y = 3.33474493332110 V_qS(0)_x = 0.548800610831374 V_qS(0)_y = 0.548800610831374 iter. # 20 rel. error 0.1216128E-01 iter. # 40 rel. error 0.7454853E-02 iter. # 60 rel. error 0.4949919E-02 iter. # 80 rel. error 0.2798202E-02 iter. # 100 rel. error 0.1674974E-02 iter. # 120 rel. error 0.1251203E-02 iter. # 140 rel. error 0.9946288E-03 CONVERG. achieved in iteration # = 140, relative error = 0.99463E-03 frequency number 113 frequency : 0.56250000E-01 V_qP(0) = 2.78260533945438 p_33 - density = (16628986.3171962,3867447.34360641) 2234000.00000000 V_qP(90)_x = 3.33471514371118 V_qP(90)_y = 3.33471514371118 V_qS(0)_x = 0.548800610831170 V_qS(0)_y = 0.548800610831170 iter. # 20 rel. error 0.1214466E-01 iter. # 40 rel. error 0.7413011E-02 iter. # 60 rel. error 0.4895418E-02 iter. # 80 rel. error 0.2729820E-02 iter. # 100 rel. error 0.1592401E-02 iter. # 120 rel. error 0.1174011E-02 iter. # 140 rel. error 0.9295417E-03 CONVERG. achieved in iteration # = 140, relative error = 0.92954E-03 frequency number 112 frequency : 0.55750000E-01 V_qP(0) = 2.78006058654207 p_33 - density = (16598000.4995804,3862014.63888604) 2234000.00000000 V_qP(90)_x = 3.33468514128058 V_qP(90)_y = 3.33468514128058 V_qS(0)_x = 0.548800610830973 V_qS(0)_y = 0.548800610830973 iter. # 20 rel. error 0.1212930E-01 iter. # 40 rel. error 0.7376435E-02 iter. # 60 rel. error 0.4849450E-02 iter. # 80 rel. error 0.2659427E-02 iter. # 100 rel. error 0.1479825E-02 iter. # 120 rel. error 0.1031830E-02 iter. # 140 rel. error 0.7771331E-03 CONVERG. achieved in iteration # = 140, relative error = 0.77713E-03 frequency number 111 frequency : 0.55250000E-01 V_qP(0) = 2.77748922978236 p_33 - density = (16566798.0525238,3856309.57890453) 2234000.00000000 V_qP(90)_x = 3.33465492601089 V_qP(90)_y = 3.33465492601089 V_qS(0)_x = 0.548800610830785 V_qS(0)_y = 0.548800610830785 iter. # 20 rel. error 0.1212193E-01 iter. # 40 rel. error 0.7351676E-02 iter. # 60 rel. error 0.4821774E-02 iter. # 80 rel. error 0.2622729E-02 iter. # 100 rel. error 0.1417692E-02 iter. # 120 rel. error 0.9552948E-03 CONVERG. achieved in iteration # = 120, relative error = 0.95529E-03 frequency number 110 frequency : 0.54750000E-01 V_qP(0) = 2.77489113709281 p_33 - density = (16535380.5122509,3850326.01979237) 2234000.00000000 V_qP(90)_x = 3.33462449934842 V_qP(90)_y = 3.33462449934842 V_qS(0)_x = 0.548800610830611 V_qS(0)_y = 0.548800610830611 iter. # 20 rel. error 0.1214809E-01 iter. # 40 rel. error 0.7356736E-02 iter. # 60 rel. error 0.4824403E-02 iter. # 80 rel. error 0.2627265E-02 iter. # 100 rel. error 0.1415651E-02 iter. # 120 rel. error 0.9440866E-03 CONVERG. achieved in iteration # = 120, relative error = 0.94409E-03 frequency number 109 frequency : 0.54250000E-01 V_qP(0) = 2.77226621226707 p_33 - density = (16503750.0187229,3844057.44079396) 2234000.00000000 V_qP(90)_x = 3.33459386333128 V_qP(90)_y = 3.33459386333128 V_qS(0)_x = 0.548800610830459 V_qS(0)_y = 0.548800610830459 iter. # 20 rel. error 0.1216503E-01 iter. # 40 rel. error 0.7359051E-02 iter. # 60 rel. error 0.4827467E-02 iter. # 80 rel. error 0.2631994E-02 iter. # 100 rel. error 0.1407863E-02 iter. # 120 rel. error 0.9309708E-03 CONVERG. achieved in iteration # = 120, relative error = 0.93097E-03 frequency number 108 frequency : 0.53750000E-01 V_qP(0) = 2.76961435893334 p_33 - density = (16471908.7135855,3837497.32010211) 2234000.00000000 V_qP(90)_x = 3.33456301999958 V_qP(90)_y = 3.33456301999958 V_qS(0)_x = 0.548800610830337 V_qS(0)_y = 0.548800610830337 iter. # 20 rel. error 0.1218280E-01 iter. # 40 rel. error 0.7361034E-02 iter. # 60 rel. error 0.4829143E-02 iter. # 80 rel. error 0.2637295E-02 iter. # 100 rel. error 0.1402358E-02 iter. # 120 rel. error 0.9238055E-03 CONVERG. achieved in iteration # = 120, relative error = 0.92381E-03 frequency number 107 frequency : 0.53250000E-01 V_qP(0) = 2.76693548056759 p_33 - density = (16439858.7384845,3830639.13590964) 2234000.00000000 V_qP(90)_x = 3.33453197139385 V_qP(90)_y = 3.33453197139385 V_qS(0)_x = 0.548800610830254 V_qS(0)_y = 0.548800610830254 iter. # 20 rel. error 0.1220380E-01 iter. # 40 rel. error 0.7366773E-02 iter. # 60 rel. error 0.4832075E-02 iter. # 80 rel. error 0.2643880E-02 iter. # 100 rel. error 0.1400008E-02 iter. # 120 rel. error 0.9216741E-03 CONVERG. achieved in iteration # = 120, relative error = 0.92167E-03 frequency number 106 frequency : 0.52750000E-01 V_qP(0) = 2.76422948061359 p_33 - density = (16407602.2350657,3823476.36640939) 2234000.00000000 V_qP(90)_x = 3.33450071955501 V_qP(90)_y = 3.33450071955501 V_qS(0)_x = 0.548800610830216 V_qS(0)_y = 0.548800610830216 iter. # 20 rel. error 0.1222860E-01 iter. # 40 rel. error 0.7379294E-02 iter. # 60 rel. error 0.4840201E-02 iter. # 80 rel. error 0.2655036E-02 iter. # 100 rel. error 0.1402437E-02 iter. # 120 rel. error 0.9227016E-03 CONVERG. achieved in iteration # = 120, relative error = 0.92270E-03 frequency number 105 frequency : 0.52250000E-01 V_qP(0) = 2.76149626260893 p_33 - density = (16375141.3449747,3816002.48979416) 2234000.00000000 V_qP(90)_x = 3.33446926652442 V_qP(90)_y = 3.33446926652442 V_qS(0)_x = 0.548800610830233 V_qS(0)_y = 0.548800610830233 iter. # 20 rel. error 0.1225438E-01 iter. # 40 rel. error 0.7392339E-02 iter. # 60 rel. error 0.4847845E-02 iter. # 80 rel. error 0.2665305E-02 iter. # 100 rel. error 0.1405459E-02 iter. # 120 rel. error 0.9238737E-03 CONVERG. achieved in iteration # = 120, relative error = 0.92387E-03 frequency number 104 frequency : 0.51750000E-01 V_qP(0) = 2.75873573031709 p_33 - density = (16342478.2098573,3808210.98425679) 2234000.00000000 V_qP(90)_x = 3.33443761434389 V_qP(90)_y = 3.33443761434389 V_qS(0)_x = 0.548800610830311 V_qS(0)_y = 0.548800610830311 iter. # 20 rel. error 0.1228294E-01 iter. # 40 rel. error 0.7408793E-02 iter. # 60 rel. error 0.4857937E-02 iter. # 80 rel. error 0.2678037E-02 iter. # 100 rel. error 0.1412823E-02 iter. # 120 rel. error 0.9285886E-03 CONVERG. achieved in iteration # = 120, relative error = 0.92859E-03 frequency number 103 frequency : 0.51250000E-01 V_qP(0) = 2.75594778786583 p_33 - density = (16309614.9713594,3800095.32799010) 2234000.00000000 V_qP(90)_x = 3.33440576505569 V_qP(90)_y = 3.33440576505569 V_qS(0)_x = 0.548800610830460 V_qS(0)_y = 0.548800610830460 iter. # 20 rel. error 0.1231592E-01 iter. # 40 rel. error 0.7432726E-02 iter. # 60 rel. error 0.4874727E-02 iter. # 80 rel. error 0.2696280E-02 iter. # 100 rel. error 0.1425195E-02 iter. # 120 rel. error 0.9375607E-03 CONVERG. achieved in iteration # = 120, relative error = 0.93756E-03 frequency number 102 frequency : 0.50750000E-01 V_qP(0) = 2.75313233989196 p_33 - density = (16276553.7711265,3791648.99918691) 2234000.00000000 V_qP(90)_x = 3.33437372070259 V_qP(90)_y = 3.33437372070259 V_qS(0)_x = 0.548800610830686 V_qS(0)_y = 0.548800610830686 iter. # 20 rel. error 0.1235197E-01 iter. # 40 rel. error 0.7460781E-02 iter. # 60 rel. error 0.4895453E-02 iter. # 80 rel. error 0.2716817E-02 iter. # 100 rel. error 0.1441938E-02 iter. # 120 rel. error 0.9502494E-03 CONVERG. achieved in iteration # = 120, relative error = 0.95025E-03 frequency number 101 frequency : 0.50250000E-01 V_qP(0) = 2.75028929169288 p_33 - density = (16243296.7508045,3782865.47604005) 2234000.00000000 V_qP(90)_x = 3.33434148332785 V_qP(90)_y = 3.33434148332785 V_qS(0)_x = 0.548800610830998 V_qS(0)_y = 0.548800610830998 iter. # 20 rel. error 0.1239317E-01 iter. # 40 rel. error 0.7491848E-02 iter. # 60 rel. error 0.4918007E-02 iter. # 80 rel. error 0.2740576E-02 iter. # 100 rel. error 0.1462159E-02 iter. # 120 rel. error 0.9634693E-03 CONVERG. achieved in iteration # = 120, relative error = 0.96347E-03 frequency number 100 frequency : 0.49750000E-01 V_qP(0) = 2.74741854938487 p_33 - density = (16209846.0520391,3773738.23674233) 2234000.00000000 V_qP(90)_x = 3.33430905497526 V_qP(90)_y = 3.33430905497526 V_qS(0)_x = 0.548800610831403 V_qS(0)_y = 0.548800610831403 iter. # 20 rel. error 0.1244215E-01 iter. # 40 rel. error 0.7529645E-02 iter. # 60 rel. error 0.4945537E-02 iter. # 80 rel. error 0.2770012E-02 iter. # 100 rel. error 0.1487911E-02 iter. # 120 rel. error 0.9817647E-03 CONVERG. achieved in iteration # = 120, relative error = 0.98176E-03 frequency number 99 frequency : 0.49250000E-01 V_qP(0) = 2.74452002006857 p_33 - density = (16176203.8164760,3764260.75948659) 2234000.00000000 V_qP(90)_x = 3.33427643768916 V_qP(90)_y = 3.33427643768916 V_qS(0)_x = 0.548800610831911 V_qS(0)_y = 0.548800610831911 iter. # 20 rel. error 0.1249930E-01 iter. # 40 rel. error 0.7571347E-02 iter. # 60 rel. error 0.4975519E-02 iter. # 80 rel. error 0.2802422E-02 iter. # 100 rel. error 0.1519864E-02 iter. # 120 rel. error 0.1006390E-02 iter. # 140 rel. error 0.7623077E-03 CONVERG. achieved in iteration # = 140, relative error = 0.76231E-03 frequency number 98 frequency : 0.48750000E-01 V_qP(0) = 2.74159361200168 p_33 - density = (16142372.1857611,3754426.52246564) 2234000.00000000 V_qP(90)_x = 3.33424363351447 V_qP(90)_y = 3.33424363351447 V_qS(0)_x = 0.548800610832527 V_qS(0)_y = 0.548800610832527 iter. # 20 rel. error 0.1255201E-01 iter. # 40 rel. error 0.7600892E-02 iter. # 60 rel. error 0.4995108E-02 iter. # 80 rel. error 0.2823042E-02 iter. # 100 rel. error 0.1534498E-02 iter. # 120 rel. error 0.1006308E-02 iter. # 140 rel. error 0.7558766E-03 CONVERG. achieved in iteration # = 140, relative error = 0.75588E-03 frequency number 97 frequency : 0.48250000E-01 V_qP(0) = 2.73863923477928 p_33 - density = (16108353.3015400,3744229.00387230) 2234000.00000000 V_qP(90)_x = 3.33421064449667 V_qP(90)_y = 3.33421064449667 V_qS(0)_x = 0.548800610833261 V_qS(0)_y = 0.548800610833261 iter. # 20 rel. error 0.1262636E-01 iter. # 40 rel. error 0.7653339E-02 iter. # 60 rel. error 0.5038508E-02 iter. # 80 rel. error 0.2870810E-02 iter. # 100 rel. error 0.1582245E-02 iter. # 120 rel. error 0.1039693E-02 iter. # 140 rel. error 0.7808417E-03 CONVERG. achieved in iteration # = 140, relative error = 0.78084E-03 frequency number 96 frequency : 0.47750000E-01 V_qP(0) = 2.73565679952186 p_33 - density = (16074149.3054585,3733661.68189940) 2234000.00000000 V_qP(90)_x = 3.33417747268187 V_qP(90)_y = 3.33417747268187 V_qS(0)_x = 0.548800610834121 V_qS(0)_y = 0.548800610834121 iter. # 20 rel. error 0.1271748E-01 iter. # 40 rel. error 0.7721700E-02 iter. # 60 rel. error 0.5095273E-02 iter. # 80 rel. error 0.2933717E-02 iter. # 100 rel. error 0.1644523E-02 iter. # 120 rel. error 0.1083098E-02 iter. # 140 rel. error 0.8128504E-03 CONVERG. achieved in iteration # = 140, relative error = 0.81285E-03 frequency number 95 frequency : 0.47250000E-01 V_qP(0) = 2.73264621907140 p_33 - density = (16039762.3391623,3722718.03473977) 2234000.00000000 V_qP(90)_x = 3.33414412011682 V_qP(90)_y = 3.33414412011682 V_qS(0)_x = 0.548800610835113 V_qS(0)_y = 0.548800610835113 iter. # 20 rel. error 0.1281594E-01 iter. # 40 rel. error 0.7799038E-02 iter. # 60 rel. error 0.5158093E-02 iter. # 80 rel. error 0.3004340E-02 iter. # 100 rel. error 0.1717218E-02 iter. # 120 rel. error 0.1137619E-02 iter. # 140 rel. error 0.8499902E-03 CONVERG. achieved in iteration # = 140, relative error = 0.84999E-03 frequency number 94 frequency : 0.46750000E-01 V_qP(0) = 2.72960740819573 p_33 - density = (16005194.5442972,3711391.54058622) 2234000.00000000 V_qP(90)_x = 3.33411058884889 V_qP(90)_y = 3.33411058884889 V_qS(0)_x = 0.548800610836247 V_qS(0)_y = 0.548800610836247 iter. # 20 rel. error 0.1292731E-01 iter. # 40 rel. error 0.7890017E-02 iter. # 60 rel. error 0.5232502E-02 iter. # 80 rel. error 0.3092209E-02 iter. # 100 rel. error 0.1811177E-02 iter. # 120 rel. error 0.1209892E-02 iter. # 140 rel. error 0.9031555E-03 CONVERG. achieved in iteration # = 140, relative error = 0.90316E-03 frequency number 93 frequency : 0.46250000E-01 V_qP(0) = 2.72654028439501 p_33 - density = (15970448.0701906,3699675.67719465) 2234000.00000000 V_qP(90)_x = 3.33407688093391 V_qP(90)_y = 3.33407688093391 V_qS(0)_x = 0.548800610837530 V_qS(0)_y = 0.548800610837530 iter. # 20 rel. error 0.1305512E-01 iter. # 40 rel. error 0.7998218E-02 iter. # 60 rel. error 0.5327369E-02 iter. # 80 rel. error 0.3203193E-02 iter. # 100 rel. error 0.1921122E-02 iter. # 120 rel. error 0.1291942E-02 iter. # 140 rel. error 0.9641711E-03 CONVERG. achieved in iteration # = 140, relative error = 0.96417E-03 frequency number 92 frequency : 0.45750000E-01 V_qP(0) = 2.72344484272334 p_33 - density = (15935526.0379862,3687563.86704404) 2234000.00000000 V_qP(90)_x = 3.33404299940709 V_qP(90)_y = 3.33404299940709 V_qS(0)_x = 0.548800610838955 V_qS(0)_y = 0.548800610838955 iter. # 20 rel. error 0.1320910E-01 iter. # 40 rel. error 0.8128327E-02 iter. # 60 rel. error 0.5440831E-02 iter. # 80 rel. error 0.3328111E-02 iter. # 100 rel. error 0.2045182E-02 iter. # 120 rel. error 0.1387729E-02 iter. # 140 rel. error 0.1037060E-02 iter. # 160 rel. error 0.8385143E-03 CONVERG. achieved in iteration # = 160, relative error = 0.83851E-03 frequency number 91 frequency : 0.45250000E-01 V_qP(0) = 2.72032122922539 p_33 - density = (15900433.4794520,3675049.42393706) 2234000.00000000 V_qP(90)_x = 3.33400894922865 V_qP(90)_y = 3.33400894922865 V_qS(0)_x = 0.548800610840486 V_qS(0)_y = 0.548800610840486 iter. # 20 rel. error 0.1338024E-01 iter. # 40 rel. error 0.8256299E-02 iter. # 60 rel. error 0.5553712E-02 iter. # 80 rel. error 0.3456276E-02 iter. # 100 rel. error 0.2180257E-02 iter. # 120 rel. error 0.1491281E-02 iter. # 140 rel. error 0.1112622E-02 iter. # 160 rel. error 0.9011229E-03 CONVERG. achieved in iteration # = 160, relative error = 0.90112E-03 frequency number 90 frequency : 0.44750000E-01 V_qP(0) = 2.71716961122666 p_33 - density = (15865175.6491495,3662125.64900392) 2234000.00000000 V_qP(90)_x = 3.33397473558404 V_qP(90)_y = 3.33397473558404 V_qS(0)_x = 0.548800610842083 V_qS(0)_y = 0.548800610842083 iter. # 20 rel. error 0.1361376E-01 iter. # 40 rel. error 0.8430042E-02 iter. # 60 rel. error 0.5715028E-02 iter. # 80 rel. error 0.3634456E-02 iter. # 100 rel. error 0.2360929E-02 iter. # 120 rel. error 0.1640967E-02 iter. # 140 rel. error 0.1236147E-02 iter. # 160 rel. error 0.1003866E-02 iter. # 180 rel. error 0.8378253E-03 CONVERG. achieved in iteration # = 180, relative error = 0.83783E-03 frequency number 89 frequency : 0.44250000E-01 V_qP(0) = 2.71399016044700 p_33 - density = (15829757.8016400,3648785.84337481) 2234000.00000000 V_qP(90)_x = 3.33394036365967 V_qP(90)_y = 3.33394036365967 V_qS(0)_x = 0.548800610843708 V_qS(0)_y = 0.548800610843708 iter. # 20 rel. error 0.1389233E-01 iter. # 40 rel. error 0.8618035E-02 iter. # 60 rel. error 0.5880804E-02 iter. # 80 rel. error 0.3814670E-02 iter. # 100 rel. error 0.2550049E-02 iter. # 120 rel. error 0.1806266E-02 iter. # 140 rel. error 0.1368005E-02 iter. # 160 rel. error 0.1107601E-02 iter. # 180 rel. error 0.9274657E-03 CONVERG. achieved in iteration # = 180, relative error = 0.92747E-03 frequency number 88 frequency : 0.43750000E-01 V_qP(0) = 2.71078305332108 p_33 - density = (15794185.1914849,3635023.30817992) 2234000.00000000 V_qP(90)_x = 3.33390583864284 V_qP(90)_y = 3.33390583864284 V_qS(0)_x = 0.548800610845320 V_qS(0)_y = 0.548800610845320 iter. # 20 rel. error 0.1426199E-01 iter. # 40 rel. error 0.8872983E-02 iter. # 60 rel. error 0.6108126E-02 iter. # 80 rel. error 0.4051746E-02 iter. # 100 rel. error 0.2789630E-02 iter. # 120 rel. error 0.2018918E-02 iter. # 140 rel. error 0.1548105E-02 iter. # 160 rel. error 0.1260989E-02 iter. # 180 rel. error 0.1060860E-02 iter. # 200 rel. error 0.9025184E-03 CONVERG. achieved in iteration # = 200, relative error = 0.90252E-03 frequency number 87 frequency : 0.43250000E-01 V_qP(0) = 2.70754847133104 p_33 - density = (15758463.0732454,3620831.34454946) 2234000.00000000 V_qP(90)_x = 3.33387116572186 V_qP(90)_y = 3.33387116572186 V_qS(0)_x = 0.548800610846880 V_qS(0)_y = 0.548800610846880 iter. # 20 rel. error 0.1472312E-01 iter. # 40 rel. error 0.9197385E-02 iter. # 60 rel. error 0.6391280E-02 iter. # 80 rel. error 0.4345707E-02 iter. # 100 rel. error 0.3083005E-02 iter. # 120 rel. error 0.2295384E-02 iter. # 140 rel. error 0.1790563E-02 iter. # 160 rel. error 0.1475436E-02 iter. # 180 rel. error 0.1255047E-02 iter. # 200 rel. error 0.1081557E-02 iter. # 220 rel. error 0.9310210E-03 CONVERG. achieved in iteration # = 220, relative error = 0.93102E-03 frequency number 86 frequency : 0.42750000E-01 V_qP(0) = 2.70428660135152 p_33 - density = (15722596.7014831,3606203.25361362) 2234000.00000000 V_qP(90)_x = 3.33383635008601 V_qP(90)_y = 3.33383635008601 V_qS(0)_x = 0.548800610848348 V_qS(0)_y = 0.548800610848348 iter. # 20 rel. error 0.1527495E-01 iter. # 40 rel. error 0.9577234E-02 iter. # 60 rel. error 0.6708927E-02 iter. # 80 rel. error 0.4667881E-02 iter. # 100 rel. error 0.3410357E-02 iter. # 120 rel. error 0.2624212E-02 iter. # 140 rel. error 0.2086432E-02 iter. # 160 rel. error 0.1731689E-02 iter. # 180 rel. error 0.1483983E-02 iter. # 200 rel. error 0.1293526E-02 iter. # 220 rel. error 0.1130172E-02 iter. # 240 rel. error 0.9920395E-03 CONVERG. achieved in iteration # = 240, relative error = 0.99204E-03 frequency number 85 frequency : 0.42250000E-01 V_qP(0) = 2.70099763600748 p_33 - density = (15686591.3307591,3591132.33650260) 2234000.00000000 V_qP(90)_x = 3.33380139692560 V_qP(90)_y = 3.33380139692560 V_qS(0)_x = 0.548800610849686 V_qS(0)_y = 0.548800610849686 iter. # 20 rel. error 0.1586353E-01 iter. # 40 rel. error 0.1006855E-01 iter. # 60 rel. error 0.7178922E-02 iter. # 80 rel. error 0.5145479E-02 iter. # 100 rel. error 0.3834467E-02 iter. # 120 rel. error 0.3024482E-02 iter. # 140 rel. error 0.2441256E-02 iter. # 160 rel. error 0.2036689E-02 iter. # 180 rel. error 0.1756034E-02 iter. # 200 rel. error 0.1540951E-02 iter. # 220 rel. error 0.1361235E-02 iter. # 240 rel. error 0.1210740E-02 iter. # 260 rel. error 0.1086355E-02 iter. # 280 rel. error 0.9774399E-03 CONVERG. achieved in iteration # = 280, relative error = 0.97744E-03 frequency number 84 frequency : 0.41750000E-01 V_qP(0) = 2.69768177404520 p_33 - density = (15650452.2156349,3575611.89434659) 2234000.00000000 V_qP(90)_x = 3.33376631143200 V_qP(90)_y = 3.33376631143200 V_qS(0)_x = 0.548800610850853 V_qS(0)_y = 0.548800610850853 iter. # 20 rel. error 0.1697745E-01 iter. # 40 rel. error 0.1100496E-01 iter. # 60 rel. error 0.8022289E-02 iter. # 80 rel. error 0.5925256E-02 iter. # 100 rel. error 0.4538922E-02 iter. # 120 rel. error 0.3666228E-02 iter. # 140 rel. error 0.3025058E-02 iter. # 160 rel. error 0.2567139E-02 iter. # 180 rel. error 0.2229889E-02 iter. # 200 rel. error 0.1981894E-02 iter. # 220 rel. error 0.1779071E-02 iter. # 240 rel. error 0.1605807E-02 iter. # 260 rel. error 0.1460430E-02 iter. # 280 rel. error 0.1328469E-02 iter. # 300 rel. error 0.1213043E-02 iter. # 320 rel. error 0.1112046E-02 iter. # 340 rel. error 0.1021632E-02 iter. # 360 rel. error 0.9398709E-03 CONVERG. achieved in iteration # = 360, relative error = 0.93987E-03 frequency number 83 frequency : 0.41250000E-01 V_qP(0) = 2.69433922071677 p_33 - density = (15614184.6106718,3559635.22827580) 2234000.00000000 V_qP(90)_x = 3.33373109879765 V_qP(90)_y = 3.33373109879765 V_qS(0)_x = 0.548800610851811 V_qS(0)_y = 0.548800610851811 iter. # 20 rel. error 0.1829574E-01 iter. # 40 rel. error 0.1223608E-01 iter. # 60 rel. error 0.9057920E-02 iter. # 80 rel. error 0.6954910E-02 iter. # 100 rel. error 0.5501092E-02 iter. # 120 rel. error 0.4542385E-02 iter. # 140 rel. error 0.3840366E-02 iter. # 160 rel. error 0.3284324E-02 iter. # 180 rel. error 0.2861324E-02 iter. # 200 rel. error 0.2543982E-02 iter. # 220 rel. error 0.2295406E-02 iter. # 240 rel. error 0.2079218E-02 iter. # 260 rel. error 0.1901523E-02 iter. # 280 rel. error 0.1746295E-02 iter. # 300 rel. error 0.1611871E-02 iter. # 320 rel. error 0.1486302E-02 iter. # 340 rel. error 0.1378542E-02 iter. # 360 rel. error 0.1281289E-02 iter. # 380 rel. error 0.1194909E-02 iter. # 400 rel. error 0.1113673E-02 iter. # 420 rel. error 0.1043475E-02 iter. # 440 rel. error 0.9779825E-03 CONVERG. achieved in iteration # = 440, relative error = 0.97798E-03 frequency number 82 frequency : 0.40750000E-01 V_qP(0) = 2.69097018817850 p_33 - density = (15577793.7704312,3543195.63942041) 2234000.00000000 V_qP(90)_x = 3.33369576421612 V_qP(90)_y = 3.33369576421612 V_qS(0)_x = 0.548800610852519 V_qS(0)_y = 0.548800610852519 iter. # 20 rel. error 0.2035318E-01 iter. # 40 rel. error 0.1411405E-01 iter. # 60 rel. error 0.1080216E-01 iter. # 80 rel. error 0.8680035E-02 iter. # 100 rel. error 0.7119787E-02 iter. # 120 rel. error 0.6105778E-02 iter. # 140 rel. error 0.5265540E-02 iter. # 160 rel. error 0.4679995E-02 iter. # 180 rel. error 0.4150189E-02 iter. # 200 rel. error 0.3751475E-02 iter. # 220 rel. error 0.3393171E-02 iter. # 240 rel. error 0.3114836E-02 iter. # 260 rel. error 0.2858294E-02 iter. # 280 rel. error 0.2653358E-02 iter. # 300 rel. error 0.2455287E-02 iter. # 320 rel. error 0.2294507E-02 iter. # 340 rel. error 0.2140458E-02 iter. # 360 rel. error 0.2006589E-02 iter. # 380 rel. error 0.1880948E-02 iter. # 400 rel. error 0.1768551E-02 iter. # 420 rel. error 0.1662217E-02 iter. # 440 rel. error 0.1569735E-02 iter. # 460 rel. error 0.1480374E-02 iter. # 480 rel. error 0.1403878E-02 iter. # 500 rel. error 0.1334152E-02 iter. # 520 rel. error 0.1269172E-02 iter. # 540 rel. error 0.1210705E-02 iter. # 560 rel. error 0.1153573E-02 iter. # 580 rel. error 0.1101760E-02 iter. # 600 rel. error 0.1051594E-02 iter. # 620 rel. error 0.1007671E-02 iter. # 640 rel. error 0.9639103E-03 CONVERG. achieved in iteration # = 640, relative error = 0.96391E-03 frequency number 81 frequency : 0.40250000E-01 V_qP(0) = 2.68757489590353 p_33 - density = (15541284.9494744,3526286.42891063) 2234000.00000000 V_qP(90)_x = 3.33366031288209 V_qP(90)_y = 3.33366031288209 V_qS(0)_x = 0.548800610852938 V_qS(0)_y = 0.548800610852938 iter. # 20 rel. error 0.2433568E-01 iter. # 40 rel. error 0.1680728E-01 iter. # 60 rel. error 0.1291061E-01 iter. # 80 rel. error 0.1046010E-01 iter. # 100 rel. error 0.8757380E-02 iter. # 120 rel. error 0.7485780E-02 iter. # 140 rel. error 0.6532203E-02 iter. # 160 rel. error 0.5793276E-02 iter. # 180 rel. error 0.5202956E-02 iter. # 200 rel. error 0.4717481E-02 iter. # 220 rel. error 0.4315396E-02 iter. # 240 rel. error 0.3977140E-02 iter. # 260 rel. error 0.3689205E-02 iter. # 280 rel. error 0.3442962E-02 iter. # 300 rel. error 0.3226530E-02 iter. # 320 rel. error 0.3032028E-02 iter. # 340 rel. error 0.2854869E-02 iter. # 360 rel. error 0.2694104E-02 iter. # 380 rel. error 0.2551202E-02 iter. # 400 rel. error 0.2424326E-02 iter. # 420 rel. error 0.2309164E-02 iter. # 440 rel. error 0.2199814E-02 iter. # 460 rel. error 0.2095208E-02 iter. # 480 rel. error 0.1997862E-02 iter. # 500 rel. error 0.1908065E-02 iter. # 520 rel. error 0.1827162E-02 iter. # 540 rel. error 0.1754963E-02 iter. # 560 rel. error 0.1687016E-02 iter. # 580 rel. error 0.1621605E-02 iter. # 600 rel. error 0.1560120E-02 iter. # 620 rel. error 0.1502990E-02 iter. # 640 rel. error 0.1449607E-02 iter. # 660 rel. error 0.1397910E-02 iter. # 680 rel. error 0.1347803E-02 iter. # 700 rel. error 0.1299790E-02 iter. # 720 rel. error 0.1255450E-02 iter. # 740 rel. error 0.1215485E-02 iter. # 760 rel. error 0.1178855E-02 iter. # 780 rel. error 0.1144913E-02 iter. # 800 rel. error 0.1112760E-02 iter. # 820 rel. error 0.1081517E-02 iter. # 840 rel. error 0.1050996E-02 iter. # 860 rel. error 0.1020942E-02 iter. # 880 rel. error 0.9909538E-03 CONVERG. achieved in iteration # = 880, relative error = 0.99095E-03 frequency number 80 frequency : 0.39750000E-01 V_qP(0) = 2.68415357110915 p_33 - density = (15504663.4023627,3508900.89787665) 2234000.00000000 V_qP(90)_x = 3.33362474999143 V_qP(90)_y = 3.33362474999143 V_qS(0)_x = 0.548800610853029 V_qS(0)_y = 0.548800610853029 iter. # 20 rel. error 0.6787355E-01 iter. # 40 rel. error 0.6325460E-01 iter. # 60 rel. error 0.5985833E-01 iter. # 80 rel. error 0.5611815E-01 iter. # 100 rel. error 0.5300439E-01 iter. # 120 rel. error 0.5072712E-01 iter. # 140 rel. error 0.4854228E-01 iter. # 160 rel. error 0.4618903E-01 iter. # 180 rel. error 0.4424308E-01 iter. # 200 rel. error 0.4199830E-01 iter. # 220 rel. error 0.3977031E-01 iter. # 240 rel. error 0.3768599E-01 iter. # 260 rel. error 0.3560503E-01 iter. # 280 rel. error 0.3376752E-01 iter. # 300 rel. error 0.3209269E-01 iter. # 320 rel. error 0.3059942E-01 iter. # 340 rel. error 0.2921095E-01 iter. # 360 rel. error 0.2790673E-01 iter. # 380 rel. error 0.2670881E-01 iter. # 400 rel. error 0.2549774E-01 iter. # 420 rel. error 0.2437611E-01 iter. # 440 rel. error 0.2328420E-01 iter. # 460 rel. error 0.2224435E-01 iter. # 480 rel. error 0.2129663E-01 iter. # 500 rel. error 0.2040655E-01 iter. # 520 rel. error 0.1958555E-01 iter. # 540 rel. error 0.1881051E-01 iter. # 560 rel. error 0.1808618E-01 iter. # 580 rel. error 0.1741818E-01 iter. # 600 rel. error 0.1678902E-01 iter. # 620 rel. error 0.1620406E-01 iter. # 640 rel. error 0.1563224E-01 iter. # 660 rel. error 0.1510234E-01 iter. # 680 rel. error 0.1460373E-01 iter. # 700 rel. error 0.1411709E-01 iter. # 720 rel. error 0.1367180E-01 iter. # 740 rel. error 0.1324323E-01 iter. # 760 rel. error 0.1284052E-01 iter. # 780 rel. error 0.1247124E-01 iter. # 800 rel. error 0.1212678E-01 iter. # 820 rel. error 0.1180954E-01 iter. # 840 rel. error 0.1150993E-01 iter. # 860 rel. error 0.1123110E-01 iter. # 880 rel. error 0.1095887E-01 iter. # 900 rel. error 0.1069762E-01 iter. # 920 rel. error 0.1044824E-01 iter. # 940 rel. error 0.1020333E-01 iter. # 960 rel. error 0.9975482E-02 iter. # 980 rel. error 0.9767437E-02 iter. # 1000 rel. error 0.9570919E-02 iter. # 1020 rel. error 0.9391168E-02 iter. # 1040 rel. error 0.9216627E-02 iter. # 1060 rel. error 0.9052004E-02 iter. # 1080 rel. error 0.8893203E-02 iter. # 1100 rel. error 0.8737484E-02 iter. # 1120 rel. error 0.8587117E-02 iter. # 1140 rel. error 0.8436142E-02 iter. # 1160 rel. error 0.8295169E-02 iter. # 1180 rel. error 0.8160066E-02 iter. # 1200 rel. error 0.8032498E-02 iter. # 1220 rel. error 0.7913598E-02 iter. # 1240 rel. error 0.7797602E-02 iter. # 1260 rel. error 0.7685296E-02 iter. # 1280 rel. error 0.7576145E-02 iter. # 1300 rel. error 0.7469457E-02 iter. # 1320 rel. error 0.7365116E-02 iter. # 1340 rel. error 0.7263877E-02 iter. # 1360 rel. error 0.7167716E-02 iter. # 1380 rel. error 0.7074928E-02 iter. # 1400 rel. error 0.6986512E-02 iter. # 1420 rel. error 0.6901443E-02 iter. # 1440 rel. error 0.6818200E-02 iter. # 1460 rel. error 0.6736577E-02 iter. # 1480 rel. error 0.6657427E-02 iter. # 1500 rel. error 0.6580248E-02 iter. # 1520 rel. error 0.6504718E-02 iter. # 1540 rel. error 0.6432386E-02 iter. # 1560 rel. error 0.6361094E-02 iter. # 1580 rel. error 0.6291982E-02 iter. # 1600 rel. error 0.6223783E-02 iter. # 1620 rel. error 0.6156090E-02 iter. # 1640 rel. error 0.6090244E-02 iter. # 1660 rel. error 0.6025480E-02 iter. # 1680 rel. error 0.5963044E-02 iter. # 1700 rel. error 0.5902759E-02 iter. # 1720 rel. error 0.5843970E-02 iter. # 1740 rel. error 0.5786914E-02 iter. # 1760 rel. error 0.5730040E-02 iter. # 1780 rel. error 0.5674334E-02 iter. # 1800 rel. error 0.5617895E-02 iter. # 1820 rel. error 0.5561601E-02 iter. # 1840 rel. error 0.5505656E-02 iter. # 1860 rel. error 0.5450796E-02 iter. # 1880 rel. error 0.5398182E-02 iter. # 1900 rel. error 0.5347027E-02 iter. # 1920 rel. error 0.5297866E-02 iter. # 1940 rel. error 0.5249779E-02 iter. # 1960 rel. error 0.5202028E-02 iter. # 1980 rel. error 0.5154001E-02 iter. # 2000 rel. error 0.5105459E-02 iter. # 2020 rel. error 0.5056740E-02 iter. # 2040 rel. error 0.5008759E-02 iter. # 2060 rel. error 0.4962114E-02 iter. # 2080 rel. error 0.4916957E-02 iter. # 2100 rel. error 0.4873498E-02 iter. # 2120 rel. error 0.4831259E-02 iter. # 2140 rel. error 0.4789345E-02 iter. # 2160 rel. error 0.4747499E-02 iter. # 2180 rel. error 0.4705492E-02 iter. # 2200 rel. error 0.4663276E-02 iter. # 2220 rel. error 0.4621251E-02 iter. # 2240 rel. error 0.4579983E-02 iter. # 2260 rel. error 0.4539827E-02 iter. # 2280 rel. error 0.4500874E-02 iter. # 2300 rel. error 0.4462771E-02 iter. # 2320 rel. error 0.4425337E-02 iter. # 2340 rel. error 0.4387928E-02 iter. # 2360 rel. error 0.4350385E-02 iter. # 2380 rel. error 0.4312839E-02 iter. # 2400 rel. error 0.4275619E-02 iter. # 2420 rel. error 0.4239080E-02 iter. # 2440 rel. error 0.4203319E-02 iter. # 2460 rel. error 0.4168434E-02 iter. # 2480 rel. error 0.4134172E-02 iter. # 2500 rel. error 0.4100159E-02 iter. # 2520 rel. error 0.4066269E-02 iter. # 2540 rel. error 0.4032294E-02 iter. # 2560 rel. error 0.3998348E-02 iter. # 2580 rel. error 0.3964767E-02 iter. # 2600 rel. error 0.3931791E-02 iter. # 2620 rel. error 0.3899587E-02 iter. # 2640 rel. error 0.3868320E-02 iter. # 2660 rel. error 0.3837830E-02 iter. # 2680 rel. error 0.3807771E-02 iter. # 2700 rel. error 0.3777813E-02 iter. # 2720 rel. error 0.3747707E-02 iter. # 2740 rel. error 0.3717469E-02 iter. # 2760 rel. error 0.3687399E-02 iter. # 2780 rel. error 0.3657702E-02 iter. # 2800 rel. error 0.3628576E-02 iter. # 2820 rel. error 0.3600107E-02 iter. # 2840 rel. error 0.3572192E-02 iter. # 2860 rel. error 0.3544716E-02 iter. # 2880 rel. error 0.3517389E-02 iter. # 2900 rel. error 0.3490019E-02 iter. # 2920 rel. error 0.3462561E-02 iter. # 2940 rel. error 0.3435081E-02 iter. # 2960 rel. error 0.3407803E-02 iter. # 2980 rel. error 0.3380952E-02 iter. # 3000 rel. error 0.3354672E-02 iter. # 3020 rel. error 0.3328946E-02 iter. # 3040 rel. error 0.3303618E-02 iter. # 3060 rel. error 0.3278484E-02 iter. # 3080 rel. error 0.3253324E-02 iter. # 3100 rel. error 0.3228092E-02 iter. # 3120 rel. error 0.3202984E-02 iter. # 3140 rel. error 0.3178220E-02 iter. # 3160 rel. error 0.3153936E-02 iter. # 3180 rel. error 0.3130193E-02 iter. # 3200 rel. error 0.3106946E-02 iter. # 3220 rel. error 0.3084034E-02 iter. # 3240 rel. error 0.3061269E-02 iter. # 3260 rel. error 0.3038468E-02 iter. # 3280 rel. error 0.3015609E-02 iter. # 3300 rel. error 0.2992810E-02 iter. # 3320 rel. error 0.2970194E-02 iter. # 3340 rel. error 0.2947844E-02 iter. # 3360 rel. error 0.2925816E-02 iter. # 3380 rel. error 0.2904142E-02 iter. # 3400 rel. error 0.2882785E-02 iter. # 3420 rel. error 0.2861618E-02 iter. # 3440 rel. error 0.2840504E-02 iter. # 3460 rel. error 0.2819404E-02 iter. # 3480 rel. error 0.2798405E-02 iter. # 3500 rel. error 0.2777612E-02 iter. # 3520 rel. error 0.2757093E-02 iter. # 3540 rel. error 0.2736913E-02 iter. # 3560 rel. error 0.2717100E-02 iter. # 3580 rel. error 0.2697561E-02 iter. # 3600 rel. error 0.2678135E-02 iter. # 3620 rel. error 0.2658691E-02 iter. # 3640 rel. error 0.2639186E-02 iter. # 3660 rel. error 0.2619676E-02 iter. # 3680 rel. error 0.2600277E-02 iter. # 3700 rel. error 0.2581109E-02 iter. # 3720 rel. error 0.2562251E-02 iter. # 3740 rel. error 0.2543728E-02 iter. # 3760 rel. error 0.2525452E-02 iter. # 3780 rel. error 0.2507267E-02 iter. # 3800 rel. error 0.2489103E-02 iter. # 3820 rel. error 0.2471008E-02 iter. # 3840 rel. error 0.2453062E-02 iter. # 3860 rel. error 0.2435330E-02 iter. # 3880 rel. error 0.2417855E-02 iter. # 3900 rel. error 0.2400641E-02 iter. # 3920 rel. error 0.2383638E-02 iter. # 3940 rel. error 0.2366750E-02 iter. # 3960 rel. error 0.2349909E-02 iter. # 3980 rel. error 0.2333104E-02 iter. # 4000 rel. error 0.2316354E-02 iter. # 4020 rel. error 0.2299721E-02 iter. # 4040 rel. error 0.2283295E-02 iter. # 4060 rel. error 0.2267124E-02 iter. # 4080 rel. error 0.2251186E-02 iter. # 4100 rel. error 0.2235414E-02 iter. # 4120 rel. error 0.2219742E-02 iter. # 4140 rel. error 0.2204123E-02 iter. # 4160 rel. error 0.2188563E-02 iter. # 4180 rel. error 0.2173109E-02 iter. # 4200 rel. error 0.2157823E-02 iter. # 4220 rel. error 0.2142740E-02 iter. # 4240 rel. error 0.2127860E-02 iter. # 4260 rel. error 0.2113156E-02 iter. # 4280 rel. error 0.2098590E-02 iter. # 4300 rel. error 0.2084112E-02 iter. # 4320 rel. error 0.2069706E-02 iter. # 4340 rel. error 0.2055399E-02 iter. # 4360 rel. error 0.2041206E-02 iter. # 4380 rel. error 0.2027121E-02 iter. # 4400 rel. error 0.2013149E-02 iter. # 4420 rel. error 0.1999294E-02 iter. # 4440 rel. error 0.1985558E-02 iter. # 4460 rel. error 0.1971929E-02 iter. # 4480 rel. error 0.1958394E-02 iter. # 4500 rel. error 0.1944951E-02 iter. # 4520 rel. error 0.1931617E-02 iter. # 4540 rel. error 0.1918406E-02 iter. # 4560 rel. error 0.1905303E-02 iter. # 4580 rel. error 0.1892277E-02 iter. # 4600 rel. error 0.1879328E-02 iter. # 4620 rel. error 0.1866468E-02 iter. # 4640 rel. error 0.1853693E-02 iter. # 4660 rel. error 0.1841006E-02 iter. # 4680 rel. error 0.1828458E-02 iter. # 4700 rel. error 0.1816094E-02 iter. # 4720 rel. error 0.1803879E-02 iter. # 4740 rel. error 0.1791734E-02 iter. # 4760 rel. error 0.1779617E-02 iter. # 4780 rel. error 0.1767538E-02 iter. # 4800 rel. error 0.1755514E-02 iter. # 4820 rel. error 0.1743554E-02 iter. # 4840 rel. error 0.1731686E-02 iter. # 4860 rel. error 0.1719952E-02 iter. # 4880 rel. error 0.1708362E-02 iter. # 4900 rel. error 0.1696893E-02 iter. # 4920 rel. error 0.1685506E-02 iter. # 4940 rel. error 0.1674157E-02 iter. # 4960 rel. error 0.1662819E-02 iter. # 4980 rel. error 0.1651494E-02 iter. # 5000 rel. error 0.1640213E-02 iter. # 5020 rel. error 0.1629014E-02 iter. # 5040 rel. error 0.1617912E-02 iter. # 5060 rel. error 0.1606901E-02 iter. # 5080 rel. error 0.1595971E-02 iter. # 5100 rel. error 0.1585105E-02 iter. # 5120 rel. error 0.1574286E-02 iter. # 5140 rel. error 0.1563506E-02 iter. # 5160 rel. error 0.1552781E-02 iter. # 5180 rel. error 0.1542141E-02 iter. # 5200 rel. error 0.1531618E-02 iter. # 5220 rel. error 0.1521222E-02 iter. # 5240 rel. error 0.1510933E-02 iter. # 5260 rel. error 0.1500727E-02 iter. # 5280 rel. error 0.1490583E-02 iter. # 5300 rel. error 0.1480491E-02 iter. # 5320 rel. error 0.1470467E-02 iter. # 5340 rel. error 0.1460534E-02 iter. # 5360 rel. error 0.1450721E-02 iter. # 5380 rel. error 0.1441041E-02 iter. # 5400 rel. error 0.1431478E-02 iter. # 5420 rel. error 0.1422011E-02 iter. # 5440 rel. error 0.1412627E-02 iter. # 5460 rel. error 0.1403318E-02 iter. # 5480 rel. error 0.1394075E-02 iter. # 5500 rel. error 0.1384890E-02 iter. # 5520 rel. error 0.1375761E-02 iter. # 5540 rel. error 0.1366707E-02 iter. # 5560 rel. error 0.1357773E-02 iter. # 5580 rel. error 0.1348982E-02 iter. # 5600 rel. error 0.1340309E-02 iter. # 5620 rel. error 0.1331712E-02 iter. # 5640 rel. error 0.1323156E-02 iter. # 5660 rel. error 0.1314623E-02 iter. # 5680 rel. error 0.1306126E-02 iter. # 5700 rel. error 0.1297701E-02 iter. # 5720 rel. error 0.1289378E-02 iter. # 5740 rel. error 0.1281173E-02 iter. # 5760 rel. error 0.1273081E-02 iter. # 5780 rel. error 0.1265082E-02 iter. # 5800 rel. error 0.1257154E-02 iter. # 5820 rel. error 0.1249279E-02 iter. # 5840 rel. error 0.1241444E-02 iter. # 5860 rel. error 0.1233651E-02 iter. # 5880 rel. error 0.1225903E-02 iter. # 5900 rel. error 0.1218201E-02 iter. # 5920 rel. error 0.1210555E-02 iter. # 5940 rel. error 0.1202979E-02 iter. # 5960 rel. error 0.1195473E-02 iter. # 5980 rel. error 0.1188019E-02 iter. # 6000 rel. error 0.1180603E-02 iter. # 6020 rel. error 0.1173214E-02 iter. # 6040 rel. error 0.1165851E-02 iter. # 6060 rel. error 0.1158532E-02 iter. # 6080 rel. error 0.1151284E-02 iter. # 6100 rel. error 0.1144124E-02 iter. # 6120 rel. error 0.1137049E-02 iter. # 6140 rel. error 0.1130039E-02 iter. # 6160 rel. error 0.1123059E-02 iter. # 6180 rel. error 0.1116099E-02 iter. # 6200 rel. error 0.1109169E-02 iter. # 6220 rel. error 0.1102284E-02 iter. # 6240 rel. error 0.1095451E-02 iter. # 6260 rel. error 0.1088666E-02 iter. # 6280 rel. error 0.1081917E-02 iter. # 6300 rel. error 0.1075200E-02 iter. # 6320 rel. error 0.1068521E-02 iter. # 6340 rel. error 0.1061897E-02 iter. # 6360 rel. error 0.1055342E-02 iter. # 6380 rel. error 0.1048851E-02 iter. # 6400 rel. error 0.1042391E-02 iter. # 6420 rel. error 0.1035938E-02 iter. # 6440 rel. error 0.1029490E-02 iter. # 6460 rel. error 0.1023074E-02 iter. # 6480 rel. error 0.1016715E-02 iter. # 6500 rel. error 0.1010427E-02 iter. # 6520 rel. error 0.1004206E-02 iter. # 6540 rel. error 0.9980405E-03 CONVERG. achieved in iteration # = 6540, relative error = 0.99804E-03 frequency number 79 frequency : 0.39250000E-01 V_qP(0) = 2.68070644919911 p_33 - density = (15467934.3836576,3491032.34744868) 2234000.00000000 V_qP(90)_x = 3.33358908074119 V_qP(90)_y = 3.33358908074119 V_qS(0)_x = 0.548800610852753 V_qS(0)_y = 0.548800610852753 iter. # 20 rel. error 0.3657782E-01 iter. # 40 rel. error 0.3087816E-01 iter. # 60 rel. error 0.2738004E-01 iter. # 80 rel. error 0.2476813E-01 iter. # 100 rel. error 0.2286630E-01 iter. # 120 rel. error 0.2143968E-01 iter. # 140 rel. error 0.2024076E-01 iter. # 160 rel. error 0.1925036E-01 iter. # 180 rel. error 0.1833565E-01 iter. # 200 rel. error 0.1750796E-01 iter. # 220 rel. error 0.1681324E-01 iter. # 240 rel. error 0.1619639E-01 iter. # 260 rel. error 0.1563642E-01 iter. # 280 rel. error 0.1510323E-01 iter. # 300 rel. error 0.1460447E-01 iter. # 320 rel. error 0.1415088E-01 iter. # 340 rel. error 0.1373773E-01 iter. # 360 rel. error 0.1333837E-01 iter. # 380 rel. error 0.1295156E-01 iter. # 400 rel. error 0.1257932E-01 iter. # 420 rel. error 0.1224075E-01 iter. # 440 rel. error 0.1194309E-01 iter. # 460 rel. error 0.1166943E-01 iter. # 480 rel. error 0.1140984E-01 iter. # 500 rel. error 0.1116006E-01 iter. # 520 rel. error 0.1093031E-01 iter. # 540 rel. error 0.1070877E-01 iter. # 560 rel. error 0.1048773E-01 iter. # 580 rel. error 0.1026616E-01 iter. # 600 rel. error 0.1005736E-01 iter. # 620 rel. error 0.9856112E-02 iter. # 640 rel. error 0.9677645E-02 iter. # 660 rel. error 0.9499378E-02 iter. # 680 rel. error 0.9322916E-02 iter. # 700 rel. error 0.9150865E-02 iter. # 720 rel. error 0.8985678E-02 iter. # 740 rel. error 0.8827897E-02 iter. # 760 rel. error 0.8680750E-02 iter. # 780 rel. error 0.8529350E-02 iter. # 800 rel. error 0.8382850E-02 iter. # 820 rel. error 0.8241538E-02 iter. # 840 rel. error 0.8102278E-02 iter. # 860 rel. error 0.7974649E-02 iter. # 880 rel. error 0.7846448E-02 iter. # 900 rel. error 0.7718934E-02 iter. # 920 rel. error 0.7593604E-02 iter. # 940 rel. error 0.7470400E-02 iter. # 960 rel. error 0.7350665E-02 iter. # 980 rel. error 0.7235325E-02 iter. # 1000 rel. error 0.7117591E-02 iter. # 1020 rel. error 0.7002984E-02 iter. # 1040 rel. error 0.6890127E-02 iter. # 1060 rel. error 0.6780927E-02 iter. # 1080 rel. error 0.6674584E-02 iter. # 1100 rel. error 0.6569267E-02 iter. # 1120 rel. error 0.6467398E-02 iter. # 1140 rel. error 0.6369058E-02 iter. # 1160 rel. error 0.6274142E-02 iter. # 1180 rel. error 0.6180882E-02 iter. # 1200 rel. error 0.6088725E-02 iter. # 1220 rel. error 0.5997576E-02 iter. # 1240 rel. error 0.5910787E-02 iter. # 1260 rel. error 0.5825588E-02 iter. # 1280 rel. error 0.5744477E-02 iter. # 1300 rel. error 0.5666881E-02 iter. # 1320 rel. error 0.5591848E-02 iter. # 1340 rel. error 0.5517852E-02 iter. # 1360 rel. error 0.5445616E-02 iter. # 1380 rel. error 0.5373869E-02 iter. # 1400 rel. error 0.5304070E-02 iter. # 1420 rel. error 0.5234403E-02 iter. # 1440 rel. error 0.5165294E-02 iter. # 1460 rel. error 0.5098135E-02 iter. # 1480 rel. error 0.5031222E-02 iter. # 1500 rel. error 0.4965981E-02 iter. # 1520 rel. error 0.4901547E-02 iter. # 1540 rel. error 0.4837602E-02 iter. # 1560 rel. error 0.4774922E-02 iter. # 1580 rel. error 0.4713675E-02 iter. # 1600 rel. error 0.4652865E-02 iter. # 1620 rel. error 0.4594271E-02 iter. # 1640 rel. error 0.4535184E-02 iter. # 1660 rel. error 0.4477031E-02 iter. # 1680 rel. error 0.4419945E-02 iter. # 1700 rel. error 0.4363546E-02 iter. # 1720 rel. error 0.4308606E-02 iter. # 1740 rel. error 0.4255077E-02 iter. # 1760 rel. error 0.4201837E-02 iter. # 1780 rel. error 0.4149760E-02 iter. # 1800 rel. error 0.4098204E-02 iter. # 1820 rel. error 0.4047810E-02 iter. # 1840 rel. error 0.3998587E-02 iter. # 1860 rel. error 0.3949930E-02 iter. # 1880 rel. error 0.3902371E-02 iter. # 1900 rel. error 0.3855577E-02 iter. # 1920 rel. error 0.3809932E-02 iter. # 1940 rel. error 0.3765289E-02 iter. # 1960 rel. error 0.3721338E-02 iter. # 1980 rel. error 0.3678878E-02 iter. # 2000 rel. error 0.3637122E-02 iter. # 2020 rel. error 0.3595787E-02 iter. # 2040 rel. error 0.3555283E-02 iter. # 2060 rel. error 0.3515643E-02 iter. # 2080 rel. error 0.3476777E-02 iter. # 2100 rel. error 0.3438751E-02 iter. # 2120 rel. error 0.3400942E-02 iter. # 2140 rel. error 0.3364084E-02 iter. # 2160 rel. error 0.3327899E-02 iter. # 2180 rel. error 0.3292109E-02 iter. # 2200 rel. error 0.3256793E-02 iter. # 2220 rel. error 0.3222351E-02 iter. # 2240 rel. error 0.3188008E-02 iter. # 2260 rel. error 0.3154443E-02 iter. # 2280 rel. error 0.3121462E-02 iter. # 2300 rel. error 0.3088860E-02 iter. # 2320 rel. error 0.3056556E-02 iter. # 2340 rel. error 0.3024833E-02 iter. # 2360 rel. error 0.2993557E-02 iter. # 2380 rel. error 0.2962769E-02 iter. # 2400 rel. error 0.2931950E-02 iter. # 2420 rel. error 0.2901561E-02 iter. # 2440 rel. error 0.2871829E-02 iter. # 2460 rel. error 0.2842447E-02 iter. # 2480 rel. error 0.2813618E-02 iter. # 2500 rel. error 0.2785423E-02 iter. # 2520 rel. error 0.2757500E-02 iter. # 2540 rel. error 0.2729810E-02 iter. # 2560 rel. error 0.2702254E-02 iter. # 2580 rel. error 0.2674956E-02 iter. # 2600 rel. error 0.2647898E-02 iter. # 2620 rel. error 0.2621060E-02 iter. # 2640 rel. error 0.2594620E-02 iter. # 2660 rel. error 0.2568592E-02 iter. # 2680 rel. error 0.2542864E-02 iter. # 2700 rel. error 0.2517492E-02 iter. # 2720 rel. error 0.2492422E-02 iter. # 2740 rel. error 0.2467648E-02 iter. # 2760 rel. error 0.2442936E-02 iter. # 2780 rel. error 0.2418418E-02 iter. # 2800 rel. error 0.2394258E-02 iter. # 2820 rel. error 0.2370348E-02 iter. # 2840 rel. error 0.2346770E-02 iter. # 2860 rel. error 0.2323664E-02 iter. # 2880 rel. error 0.2300835E-02 iter. # 2900 rel. error 0.2278251E-02 iter. # 2920 rel. error 0.2255743E-02 iter. # 2940 rel. error 0.2233355E-02 iter. # 2960 rel. error 0.2211192E-02 iter. # 2980 rel. error 0.2189145E-02 iter. # 3000 rel. error 0.2167250E-02 iter. # 3020 rel. error 0.2145609E-02 iter. # 3040 rel. error 0.2124066E-02 iter. # 3060 rel. error 0.2102632E-02 iter. # 3080 rel. error 0.2081475E-02 iter. # 3100 rel. error 0.2060579E-02 iter. # 3120 rel. error 0.2039967E-02 iter. # 3140 rel. error 0.2019639E-02 iter. # 3160 rel. error 0.1999579E-02 iter. # 3180 rel. error 0.1979802E-02 iter. # 3200 rel. error 0.1960311E-02 iter. # 3220 rel. error 0.1941001E-02 iter. # 3240 rel. error 0.1921851E-02 iter. # 3260 rel. error 0.1902771E-02 iter. # 3280 rel. error 0.1883685E-02 iter. # 3300 rel. error 0.1864679E-02 iter. # 3320 rel. error 0.1845832E-02 iter. # 3340 rel. error 0.1827114E-02 iter. # 3360 rel. error 0.1808516E-02 iter. # 3380 rel. error 0.1790086E-02 iter. # 3400 rel. error 0.1771830E-02 iter. # 3420 rel. error 0.1753671E-02 iter. # 3440 rel. error 0.1735617E-02 iter. # 3460 rel. error 0.1717738E-02 iter. # 3480 rel. error 0.1700033E-02 iter. # 3500 rel. error 0.1682454E-02 iter. # 3520 rel. error 0.1664985E-02 iter. # 3540 rel. error 0.1647733E-02 iter. # 3560 rel. error 0.1630735E-02 iter. # 3580 rel. error 0.1613963E-02 iter. # 3600 rel. error 0.1597473E-02 iter. # 3620 rel. error 0.1581266E-02 iter. # 3640 rel. error 0.1565284E-02 iter. # 3660 rel. error 0.1549570E-02 iter. # 3680 rel. error 0.1534121E-02 iter. # 3700 rel. error 0.1518877E-02 iter. # 3720 rel. error 0.1503843E-02 iter. # 3740 rel. error 0.1489033E-02 iter. # 3760 rel. error 0.1474458E-02 iter. # 3780 rel. error 0.1460043E-02 iter. # 3800 rel. error 0.1445776E-02 iter. # 3820 rel. error 0.1431741E-02 iter. # 3840 rel. error 0.1417945E-02 iter. # 3860 rel. error 0.1404329E-02 iter. # 3880 rel. error 0.1390906E-02 iter. # 3900 rel. error 0.1377665E-02 iter. # 3920 rel. error 0.1364557E-02 iter. # 3940 rel. error 0.1351565E-02 iter. # 3960 rel. error 0.1338751E-02 iter. # 3980 rel. error 0.1326142E-02 iter. # 4000 rel. error 0.1313707E-02 iter. # 4020 rel. error 0.1301387E-02 iter. # 4040 rel. error 0.1289157E-02 iter. # 4060 rel. error 0.1277066E-02 iter. # 4080 rel. error 0.1265152E-02 iter. # 4100 rel. error 0.1253419E-02 iter. # 4120 rel. error 0.1241892E-02 iter. # 4140 rel. error 0.1230523E-02 iter. # 4160 rel. error 0.1219264E-02 iter. # 4180 rel. error 0.1208137E-02 iter. # 4200 rel. error 0.1197164E-02 iter. # 4220 rel. error 0.1186326E-02 iter. # 4240 rel. error 0.1175609E-02 iter. # 4260 rel. error 0.1165035E-02 iter. # 4280 rel. error 0.1154623E-02 iter. # 4300 rel. error 0.1144360E-02 iter. # 4320 rel. error 0.1134246E-02 iter. # 4340 rel. error 0.1124276E-02 iter. # 4360 rel. error 0.1114401E-02 iter. # 4380 rel. error 0.1104545E-02 iter. # 4400 rel. error 0.1094719E-02 iter. # 4420 rel. error 0.1085023E-02 iter. # 4440 rel. error 0.1075501E-02 iter. # 4460 rel. error 0.1066126E-02 iter. # 4480 rel. error 0.1056887E-02 iter. # 4500 rel. error 0.1047760E-02 iter. # 4520 rel. error 0.1038701E-02 iter. # 4540 rel. error 0.1029682E-02 iter. # 4560 rel. error 0.1020758E-02 iter. # 4580 rel. error 0.1011987E-02 iter. # 4600 rel. error 0.1003310E-02 iter. # 4620 rel. error 0.9946832E-03 CONVERG. achieved in iteration # = 4620, relative error = 0.99468E-03 frequency number 78 frequency : 0.38750000E-01 V_qP(0) = 2.67723377422145 p_33 - density = (15431103.1479203,3472674.07875690) 2234000.00000000 V_qP(90)_x = 3.33355331032968 V_qP(90)_y = 3.33355331032968 V_qS(0)_x = 0.548800610852069 V_qS(0)_y = 0.548800610852069 iter. # 20 rel. error 0.2844541E-01 iter. # 40 rel. error 0.2219522E-01 iter. # 60 rel. error 0.1835710E-01 iter. # 80 rel. error 0.1591459E-01 iter. # 100 rel. error 0.1434313E-01 iter. # 120 rel. error 0.1307109E-01 iter. # 140 rel. error 0.1200468E-01 iter. # 160 rel. error 0.1110900E-01 iter. # 180 rel. error 0.1036280E-01 iter. # 200 rel. error 0.9692032E-02 iter. # 220 rel. error 0.9120619E-02 iter. # 240 rel. error 0.8630186E-02 iter. # 260 rel. error 0.8211674E-02 iter. # 280 rel. error 0.7823448E-02 iter. # 300 rel. error 0.7465280E-02 iter. # 320 rel. error 0.7132641E-02 iter. # 340 rel. error 0.6837123E-02 iter. # 360 rel. error 0.6580290E-02 iter. # 380 rel. error 0.6346750E-02 iter. # 400 rel. error 0.6128771E-02 iter. # 420 rel. error 0.5934005E-02 iter. # 440 rel. error 0.5749734E-02 iter. # 460 rel. error 0.5566073E-02 iter. # 480 rel. error 0.5397154E-02 iter. # 500 rel. error 0.5232731E-02 iter. # 520 rel. error 0.5086505E-02 iter. # 540 rel. error 0.4939693E-02 iter. # 560 rel. error 0.4799625E-02 iter. # 580 rel. error 0.4670459E-02 iter. # 600 rel. error 0.4549130E-02 iter. # 620 rel. error 0.4427718E-02 iter. # 640 rel. error 0.4306654E-02 iter. # 660 rel. error 0.4190860E-02 iter. # 680 rel. error 0.4079387E-02 iter. # 700 rel. error 0.3975666E-02 iter. # 720 rel. error 0.3870365E-02 iter. # 740 rel. error 0.3772713E-02 iter. # 760 rel. error 0.3678728E-02 iter. # 780 rel. error 0.3590802E-02 iter. # 800 rel. error 0.3507677E-02 iter. # 820 rel. error 0.3423191E-02 iter. # 840 rel. error 0.3345954E-02 iter. # 860 rel. error 0.3272786E-02 iter. # 880 rel. error 0.3200265E-02 iter. # 900 rel. error 0.3133088E-02 iter. # 920 rel. error 0.3066544E-02 iter. # 940 rel. error 0.3002115E-02 iter. # 960 rel. error 0.2940383E-02 iter. # 980 rel. error 0.2875950E-02 iter. # 1000 rel. error 0.2817258E-02 iter. # 1020 rel. error 0.2759367E-02 iter. # 1040 rel. error 0.2703914E-02 iter. # 1060 rel. error 0.2652550E-02 iter. # 1080 rel. error 0.2601758E-02 iter. # 1100 rel. error 0.2555170E-02 iter. # 1120 rel. error 0.2510642E-02 iter. # 1140 rel. error 0.2467314E-02 iter. # 1160 rel. error 0.2424138E-02 iter. # 1180 rel. error 0.2383449E-02 iter. # 1200 rel. error 0.2342712E-02 iter. # 1220 rel. error 0.2304565E-02 iter. # 1240 rel. error 0.2266143E-02 iter. # 1260 rel. error 0.2228674E-02 iter. # 1280 rel. error 0.2193097E-02 iter. # 1300 rel. error 0.2155997E-02 iter. # 1320 rel. error 0.2120730E-02 iter. # 1340 rel. error 0.2086146E-02 iter. # 1360 rel. error 0.2052574E-02 iter. # 1380 rel. error 0.2019836E-02 iter. # 1400 rel. error 0.1987697E-02 iter. # 1420 rel. error 0.1955771E-02 iter. # 1440 rel. error 0.1925693E-02 iter. # 1460 rel. error 0.1895909E-02 iter. # 1480 rel. error 0.1867186E-02 iter. # 1500 rel. error 0.1840383E-02 iter. # 1520 rel. error 0.1813277E-02 iter. # 1540 rel. error 0.1786967E-02 iter. # 1560 rel. error 0.1759769E-02 iter. # 1580 rel. error 0.1732510E-02 iter. # 1600 rel. error 0.1707128E-02 iter. # 1620 rel. error 0.1681076E-02 iter. # 1640 rel. error 0.1655556E-02 iter. # 1660 rel. error 0.1630343E-02 iter. # 1680 rel. error 0.1604363E-02 iter. # 1700 rel. error 0.1581137E-02 iter. # 1720 rel. error 0.1557668E-02 iter. # 1740 rel. error 0.1534628E-02 iter. # 1760 rel. error 0.1512394E-02 iter. # 1780 rel. error 0.1488993E-02 iter. # 1800 rel. error 0.1467115E-02 iter. # 1820 rel. error 0.1445481E-02 iter. # 1840 rel. error 0.1424528E-02 iter. # 1860 rel. error 0.1405225E-02 iter. # 1880 rel. error 0.1386356E-02 iter. # 1900 rel. error 0.1367854E-02 iter. # 1920 rel. error 0.1350055E-02 iter. # 1940 rel. error 0.1332204E-02 iter. # 1960 rel. error 0.1314636E-02 iter. # 1980 rel. error 0.1296854E-02 iter. # 2000 rel. error 0.1278262E-02 iter. # 2020 rel. error 0.1260244E-02 iter. # 2040 rel. error 0.1242809E-02 iter. # 2060 rel. error 0.1226104E-02 iter. # 2080 rel. error 0.1209978E-02 iter. # 2100 rel. error 0.1194185E-02 iter. # 2120 rel. error 0.1179261E-02 iter. # 2140 rel. error 0.1164565E-02 iter. # 2160 rel. error 0.1149493E-02 iter. # 2180 rel. error 0.1134323E-02 iter. # 2200 rel. error 0.1118641E-02 iter. # 2220 rel. error 0.1102884E-02 iter. # 2240 rel. error 0.1087495E-02 iter. # 2260 rel. error 0.1071764E-02 iter. # 2280 rel. error 0.1056505E-02 iter. # 2300 rel. error 0.1041954E-02 iter. # 2320 rel. error 0.1027666E-02 iter. # 2340 rel. error 0.1013953E-02 iter. # 2360 rel. error 0.1000370E-02 iter. # 2380 rel. error 0.9867137E-03 CONVERG. achieved in iteration # = 2380, relative error = 0.98671E-03 frequency number 77 frequency : 0.38250000E-01 V_qP(0) = 2.67373581858527 p_33 - density = (15394175.1495915,3453819.50580697) 2234000.00000000 V_qP(90)_x = 3.33351744416838 V_qP(90)_y = 3.33351744416838 V_qS(0)_x = 0.548800610850947 V_qS(0)_y = 0.548800610850947 iter. # 20 rel. error 0.2434055E-01 iter. # 40 rel. error 0.1828947E-01 iter. # 60 rel. error 0.1465213E-01 iter. # 80 rel. error 0.1250934E-01 iter. # 100 rel. error 0.1102333E-01 iter. # 120 rel. error 0.9874239E-02 iter. # 140 rel. error 0.8898255E-02 iter. # 160 rel. error 0.8065945E-02 iter. # 180 rel. error 0.7407055E-02 iter. # 200 rel. error 0.6875734E-02 iter. # 220 rel. error 0.6441024E-02 iter. # 240 rel. error 0.6064367E-02 iter. # 260 rel. error 0.5722891E-02 iter. # 280 rel. error 0.5413468E-02 iter. # 300 rel. error 0.5154682E-02 iter. # 320 rel. error 0.4936890E-02 iter. # 340 rel. error 0.4736914E-02 iter. # 360 rel. error 0.4554986E-02 iter. # 380 rel. error 0.4380538E-02 iter. # 400 rel. error 0.4224172E-02 iter. # 420 rel. error 0.4076267E-02 iter. # 440 rel. error 0.3943218E-02 iter. # 460 rel. error 0.3816877E-02 iter. # 480 rel. error 0.3698348E-02 iter. # 500 rel. error 0.3587138E-02 iter. # 520 rel. error 0.3480812E-02 iter. # 540 rel. error 0.3381810E-02 iter. # 560 rel. error 0.3286684E-02 iter. # 580 rel. error 0.3201563E-02 iter. # 600 rel. error 0.3118252E-02 iter. # 620 rel. error 0.3039302E-02 iter. # 640 rel. error 0.2963081E-02 iter. # 660 rel. error 0.2897879E-02 iter. # 680 rel. error 0.2831344E-02 iter. # 700 rel. error 0.2768806E-02 iter. # 720 rel. error 0.2708361E-02 iter. # 740 rel. error 0.2648619E-02 iter. # 760 rel. error 0.2588961E-02 iter. # 780 rel. error 0.2532207E-02 iter. # 800 rel. error 0.2480902E-02 iter. # 820 rel. error 0.2427862E-02 iter. # 840 rel. error 0.2374441E-02 iter. # 860 rel. error 0.2319210E-02 iter. # 880 rel. error 0.2269155E-02 iter. # 900 rel. error 0.2223467E-02 iter. # 920 rel. error 0.2180782E-02 iter. # 940 rel. error 0.2139230E-02 iter. # 960 rel. error 0.2102967E-02 iter. # 980 rel. error 0.2066530E-02 iter. # 1000 rel. error 0.2031023E-02 iter. # 1020 rel. error 0.1999000E-02 iter. # 1040 rel. error 0.1967434E-02 iter. # 1060 rel. error 0.1935613E-02 iter. # 1080 rel. error 0.1903454E-02 iter. # 1100 rel. error 0.1872267E-02 iter. # 1120 rel. error 0.1841018E-02 iter. # 1140 rel. error 0.1811356E-02 iter. # 1160 rel. error 0.1781443E-02 iter. # 1180 rel. error 0.1752382E-02 iter. # 1200 rel. error 0.1725137E-02 iter. # 1220 rel. error 0.1697232E-02 iter. # 1240 rel. error 0.1669924E-02 iter. # 1260 rel. error 0.1643958E-02 iter. # 1280 rel. error 0.1619090E-02 iter. # 1300 rel. error 0.1592610E-02 iter. # 1320 rel. error 0.1565764E-02 iter. # 1340 rel. error 0.1537308E-02 iter. # 1360 rel. error 0.1509759E-02 iter. # 1380 rel. error 0.1484111E-02 iter. # 1400 rel. error 0.1458739E-02 iter. # 1420 rel. error 0.1433818E-02 iter. # 1440 rel. error 0.1409677E-02 iter. # 1460 rel. error 0.1386507E-02 iter. # 1480 rel. error 0.1363071E-02 iter. # 1500 rel. error 0.1341601E-02 iter. # 1520 rel. error 0.1320454E-02 iter. # 1540 rel. error 0.1299826E-02 iter. # 1560 rel. error 0.1279528E-02 iter. # 1580 rel. error 0.1260846E-02 iter. # 1600 rel. error 0.1243381E-02 iter. # 1620 rel. error 0.1227589E-02 iter. # 1640 rel. error 0.1211343E-02 iter. # 1660 rel. error 0.1194070E-02 iter. # 1680 rel. error 0.1176761E-02 iter. # 1700 rel. error 0.1158659E-02 iter. # 1720 rel. error 0.1140076E-02 iter. # 1740 rel. error 0.1121621E-02 iter. # 1760 rel. error 0.1104359E-02 iter. # 1780 rel. error 0.1087777E-02 iter. # 1800 rel. error 0.1072511E-02 iter. # 1820 rel. error 0.1058110E-02 iter. # 1840 rel. error 0.1044516E-02 iter. # 1860 rel. error 0.1031828E-02 iter. # 1880 rel. error 0.1018881E-02 iter. # 1900 rel. error 0.1005194E-02 iter. # 1920 rel. error 0.9912009E-03 CONVERG. achieved in iteration # = 1920, relative error = 0.99120E-03 frequency number 76 frequency : 0.37750000E-01 V_qP(0) = 2.67021302727928 p_33 - density = (15357157.5333733,3434462.99712656) 2234000.00000000 V_qP(90)_x = 3.33348148946239 V_qP(90)_y = 3.33348148946239 V_qS(0)_x = 0.548800610849434 V_qS(0)_y = 0.548800610849434 iter. # 20 rel. error 0.2205320E-01 iter. # 40 rel. error 0.1601206E-01 iter. # 60 rel. error 0.1246284E-01 iter. # 80 rel. error 0.1020376E-01 iter. # 100 rel. error 0.8761164E-02 iter. # 120 rel. error 0.7628600E-02 iter. # 140 rel. error 0.6679505E-02 iter. # 160 rel. error 0.5886563E-02 iter. # 180 rel. error 0.5290359E-02 iter. # 200 rel. error 0.4828662E-02 iter. # 220 rel. error 0.4455923E-02 iter. # 240 rel. error 0.4142924E-02 iter. # 260 rel. error 0.3863968E-02 iter. # 280 rel. error 0.3635679E-02 iter. # 300 rel. error 0.3441104E-02 iter. # 320 rel. error 0.3270073E-02 iter. # 340 rel. error 0.3118297E-02 iter. # 360 rel. error 0.2976559E-02 iter. # 380 rel. error 0.2845176E-02 iter. # 400 rel. error 0.2723187E-02 iter. # 420 rel. error 0.2609152E-02 iter. # 440 rel. error 0.2503791E-02 iter. # 460 rel. error 0.2411944E-02 iter. # 480 rel. error 0.2329382E-02 iter. # 500 rel. error 0.2253438E-02 iter. # 520 rel. error 0.2183369E-02 iter. # 540 rel. error 0.2117236E-02 iter. # 560 rel. error 0.2054740E-02 iter. # 580 rel. error 0.1998416E-02 iter. # 600 rel. error 0.1949013E-02 iter. # 620 rel. error 0.1902475E-02 iter. # 640 rel. error 0.1857275E-02 iter. # 660 rel. error 0.1812633E-02 iter. # 680 rel. error 0.1767285E-02 iter. # 700 rel. error 0.1720314E-02 iter. # 720 rel. error 0.1678029E-02 iter. # 740 rel. error 0.1639018E-02 iter. # 760 rel. error 0.1601147E-02 iter. # 780 rel. error 0.1562908E-02 iter. # 800 rel. error 0.1527184E-02 iter. # 820 rel. error 0.1494720E-02 iter. # 840 rel. error 0.1466447E-02 iter. # 860 rel. error 0.1440051E-02 iter. # 880 rel. error 0.1414270E-02 iter. # 900 rel. error 0.1388590E-02 iter. # 920 rel. error 0.1363648E-02 iter. # 940 rel. error 0.1339662E-02 iter. # 960 rel. error 0.1316916E-02 iter. # 980 rel. error 0.1293895E-02 iter. # 1000 rel. error 0.1270429E-02 iter. # 1020 rel. error 0.1247335E-02 iter. # 1040 rel. error 0.1224001E-02 iter. # 1060 rel. error 0.1200300E-02 iter. # 1080 rel. error 0.1176115E-02 iter. # 1100 rel. error 0.1152349E-02 iter. # 1120 rel. error 0.1130947E-02 iter. # 1140 rel. error 0.1112487E-02 iter. # 1160 rel. error 0.1095560E-02 iter. # 1180 rel. error 0.1079925E-02 iter. # 1200 rel. error 0.1064519E-02 iter. # 1220 rel. error 0.1047912E-02 iter. # 1240 rel. error 0.1030583E-02 iter. # 1260 rel. error 0.1013621E-02 iter. # 1280 rel. error 0.9966794E-03 CONVERG. achieved in iteration # = 1280, relative error = 0.99668E-03 frequency number 75 frequency : 0.37250000E-01 V_qP(0) = 2.66666593812005 p_33 - density = (15320058.2937574,3414599.40113506) 2234000.00000000 V_qP(90)_x = 3.33344545431926 V_qP(90)_y = 3.33344545431926 V_qS(0)_x = 0.548800610847612 V_qS(0)_y = 0.548800610847612 iter. # 20 rel. error 0.2056430E-01 iter. # 40 rel. error 0.1470206E-01 iter. # 60 rel. error 0.1124497E-01 iter. # 80 rel. error 0.9027268E-02 iter. # 100 rel. error 0.7594831E-02 iter. # 120 rel. error 0.6523614E-02 iter. # 140 rel. error 0.5614009E-02 iter. # 160 rel. error 0.4895102E-02 iter. # 180 rel. error 0.4358897E-02 iter. # 200 rel. error 0.3950317E-02 iter. # 220 rel. error 0.3625145E-02 iter. # 240 rel. error 0.3347571E-02 iter. # 260 rel. error 0.3119868E-02 iter. # 280 rel. error 0.2929655E-02 iter. # 300 rel. error 0.2764122E-02 iter. # 320 rel. error 0.2616110E-02 iter. # 340 rel. error 0.2478901E-02 iter. # 360 rel. error 0.2356450E-02 iter. # 380 rel. error 0.2242423E-02 iter. # 400 rel. error 0.2135235E-02 iter. # 420 rel. error 0.2038172E-02 iter. # 440 rel. error 0.1954355E-02 iter. # 460 rel. error 0.1881607E-02 iter. # 480 rel. error 0.1819786E-02 iter. # 500 rel. error 0.1762993E-02 iter. # 520 rel. error 0.1709345E-02 iter. # 540 rel. error 0.1658243E-02 iter. # 560 rel. error 0.1608956E-02 iter. # 580 rel. error 0.1559480E-02 iter. # 600 rel. error 0.1513859E-02 iter. # 620 rel. error 0.1471959E-02 iter. # 640 rel. error 0.1434188E-02 iter. # 660 rel. error 0.1399469E-02 iter. # 680 rel. error 0.1367785E-02 iter. # 700 rel. error 0.1336973E-02 iter. # 720 rel. error 0.1305135E-02 iter. # 740 rel. error 0.1273309E-02 iter. # 760 rel. error 0.1242463E-02 iter. # 780 rel. error 0.1213277E-02 iter. # 800 rel. error 0.1186455E-02 iter. # 820 rel. error 0.1161304E-02 iter. # 840 rel. error 0.1138784E-02 iter. # 860 rel. error 0.1117392E-02 iter. # 880 rel. error 0.1095848E-02 iter. # 900 rel. error 0.1074344E-02 iter. # 920 rel. error 0.1054097E-02 iter. # 940 rel. error 0.1034717E-02 iter. # 960 rel. error 0.1016610E-02 iter. # 980 rel. error 0.9994250E-03 CONVERG. achieved in iteration # = 980, relative error = 0.99942E-03 frequency number 74 frequency : 0.36750000E-01 V_qP(0) = 2.66309510123923 p_33 - density = (15282885.4316688,3394223.56988485) 2234000.00000000 V_qP(90)_x = 3.33340934685470 V_qP(90)_y = 3.33340934685470 V_qS(0)_x = 0.548800610845567 V_qS(0)_y = 0.548800610845567 iter. # 20 rel. error 0.1935173E-01 iter. # 40 rel. error 0.1360244E-01 iter. # 60 rel. error 0.1024978E-01 iter. # 80 rel. error 0.8054203E-02 iter. # 100 rel. error 0.6649527E-02 iter. # 120 rel. error 0.5628003E-02 iter. # 140 rel. error 0.4771200E-02 iter. # 160 rel. error 0.4107600E-02 iter. # 180 rel. error 0.3626711E-02 iter. # 200 rel. error 0.3258277E-02 iter. # 220 rel. error 0.2964391E-02 iter. # 240 rel. error 0.2728145E-02 iter. # 260 rel. error 0.2540294E-02 iter. # 280 rel. error 0.2380292E-02 iter. # 300 rel. error 0.2236431E-02 iter. # 320 rel. error 0.2106803E-02 iter. # 340 rel. error 0.1992181E-02 iter. # 360 rel. error 0.1888137E-02 iter. # 380 rel. error 0.1792745E-02 iter. # 400 rel. error 0.1707092E-02 iter. # 420 rel. error 0.1630450E-02 iter. # 440 rel. error 0.1564662E-02 iter. # 460 rel. error 0.1509238E-02 iter. # 480 rel. error 0.1459239E-02 iter. # 500 rel. error 0.1412540E-02 iter. # 520 rel. error 0.1369981E-02 iter. # 540 rel. error 0.1329717E-02 iter. # 560 rel. error 0.1290562E-02 iter. # 580 rel. error 0.1253478E-02 iter. # 600 rel. error 0.1217289E-02 iter. # 620 rel. error 0.1181980E-02 iter. # 640 rel. error 0.1149144E-02 iter. # 660 rel. error 0.1117715E-02 iter. # 680 rel. error 0.1085593E-02 iter. # 700 rel. error 0.1056024E-02 iter. # 720 rel. error 0.1030824E-02 iter. # 740 rel. error 0.1009948E-02 iter. # 760 rel. error 0.9911593E-03 CONVERG. achieved in iteration # = 760, relative error = 0.99116E-03 frequency number 73 frequency : 0.36250000E-01 V_qP(0) = 2.65950107899119 p_33 - density = (15245646.9480323,3373330.35542830) 2234000.00000000 V_qP(90)_x = 3.33337317518584 V_qP(90)_y = 3.33337317518584 V_qS(0)_x = 0.548800610843382 V_qS(0)_y = 0.548800610843382 iter. # 20 rel. error 0.1854859E-01 iter. # 40 rel. error 0.1288039E-01 iter. # 60 rel. error 0.9600053E-02 iter. # 80 rel. error 0.7382012E-02 iter. # 100 rel. error 0.5992414E-02 iter. # 120 rel. error 0.4983194E-02 iter. # 140 rel. error 0.4147526E-02 iter. # 160 rel. error 0.3529791E-02 iter. # 180 rel. error 0.3087478E-02 iter. # 200 rel. error 0.2749553E-02 iter. # 220 rel. error 0.2490323E-02 iter. # 240 rel. error 0.2287440E-02 iter. # 260 rel. error 0.2123311E-02 iter. # 280 rel. error 0.1981020E-02 iter. # 300 rel. error 0.1852663E-02 iter. # 320 rel. error 0.1739843E-02 iter. # 340 rel. error 0.1637887E-02 iter. # 360 rel. error 0.1545770E-02 iter. # 380 rel. error 0.1465672E-02 iter. # 400 rel. error 0.1393976E-02 iter. # 420 rel. error 0.1330793E-02 iter. # 440 rel. error 0.1276569E-02 iter. # 460 rel. error 0.1229531E-02 iter. # 480 rel. error 0.1189091E-02 iter. # 500 rel. error 0.1152046E-02 iter. # 520 rel. error 0.1115796E-02 iter. # 540 rel. error 0.1081318E-02 iter. # 560 rel. error 0.1047807E-02 iter. # 580 rel. error 0.1016545E-02 iter. # 600 rel. error 0.9878752E-03 CONVERG. achieved in iteration # = 600, relative error = 0.98788E-03 frequency number 72 frequency : 0.35750000E-01 V_qP(0) = 2.65588444649391 p_33 - density = (15208350.8437728,3351914.60981780) 2234000.00000000 V_qP(90)_x = 3.33333694743123 V_qP(90)_y = 3.33333694743123 V_qS(0)_x = 0.548800610841143 V_qS(0)_y = 0.548800610841143 iter. # 20 rel. error 0.1795625E-01 iter. # 40 rel. error 0.1237369E-01 iter. # 60 rel. error 0.9169102E-02 iter. # 80 rel. error 0.6951068E-02 iter. # 100 rel. error 0.5578583E-02 iter. # 120 rel. error 0.4587793E-02 iter. # 140 rel. error 0.3769047E-02 iter. # 160 rel. error 0.3178679E-02 iter. # 180 rel. error 0.2758414E-02 iter. # 200 rel. error 0.2439144E-02 iter. # 220 rel. error 0.2203954E-02 iter. # 240 rel. error 0.2023006E-02 iter. # 260 rel. error 0.1877311E-02 iter. # 280 rel. error 0.1747728E-02 iter. # 300 rel. error 0.1633864E-02 iter. # 320 rel. error 0.1533372E-02 iter. # 340 rel. error 0.1443256E-02 iter. # 360 rel. error 0.1362911E-02 iter. # 380 rel. error 0.1288667E-02 iter. # 400 rel. error 0.1219702E-02 iter. # 420 rel. error 0.1161054E-02 iter. # 440 rel. error 0.1110221E-02 iter. # 460 rel. error 0.1065784E-02 iter. # 480 rel. error 0.1026669E-02 iter. # 500 rel. error 0.9928037E-03 CONVERG. achieved in iteration # = 500, relative error = 0.99280E-03 frequency number 71 frequency : 0.35250000E-01 V_qP(0) = 2.65224579218469 p_33 - density = (15171005.1198153,3329971.18510573) 2234000.00000000 V_qP(90)_x = 3.33330067171085 V_qP(90)_y = 3.33330067171085 V_qS(0)_x = 0.548800610838932 V_qS(0)_y = 0.548800610838932 iter. # 20 rel. error 0.1747503E-01 iter. # 40 rel. error 0.1196247E-01 iter. # 60 rel. error 0.8824475E-02 iter. # 80 rel. error 0.6608115E-02 iter. # 100 rel. error 0.5241250E-02 iter. # 120 rel. error 0.4264709E-02 iter. # 140 rel. error 0.3461996E-02 iter. # 160 rel. error 0.2893381E-02 iter. # 180 rel. error 0.2492043E-02 iter. # 200 rel. error 0.2193499E-02 iter. # 220 rel. error 0.1973059E-02 iter. # 240 rel. error 0.1805328E-02 iter. # 260 rel. error 0.1669681E-02 iter. # 280 rel. error 0.1551116E-02 iter. # 300 rel. error 0.1446647E-02 iter. # 320 rel. error 0.1355446E-02 iter. # 340 rel. error 0.1275948E-02 iter. # 360 rel. error 0.1206395E-02 iter. # 380 rel. error 0.1141684E-02 iter. # 400 rel. error 0.1083180E-02 iter. # 420 rel. error 0.1031011E-02 iter. # 440 rel. error 0.9823614E-03 CONVERG. achieved in iteration # = 440, relative error = 0.98236E-03 frequency number 70 frequency : 0.34750000E-01 V_qP(0) = 2.64858571839080 p_33 - density = (15133617.7770846,3307494.93334447) 2234000.00000000 V_qP(90)_x = 3.33326435614619 V_qP(90)_y = 3.33326435614619 V_qS(0)_x = 0.548800610836834 V_qS(0)_y = 0.548800610836834 iter. # 20 rel. error 0.1707263E-01 iter. # 40 rel. error 0.1161796E-01 iter. # 60 rel. error 0.8546101E-02 iter. # 80 rel. error 0.6338954E-02 iter. # 100 rel. error 0.4976749E-02 iter. # 120 rel. error 0.4013676E-02 iter. # 140 rel. error 0.3221656E-02 iter. # 160 rel. error 0.2666139E-02 iter. # 180 rel. error 0.2274342E-02 iter. # 200 rel. error 0.1985085E-02 iter. # 220 rel. error 0.1769494E-02 iter. # 240 rel. error 0.1609170E-02 iter. # 260 rel. error 0.1483860E-02 iter. # 280 rel. error 0.1376898E-02 iter. # 300 rel. error 0.1282901E-02 iter. # 320 rel. error 0.1199606E-02 iter. # 340 rel. error 0.1125387E-02 iter. # 360 rel. error 0.1056135E-02 iter. # 380 rel. error 0.9924777E-03 CONVERG. achieved in iteration # = 380, relative error = 0.99248E-03 frequency number 69 frequency : 0.34250000E-01 V_qP(0) = 2.64490484191530 p_33 - density = (15096196.8165057,3284480.70658640) 2234000.00000000 V_qP(90)_x = 3.33322800886020 V_qP(90)_y = 3.33322800886020 V_qS(0)_x = 0.548800610834934 V_qS(0)_y = 0.548800610834934 iter. # 20 rel. error 0.1673744E-01 iter. # 40 rel. error 0.1133788E-01 iter. # 60 rel. error 0.8333181E-02 iter. # 80 rel. error 0.6144183E-02 iter. # 100 rel. error 0.4781512E-02 iter. # 120 rel. error 0.3824899E-02 iter. # 140 rel. error 0.3039070E-02 iter. # 160 rel. error 0.2489215E-02 iter. # 180 rel. error 0.2107941E-02 iter. # 200 rel. error 0.1830041E-02 iter. # 220 rel. error 0.1622431E-02 iter. # 240 rel. error 0.1468271E-02 iter. # 260 rel. error 0.1347865E-02 iter. # 280 rel. error 0.1243807E-02 iter. # 300 rel. error 0.1153105E-02 iter. # 320 rel. error 0.1075518E-02 iter. # 340 rel. error 0.1006227E-02 iter. # 360 rel. error 0.9435405E-03 CONVERG. achieved in iteration # = 360, relative error = 0.94354E-03 frequency number 68 frequency : 0.33750000E-01 V_qP(0) = 2.64120379463820 p_33 - density = (15058750.2390035,3260923.35688391) 2234000.00000000 V_qP(90)_x = 3.33319163797738 V_qP(90)_y = 3.33319163797738 V_qS(0)_x = 0.548800610833315 V_qS(0)_y = 0.548800610833315 iter. # 20 rel. error 0.1643879E-01 iter. # 40 rel. error 0.1109091E-01 iter. # 60 rel. error 0.8149043E-02 iter. # 80 rel. error 0.5983629E-02 iter. # 100 rel. error 0.4622269E-02 iter. # 120 rel. error 0.3675706E-02 iter. # 140 rel. error 0.2897623E-02 iter. # 160 rel. error 0.2348335E-02 iter. # 180 rel. error 0.1970365E-02 iter. # 200 rel. error 0.1696360E-02 iter. # 220 rel. error 0.1493643E-02 iter. # 240 rel. error 0.1344678E-02 iter. # 260 rel. error 0.1230216E-02 iter. # 280 rel. error 0.1133747E-02 iter. # 300 rel. error 0.1048260E-02 iter. # 320 rel. error 0.9748011E-03 CONVERG. achieved in iteration # = 320, relative error = 0.97480E-03 frequency number 67 frequency : 0.33250000E-01 V_qP(0) = 2.63748322413315 p_33 - density = (15021286.0455029,3236817.73628936) 2234000.00000000 V_qP(90)_x = 3.33315525162376 V_qP(90)_y = 3.33315525162376 V_qS(0)_x = 0.548800610832063 V_qS(0)_y = 0.548800610832063 iter. # 20 rel. error 0.1618729E-01 iter. # 40 rel. error 0.1089365E-01 iter. # 60 rel. error 0.8006887E-02 iter. # 80 rel. error 0.5866315E-02 iter. # 100 rel. error 0.4497436E-02 iter. # 120 rel. error 0.3555483E-02 iter. # 140 rel. error 0.2778614E-02 iter. # 160 rel. error 0.2228480E-02 iter. # 180 rel. error 0.1855760E-02 iter. # 200 rel. error 0.1587452E-02 iter. # 220 rel. error 0.1387465E-02 iter. # 240 rel. error 0.1241803E-02 iter. # 260 rel. error 0.1131901E-02 iter. # 280 rel. error 0.1041203E-02 iter. # 300 rel. error 0.9623375E-03 CONVERG. achieved in iteration # = 300, relative error = 0.96234E-03 frequency number 66 frequency : 0.32750000E-01 V_qP(0) = 2.63374379429974 p_33 - density = (14983812.2369288,3212158.69685516) 2234000.00000000 V_qP(90)_x = 3.33311885792696 V_qP(90)_y = 3.33311885792696 V_qS(0)_x = 0.548800610831261 V_qS(0)_y = 0.548800610831261 iter. # 20 rel. error 0.1596135E-01 iter. # 40 rel. error 0.1072148E-01 iter. # 60 rel. error 0.7890925E-02 iter. # 80 rel. error 0.5783458E-02 iter. # 100 rel. error 0.4411894E-02 iter. # 120 rel. error 0.3473832E-02 iter. # 140 rel. error 0.2697701E-02 iter. # 160 rel. error 0.2141019E-02 iter. # 180 rel. error 0.1764430E-02 iter. # 200 rel. error 0.1496431E-02 iter. # 220 rel. error 0.1297670E-02 iter. # 240 rel. error 0.1154810E-02 iter. # 260 rel. error 0.1048362E-02 iter. # 280 rel. error 0.9619031E-03 CONVERG. achieved in iteration # = 280, relative error = 0.96190E-03 frequency number 65 frequency : 0.32250000E-01 V_qP(0) = 2.62998618601153 p_33 - density = (14946336.8142061,3186941.09063367) 2234000.00000000 V_qP(90)_x = 3.33308246501621 V_qP(90)_y = 3.33308246501621 V_qS(0)_x = 0.548800610830994 V_qS(0)_y = 0.548800610830994 iter. # 20 rel. error 0.1576488E-01 iter. # 40 rel. error 0.1057609E-01 iter. # 60 rel. error 0.7796517E-02 iter. # 80 rel. error 0.5723466E-02 iter. # 100 rel. error 0.4347898E-02 iter. # 120 rel. error 0.3411939E-02 iter. # 140 rel. error 0.2636618E-02 iter. # 160 rel. error 0.2073763E-02 iter. # 180 rel. error 0.1695197E-02 iter. # 200 rel. error 0.1425539E-02 iter. # 220 rel. error 0.1226584E-02 iter. # 240 rel. error 0.1083738E-02 iter. # 260 rel. error 0.9797651E-03 CONVERG. achieved in iteration # = 260, relative error = 0.97977E-03 frequency number 64 frequency : 0.31750000E-01 V_qP(0) = 2.62621111295299 p_33 - density = (14908867.8670516,3161160.06379199) 2234000.00000000 V_qP(90)_x = 3.33304608114882 V_qP(90)_y = 3.33304608114882 V_qS(0)_x = 0.548800610831321 V_qS(0)_y = 0.548800610831321 iter. # 20 rel. error 0.1559201E-01 iter. # 40 rel. error 0.1045394E-01 iter. # 60 rel. error 0.7721416E-02 iter. # 80 rel. error 0.5682842E-02 iter. # 100 rel. error 0.4303558E-02 iter. # 120 rel. error 0.3368856E-02 iter. # 140 rel. error 0.2594317E-02 iter. # 160 rel. error 0.2023980E-02 iter. # 180 rel. error 0.1638833E-02 iter. # 200 rel. error 0.1365511E-02 iter. # 220 rel. error 0.1165935E-02 iter. # 240 rel. error 0.1022654E-02 iter. # 260 rel. error 0.9184654E-03 CONVERG. achieved in iteration # = 260, relative error = 0.91847E-03 frequency number 63 frequency : 0.31250000E-01 V_qP(0) = 2.62241940036334 p_33 - density = (14871414.0319794,3134812.57371382) 2234000.00000000 V_qP(90)_x = 3.33300971536250 V_qP(90)_y = 3.33300971536250 V_qS(0)_x = 0.548800610832156 V_qS(0)_y = 0.548800610832156 iter. # 20 rel. error 0.1542897E-01 iter. # 40 rel. error 0.1033929E-01 iter. # 60 rel. error 0.7648613E-02 iter. # 80 rel. error 0.5642290E-02 iter. # 100 rel. error 0.4258021E-02 iter. # 120 rel. error 0.3322614E-02 iter. # 140 rel. error 0.2547709E-02 iter. # 160 rel. error 0.1969132E-02 iter. # 180 rel. error 0.1577961E-02 iter. # 200 rel. error 0.1301911E-02 iter. # 220 rel. error 0.1101306E-02 iter. # 240 rel. error 0.9616481E-03 CONVERG. achieved in iteration # = 240, relative error = 0.96165E-03 frequency number 62 frequency : 0.30750000E-01 V_qP(0) = 2.61861192731736 p_33 - density = (14833984.1534764,3107896.26667277) 2234000.00000000 V_qP(90)_x = 3.33297337699265 V_qP(90)_y = 3.33297337699265 V_qS(0)_x = 0.548800610833355 V_qS(0)_y = 0.548800610833355 iter. # 20 rel. error 0.1529561E-01 iter. # 40 rel. error 0.1025676E-01 iter. # 60 rel. error 0.7605477E-02 iter. # 80 rel. error 0.5634968E-02 iter. # 100 rel. error 0.4249979E-02 iter. # 120 rel. error 0.3314230E-02 iter. # 140 rel. error 0.2540041E-02 iter. # 160 rel. error 0.1951923E-02 iter. # 180 rel. error 0.1551013E-02 iter. # 200 rel. error 0.1266915E-02 iter. # 220 rel. error 0.1060172E-02 iter. # 240 rel. error 0.9187290E-03 CONVERG. achieved in iteration # = 240, relative error = 0.91873E-03 frequency number 61 frequency : 0.30250000E-01 V_qP(0) = 2.61478959173605 p_33 - density = (14796587.0764335,3080408.79028140) 2234000.00000000 V_qP(90)_x = 3.33293707537675 V_qP(90)_y = 3.33293707537675 V_qS(0)_x = 0.548800610834773 V_qS(0)_y = 0.548800610834773 iter. # 20 rel. error 0.1516682E-01 iter. # 40 rel. error 0.1017720E-01 iter. # 60 rel. error 0.7559318E-02 iter. # 80 rel. error 0.5621647E-02 iter. # 100 rel. error 0.4235213E-02 iter. # 120 rel. error 0.3295815E-02 iter. # 140 rel. error 0.2523007E-02 iter. # 160 rel. error 0.1926223E-02 iter. # 180 rel. error 0.1516754E-02 iter. # 200 rel. error 0.1226107E-02 iter. # 220 rel. error 0.1016935E-02 iter. # 240 rel. error 0.8752357E-03 CONVERG. achieved in iteration # = 240, relative error = 0.87524E-03 frequency number 60 frequency : 0.29750000E-01 V_qP(0) = 2.61095331088875 p_33 - density = (14759231.6457418,3052347.79215227) 2234000.00000000 V_qP(90)_x = 3.33290081985373 V_qP(90)_y = 3.33290081985373 V_qS(0)_x = 0.548800610836268 V_qS(0)_y = 0.548800610836268 iter. # 20 rel. error 0.1505552E-01 iter. # 40 rel. error 0.1011500E-01 iter. # 60 rel. error 0.7526116E-02 iter. # 80 rel. error 0.5619537E-02 iter. # 100 rel. error 0.4234588E-02 iter. # 120 rel. error 0.3289559E-02 iter. # 140 rel. error 0.2516805E-02 iter. # 160 rel. error 0.1908098E-02 iter. # 180 rel. error 0.1488197E-02 iter. # 200 rel. error 0.1190187E-02 iter. # 220 rel. error 0.9763806E-03 CONVERG. achieved in iteration # = 220, relative error = 0.97638E-03 frequency number 59 frequency : 0.29250000E-01 V_qP(0) = 2.60710402197250 p_33 - density = (14721926.7062922,3023710.91989798) 2234000.00000000 V_qP(90)_x = 3.33286461976405 V_qP(90)_y = 3.33286461976405 V_qS(0)_x = 0.548800610837694 V_qS(0)_y = 0.548800610837694 iter. # 20 rel. error 0.1497182E-01 iter. # 40 rel. error 0.1007769E-01 iter. # 60 rel. error 0.7512856E-02 iter. # 80 rel. error 0.5636809E-02 iter. # 100 rel. error 0.4256325E-02 iter. # 120 rel. error 0.3306219E-02 iter. # 140 rel. error 0.2535656E-02 iter. # 160 rel. error 0.1917941E-02 iter. # 180 rel. error 0.1487536E-02 iter. # 200 rel. error 0.1180863E-02 iter. # 220 rel. error 0.9607233E-03 CONVERG. achieved in iteration # = 220, relative error = 0.96072E-03 frequency number 58 frequency : 0.28750000E-01 V_qP(0) = 2.60324268269889 p_33 - density = (14684681.1029758,2994495.82113107) 2234000.00000000 V_qP(90)_x = 3.33282848444964 V_qP(90)_y = 3.33282848444964 V_qS(0)_x = 0.548800610838910 V_qS(0)_y = 0.548800610838910 iter. # 20 rel. error 0.1489077E-01 iter. # 40 rel. error 0.1004225E-01 iter. # 60 rel. error 0.7496094E-02 iter. # 80 rel. error 0.5647458E-02 iter. # 100 rel. error 0.4273731E-02 iter. # 120 rel. error 0.3315783E-02 iter. # 140 rel. error 0.2545515E-02 iter. # 160 rel. error 0.1917875E-02 iter. # 180 rel. error 0.1476589E-02 iter. # 200 rel. error 0.1161400E-02 iter. # 220 rel. error 0.9360071E-03 CONVERG. achieved in iteration # = 220, relative error = 0.93601E-03 frequency number 57 frequency : 0.28250000E-01 V_qP(0) = 2.59937027188812 p_33 - density = (14647503.6806835,2964700.14346413) 2234000.00000000 V_qP(90)_x = 3.33279242325398 V_qP(90)_y = 3.33279242325398 V_qS(0)_x = 0.548800610839770 V_qS(0)_y = 0.548800610839770 iter. # 20 rel. error 0.1482473E-01 iter. # 40 rel. error 0.1001916E-01 iter. # 60 rel. error 0.7487970E-02 iter. # 80 rel. error 0.5665397E-02 iter. # 100 rel. error 0.4301682E-02 iter. # 120 rel. error 0.3334874E-02 iter. # 140 rel. error 0.2565442E-02 iter. # 160 rel. error 0.1927607E-02 iter. # 180 rel. error 0.1474601E-02 iter. # 200 rel. error 0.1150657E-02 iter. # 220 rel. error 0.9183318E-03 CONVERG. achieved in iteration # = 220, relative error = 0.91833E-03 frequency number 56 frequency : 0.27750000E-01 V_qP(0) = 2.59548779006988 p_33 - density = (14610403.2843063,2934321.53450972) 2234000.00000000 V_qP(90)_x = 3.33275644552207 V_qP(90)_y = 3.33275644552207 V_qS(0)_x = 0.548800610840131 V_qS(0)_y = 0.548800610840131 iter. # 20 rel. error 0.1477335E-01 iter. # 40 rel. error 0.1000403E-01 iter. # 60 rel. error 0.7484523E-02 iter. # 80 rel. error 0.5685157E-02 iter. # 100 rel. error 0.4333363E-02 iter. # 120 rel. error 0.3357508E-02 iter. # 140 rel. error 0.2588222E-02 iter. # 160 rel. error 0.1940357E-02 iter. # 180 rel. error 0.1474511E-02 iter. # 200 rel. error 0.1141902E-02 iter. # 220 rel. error 0.9029781E-03 CONVERG. achieved in iteration # = 220, relative error = 0.90298E-03 frequency number 55 frequency : 0.27250000E-01 V_qP(0) = 2.59159626009046 p_33 - density = (14573388.7587353,2903357.64188041) 2234000.00000000 V_qP(90)_x = 3.33272056060043 V_qP(90)_y = 3.33272056060043 V_qS(0)_x = 0.548800610839850 V_qS(0)_y = 0.548800610839850 iter. # 20 rel. error 0.1473545E-01 iter. # 40 rel. error 0.9997425E-02 iter. # 60 rel. error 0.7489094E-02 iter. # 80 rel. error 0.5710554E-02 iter. # 100 rel. error 0.4373076E-02 iter. # 120 rel. error 0.3388067E-02 iter. # 140 rel. error 0.2617379E-02 iter. # 160 rel. error 0.1959476E-02 iter. # 180 rel. error 0.1480027E-02 iter. # 200 rel. error 0.1137085E-02 iter. # 220 rel. error 0.8891142E-03 CONVERG. achieved in iteration # = 220, relative error = 0.88911E-03 frequency number 54 frequency : 0.26750000E-01 V_qP(0) = 2.58769672769276 p_33 - density = (14536468.9483077,2871806.11372589) 2234000.00000000 V_qP(90)_x = 3.33268477783672 V_qP(90)_y = 3.33268477783672 V_qS(0)_x = 0.548800610838782 V_qS(0)_y = 0.548800610838782 iter. # 20 rel. error 0.1471067E-01 iter. # 40 rel. error 0.9996389E-02 iter. # 60 rel. error 0.7499369E-02 iter. # 80 rel. error 0.5738941E-02 iter. # 100 rel. error 0.4417940E-02 iter. # 120 rel. error 0.3424735E-02 iter. # 140 rel. error 0.2652269E-02 iter. # 160 rel. error 0.1986353E-02 iter. # 180 rel. error 0.1493562E-02 iter. # 200 rel. error 0.1141012E-02 iter. # 220 rel. error 0.8848498E-03 CONVERG. achieved in iteration # = 220, relative error = 0.88485E-03 frequency number 53 frequency : 0.26250000E-01 V_qP(0) = 2.58379022925870 p_33 - density = (14499652.1470679,2839665.13202696) 2234000.00000000 V_qP(90)_x = 3.33264910614607 V_qP(90)_y = 3.33264910614607 V_qS(0)_x = 0.548800610836876 V_qS(0)_y = 0.548800610836876 iter. # 20 rel. error 0.1470113E-01 iter. # 40 rel. error 0.1000151E-01 iter. # 60 rel. error 0.7516648E-02 iter. # 80 rel. error 0.5771218E-02 iter. # 100 rel. error 0.4467580E-02 iter. # 120 rel. error 0.3465918E-02 iter. # 140 rel. error 0.2689515E-02 iter. # 160 rel. error 0.2015374E-02 iter. # 180 rel. error 0.1508455E-02 iter. # 200 rel. error 0.1145054E-02 iter. # 220 rel. error 0.8799064E-03 CONVERG. achieved in iteration # = 220, relative error = 0.87991E-03 frequency number 52 frequency : 0.25750000E-01 V_qP(0) = 2.57987772938473 p_33 - density = (14462945.0665385,2806934.41394532) 2234000.00000000 V_qP(90)_x = 3.33261355319682 V_qP(90)_y = 3.33261355319682 V_qS(0)_x = 0.548800610834346 V_qS(0)_y = 0.548800610834346 iter. # 20 rel. error 0.1470437E-01 iter. # 40 rel. error 0.1001087E-01 iter. # 60 rel. error 0.7539744E-02 iter. # 80 rel. error 0.5807303E-02 iter. # 100 rel. error 0.4521574E-02 iter. # 120 rel. error 0.3513031E-02 iter. # 140 rel. error 0.2731927E-02 iter. # 160 rel. error 0.2051182E-02 iter. # 180 rel. error 0.1529970E-02 iter. # 200 rel. error 0.1155693E-02 iter. # 220 rel. error 0.8814859E-03 CONVERG. achieved in iteration # = 220, relative error = 0.88149E-03 frequency number 51 frequency : 0.25250000E-01 V_qP(0) = 2.57596019728139 p_33 - density = (14426354.1355072,2773613.95091975) 2234000.00000000 V_qP(90)_x = 3.33257812643544 V_qP(90)_y = 3.33257812643544 V_qS(0)_x = 0.548800610831455 V_qS(0)_y = 0.548800610831455 iter. # 20 rel. error 0.1472003E-01 iter. # 40 rel. error 0.1002414E-01 iter. # 60 rel. error 0.7568795E-02 iter. # 80 rel. error 0.5846971E-02 iter. # 100 rel. error 0.4578152E-02 iter. # 120 rel. error 0.3564361E-02 iter. # 140 rel. error 0.2777506E-02 iter. # 160 rel. error 0.2091293E-02 iter. # 180 rel. error 0.1556145E-02 iter. # 200 rel. error 0.1170030E-02 iter. # 220 rel. error 0.8860190E-03 CONVERG. achieved in iteration # = 220, relative error = 0.88602E-03 frequency number 50 frequency : 0.24750000E-01 V_qP(0) = 2.57203862391365 p_33 - density = (14389885.7827616,2739703.73438905) 2234000.00000000 V_qP(90)_x = 3.33254283330961 V_qP(90)_y = 3.33254283330961 V_qS(0)_x = 0.548800610828462 V_qS(0)_y = 0.548800610828462 iter. # 20 rel. error 0.1474528E-01 iter. # 40 rel. error 0.1004099E-01 iter. # 60 rel. error 0.7603006E-02 iter. # 80 rel. error 0.5889609E-02 iter. # 100 rel. error 0.4636146E-02 iter. # 120 rel. error 0.3618556E-02 iter. # 140 rel. error 0.2824013E-02 iter. # 160 rel. error 0.2132628E-02 iter. # 180 rel. error 0.1583127E-02 iter. # 200 rel. error 0.1184947E-02 iter. # 220 rel. error 0.8906353E-03 CONVERG. achieved in iteration # = 220, relative error = 0.89064E-03 frequency number 49 frequency : 0.24250000E-01 V_qP(0) = 2.56811402242243 p_33 - density = (14353546.4370894,2705203.75579202) 2234000.00000000 V_qP(90)_x = 3.33250768126812 V_qP(90)_y = 3.33250768126812 V_qS(0)_x = 0.548800610825631 V_qS(0)_y = 0.548800610825631 iter. # 20 rel. error 0.1477792E-01 iter. # 40 rel. error 0.1006253E-01 iter. # 60 rel. error 0.7641623E-02 iter. # 80 rel. error 0.5936102E-02 iter. # 100 rel. error 0.4696845E-02 iter. # 120 rel. error 0.3678285E-02 iter. # 140 rel. error 0.2875017E-02 iter. # 160 rel. error 0.2179568E-02 iter. # 180 rel. error 0.1616124E-02 iter. # 200 rel. error 0.1205519E-02 iter. # 220 rel. error 0.9012505E-03 CONVERG. achieved in iteration # = 220, relative error = 0.90125E-03 frequency number 48 frequency : 0.23750000E-01 V_qP(0) = 2.56418742854449 p_33 - density = (14317342.5272780,2670114.00656746) 2234000.00000000 V_qP(90)_x = 3.33247267776093 V_qP(90)_y = 3.33247267776093 V_qS(0)_x = 0.548800610823222 V_qS(0)_y = 0.548800610823222 iter. # 20 rel. error 0.1481902E-01 iter. # 40 rel. error 0.1009125E-01 iter. # 60 rel. error 0.7684473E-02 iter. # 80 rel. error 0.5986283E-02 iter. # 100 rel. error 0.4759305E-02 iter. # 120 rel. error 0.3741634E-02 iter. # 140 rel. error 0.2929118E-02 iter. # 160 rel. error 0.2229716E-02 iter. # 180 rel. error 0.1652428E-02 iter. # 200 rel. error 0.1228527E-02 iter. # 220 rel. error 0.9141131E-03 CONVERG. achieved in iteration # = 220, relative error = 0.91411E-03 frequency number 47 frequency : 0.23250000E-01 V_qP(0) = 2.56025990102974 p_33 - density = (14281280.4821152,2634434.47815416) 2234000.00000000 V_qP(90)_x = 3.33243783023915 V_qP(90)_y = 3.33243783023915 V_qS(0)_x = 0.548800610821497 V_qS(0)_y = 0.548800610821497 iter. # 20 rel. error 0.1486532E-01 iter. # 40 rel. error 0.1012710E-01 iter. # 60 rel. error 0.7732290E-02 iter. # 80 rel. error 0.6041315E-02 iter. # 100 rel. error 0.4824491E-02 iter. # 120 rel. error 0.3809503E-02 iter. # 140 rel. error 0.2986814E-02 iter. # 160 rel. error 0.2283419E-02 iter. # 180 rel. error 0.1692836E-02 iter. # 200 rel. error 0.1255403E-02 iter. # 220 rel. error 0.9305851E-03 CONVERG. achieved in iteration # = 220, relative error = 0.93059E-03 frequency number 46 frequency : 0.22750000E-01 V_qP(0) = 2.55633252205547 p_33 - density = (14245366.7303886,2598165.16199092) 2234000.00000000 V_qP(90)_x = 3.33240314615500 V_qP(90)_y = 3.33240314615500 V_qS(0)_x = 0.548800610820717 V_qS(0)_y = 0.548800610820717 iter. # 20 rel. error 0.1491159E-01 iter. # 40 rel. error 0.1016643E-01 iter. # 60 rel. error 0.7781570E-02 iter. # 80 rel. error 0.6097881E-02 iter. # 100 rel. error 0.4888750E-02 iter. # 120 rel. error 0.3878983E-02 iter. # 140 rel. error 0.3046209E-02 iter. # 160 rel. error 0.2339009E-02 iter. # 180 rel. error 0.1736018E-02 iter. # 200 rel. error 0.1284623E-02 iter. # 220 rel. error 0.9495569E-03 CONVERG. achieved in iteration # = 220, relative error = 0.94956E-03 frequency number 45 frequency : 0.22250000E-01 V_qP(0) = 2.55240639726777 p_33 - density = (14209607.6967944,2561306.04872851) 2234000.00000000 V_qP(90)_x = 3.33236863295802 V_qP(90)_y = 3.33236863295802 V_qS(0)_x = 0.548800610821145 V_qS(0)_y = 0.548800610821145 iter. # 20 rel. error 0.1495851E-01 iter. # 40 rel. error 0.1021160E-01 iter. # 60 rel. error 0.7835659E-02 iter. # 80 rel. error 0.6158232E-02 iter. # 100 rel. error 0.4953645E-02 iter. # 120 rel. error 0.3950296E-02 iter. # 140 rel. error 0.3107324E-02 iter. # 160 rel. error 0.2395909E-02 iter. # 180 rel. error 0.1780738E-02 iter. # 200 rel. error 0.1315232E-02 iter. # 220 rel. error 0.9695074E-03 CONVERG. achieved in iteration # = 220, relative error = 0.96951E-03 frequency number 44 frequency : 0.21750000E-01 V_qP(0) = 2.54848251519584 p_33 - density = (14174008.2395275,2523856.82729375) 2234000.00000000 V_qP(90)_x = 3.33233429663273 V_qP(90)_y = 3.33233429663273 V_qS(0)_x = 0.548800610822881 V_qS(0)_y = 0.548800610822881 iter. # 20 rel. error 0.1500716E-01 iter. # 40 rel. error 0.1026488E-01 iter. # 60 rel. error 0.7896518E-02 iter. # 80 rel. error 0.6224018E-02 iter. # 100 rel. error 0.5021202E-02 iter. # 120 rel. error 0.4025332E-02 iter. # 140 rel. error 0.3172325E-02 iter. # 160 rel. error 0.2455591E-02 iter. # 180 rel. error 0.1828786E-02 iter. # 200 rel. error 0.1348405E-02 iter. # 220 rel. error 0.9914156E-03 CONVERG. achieved in iteration # = 220, relative error = 0.99142E-03 frequency number 43 frequency : 0.21250000E-01 V_qP(0) = 2.54456153354061 p_33 - density = (14138569.2927279,2485816.43080121) 2234000.00000000 V_qP(90)_x = 3.33230013949195 V_qP(90)_y = 3.33230013949195 V_qS(0)_x = 0.548800610825629 V_qS(0)_y = 0.548800610825629 iter. # 20 rel. error 0.1505590E-01 iter. # 40 rel. error 0.1032369E-01 iter. # 60 rel. error 0.7960268E-02 iter. # 80 rel. error 0.6291269E-02 iter. # 100 rel. error 0.5089006E-02 iter. # 120 rel. error 0.4101329E-02 iter. # 140 rel. error 0.3239578E-02 iter. # 160 rel. error 0.2517078E-02 iter. # 180 rel. error 0.1879711E-02 iter. # 200 rel. error 0.1384546E-02 iter. # 220 rel. error 0.1015833E-02 iter. # 240 rel. error 0.7392593E-03 CONVERG. achieved in iteration # = 240, relative error = 0.73926E-03 frequency number 42 frequency : 0.20750000E-01 V_qP(0) = 2.54064407738490 p_33 - density = (14103291.1860278,2447183.67593107) 2234000.00000000 V_qP(90)_x = 3.33226616328364 V_qP(90)_y = 3.33226616328364 V_qS(0)_x = 0.548800610829032 V_qS(0)_y = 0.548800610829032 iter. # 20 rel. error 0.1508326E-01 iter. # 40 rel. error 0.1037608E-01 iter. # 60 rel. error 0.8020354E-02 iter. # 80 rel. error 0.6355948E-02 iter. # 100 rel. error 0.5154545E-02 iter. # 120 rel. error 0.4175036E-02 iter. # 140 rel. error 0.3305112E-02 iter. # 160 rel. error 0.2576048E-02 iter. # 180 rel. error 0.1929023E-02 iter. # 200 rel. error 0.1418445E-02 iter. # 220 rel. error 0.1037741E-02 iter. # 240 rel. error 0.7516209E-03 CONVERG. achieved in iteration # = 240, relative error = 0.75162E-03 frequency number 41 frequency : 0.20250000E-01 V_qP(0) = 2.53673079400166 p_33 - density = (14068174.2490593,2407957.37936355) 2234000.00000000 V_qP(90)_x = 3.33223236975660 V_qP(90)_y = 3.33223236975660 V_qS(0)_x = 0.548800610832731 V_qS(0)_y = 0.548800610832731 iter. # 20 rel. error 0.1512946E-01 iter. # 40 rel. error 0.1044556E-01 iter. # 60 rel. error 0.8089817E-02 iter. # 80 rel. error 0.6429479E-02 iter. # 100 rel. error 0.5227981E-02 iter. # 120 rel. error 0.4253796E-02 iter. # 140 rel. error 0.3376909E-02 iter. # 160 rel. error 0.2639786E-02 iter. # 180 rel. error 0.1984125E-02 iter. # 200 rel. error 0.1457569E-02 iter. # 220 rel. error 0.1064163E-02 iter. # 240 rel. error 0.7683995E-03 CONVERG. achieved in iteration # = 240, relative error = 0.76840E-03 frequency number 40 frequency : 0.19750000E-01 V_qP(0) = 2.53282235327835 p_33 - density = (14033218.8114542,2368136.35777882) 2234000.00000000 V_qP(90)_x = 3.33219876066053 V_qP(90)_y = 3.33219876066053 V_qS(0)_x = 0.548800610836369 V_qS(0)_y = 0.548800610836369 iter. # 20 rel. error 0.1517542E-01 iter. # 40 rel. error 0.1052514E-01 iter. # 60 rel. error 0.8162055E-02 iter. # 80 rel. error 0.6505682E-02 iter. # 100 rel. error 0.5303227E-02 iter. # 120 rel. error 0.4332945E-02 iter. # 140 rel. error 0.3451244E-02 iter. # 160 rel. error 0.2705694E-02 iter. # 180 rel. error 0.2042915E-02 iter. # 200 rel. error 0.1500742E-02 iter. # 220 rel. error 0.1094529E-02 iter. # 240 rel. error 0.7893210E-03 CONVERG. achieved in iteration # = 240, relative error = 0.78932E-03 frequency number 39 frequency : 0.19250000E-01 V_qP(0) = 2.52891944814312 p_33 - density = (13998425.2028447,2327719.42785710) 2234000.00000000 V_qP(90)_x = 3.33216533774599 V_qP(90)_y = 3.33216533774599 V_qS(0)_x = 0.548800610839589 V_qS(0)_y = 0.548800610839589 iter. # 20 rel. error 0.1522090E-01 iter. # 40 rel. error 0.1061761E-01 iter. # 60 rel. error 0.8239732E-02 iter. # 80 rel. error 0.6588150E-02 iter. # 100 rel. error 0.5381837E-02 iter. # 120 rel. error 0.4414042E-02 iter. # 140 rel. error 0.3528779E-02 iter. # 160 rel. error 0.2773781E-02 iter. # 180 rel. error 0.2104670E-02 iter. # 200 rel. error 0.1546811E-02 iter. # 220 rel. error 0.1127583E-02 iter. # 240 rel. error 0.8126591E-03 CONVERG. achieved in iteration # = 240, relative error = 0.81266E-03 frequency number 38 frequency : 0.18750000E-01 V_qP(0) = 2.52502279499243 p_33 - density = (13963793.7528628,2286705.40627857) 2234000.00000000 V_qP(90)_x = 3.33213210276441 V_qP(90)_y = 3.33213210276441 V_qS(0)_x = 0.548800610842031 V_qS(0)_y = 0.548800610842031 iter. # 20 rel. error 0.1526372E-01 iter. # 40 rel. error 0.1071965E-01 iter. # 60 rel. error 0.8321890E-02 iter. # 80 rel. error 0.6673863E-02 iter. # 100 rel. error 0.5462562E-02 iter. # 120 rel. error 0.4496088E-02 iter. # 140 rel. error 0.3608606E-02 iter. # 160 rel. error 0.2843641E-02 iter. # 180 rel. error 0.2168734E-02 iter. # 200 rel. error 0.1595937E-02 iter. # 220 rel. error 0.1163495E-02 iter. # 240 rel. error 0.8398229E-03 CONVERG. achieved in iteration # = 240, relative error = 0.83982E-03 frequency number 37 frequency : 0.18250000E-01 V_qP(0) = 2.52113308330493 p_33 - density = (13929324.3328589,2245092.59688237) 2234000.00000000 V_qP(90)_x = 3.33209905698547 V_qP(90)_y = 3.33209905698547 V_qS(0)_x = 0.548800610843371 V_qS(0)_y = 0.548800610843371 iter. # 20 rel. error 0.1530088E-01 iter. # 40 rel. error 0.1082823E-01 iter. # 60 rel. error 0.8409854E-02 iter. # 80 rel. error 0.6760399E-02 iter. # 100 rel. error 0.5543091E-02 iter. # 120 rel. error 0.4575572E-02 iter. # 140 rel. error 0.3686574E-02 iter. # 160 rel. error 0.2910961E-02 iter. # 180 rel. error 0.2230708E-02 iter. # 200 rel. error 0.1643512E-02 iter. # 220 rel. error 0.1197142E-02 iter. # 240 rel. error 0.8634373E-03 CONVERG. achieved in iteration # = 240, relative error = 0.86344E-03 frequency number 36 frequency : 0.17750000E-01 V_qP(0) = 2.51725050659329 p_33 - density = (13895012.1124907,2202874.04206864) 2234000.00000000 V_qP(90)_x = 3.33206619672875 V_qP(90)_y = 3.33206619672875 V_qS(0)_x = 0.548800610843613 V_qS(0)_y = 0.548800610843613 iter. # 20 rel. error 0.1533866E-01 iter. # 40 rel. error 0.1094726E-01 iter. # 60 rel. error 0.8511657E-02 iter. # 80 rel. error 0.6852457E-02 iter. # 100 rel. error 0.5628845E-02 iter. # 120 rel. error 0.4656668E-02 iter. # 140 rel. error 0.3767241E-02 iter. # 160 rel. error 0.2980437E-02 iter. # 180 rel. error 0.2294653E-02 iter. # 200 rel. error 0.1693636E-02 iter. # 220 rel. error 0.1233283E-02 iter. # 240 rel. error 0.8897189E-03 CONVERG. achieved in iteration # = 240, relative error = 0.88972E-03 frequency number 35 frequency : 0.17250000E-01 V_qP(0) = 2.51337498143560 p_33 - density = (13860849.5010046,2160039.69519287) 2234000.00000000 V_qP(90)_x = 3.33203351540839 V_qP(90)_y = 3.33203351540839 V_qS(0)_x = 0.548800610842955 V_qS(0)_y = 0.548800610842955 iter. # 20 rel. error 0.1538193E-01 iter. # 40 rel. error 0.1107009E-01 iter. # 60 rel. error 0.8621764E-02 iter. # 80 rel. error 0.6947036E-02 iter. # 100 rel. error 0.5718479E-02 iter. # 120 rel. error 0.4739900E-02 iter. # 140 rel. error 0.3850967E-02 iter. # 160 rel. error 0.3053797E-02 iter. # 180 rel. error 0.2361893E-02 iter. # 200 rel. error 0.1748077E-02 iter. # 220 rel. error 0.1273860E-02 iter. # 240 rel. error 0.9209999E-03 CONVERG. achieved in iteration # = 240, relative error = 0.92100E-03 frequency number 34 frequency : 0.16750000E-01 V_qP(0) = 2.50950645165290 p_33 - density = (13826828.8724819,2116579.47025964) 2234000.00000000 V_qP(90)_x = 3.33200100640309 V_qP(90)_y = 3.33200100640309 V_qS(0)_x = 0.548800610841597 V_qS(0)_y = 0.548800610841597 iter. # 20 rel. error 0.1543457E-01 iter. # 40 rel. error 0.1119070E-01 iter. # 60 rel. error 0.8733737E-02 iter. # 80 rel. error 0.7042308E-02 iter. # 100 rel. error 0.5806831E-02 iter. # 120 rel. error 0.4821544E-02 iter. # 140 rel. error 0.3933694E-02 iter. # 160 rel. error 0.3128070E-02 iter. # 180 rel. error 0.2429951E-02 iter. # 200 rel. error 0.1805108E-02 iter. # 220 rel. error 0.1318165E-02 iter. # 240 rel. error 0.9564425E-03 CONVERG. achieved in iteration # = 240, relative error = 0.95644E-03 frequency number 33 frequency : 0.16250000E-01 V_qP(0) = 2.50564489343627 p_33 - density = (13792942.6010044,2072483.28127352) 2234000.00000000 V_qP(90)_x = 3.33196866309318 V_qP(90)_y = 3.33196866309318 V_qS(0)_x = 0.548800610839740 V_qS(0)_y = 0.548800610839740 iter. # 20 rel. error 0.1550042E-01 iter. # 40 rel. error 0.1130552E-01 iter. # 60 rel. error 0.8846676E-02 iter. # 80 rel. error 0.7143582E-02 iter. # 100 rel. error 0.5896437E-02 iter. # 120 rel. error 0.4905326E-02 iter. # 140 rel. error 0.4017491E-02 iter. # 160 rel. error 0.3203721E-02 iter. # 180 rel. error 0.2498311E-02 iter. # 200 rel. error 0.1862766E-02 iter. # 220 rel. error 0.1362979E-02 iter. # 240 rel. error 0.9927316E-03 CONVERG. achieved in iteration # = 240, relative error = 0.99273E-03 frequency number 32 frequency : 0.15750000E-01 V_qP(0) = 2.50179031660606 p_33 - density = (13759183.0606537,2027741.04223908) 2234000.00000000 V_qP(90)_x = 3.33193647886065 V_qP(90)_y = 3.33193647886065 V_qS(0)_x = 0.548800610837585 V_qS(0)_y = 0.548800610837585 iter. # 20 rel. error 0.1558410E-01 iter. # 40 rel. error 0.1141593E-01 iter. # 60 rel. error 0.8962354E-02 iter. # 80 rel. error 0.7253089E-02 iter. # 100 rel. error 0.5988234E-02 iter. # 120 rel. error 0.4989541E-02 iter. # 140 rel. error 0.4101307E-02 iter. # 160 rel. error 0.3279021E-02 iter. # 180 rel. error 0.2564961E-02 iter. # 200 rel. error 0.1919140E-02 iter. # 220 rel. error 0.1405302E-02 iter. # 240 rel. error 0.1024800E-02 iter. # 260 rel. error 0.7453959E-03 CONVERG. achieved in iteration # = 260, relative error = 0.74540E-03 frequency number 31 frequency : 0.15250000E-01 V_qP(0) = 2.49794275122346 p_33 - density = (13725542.5457164,1982342.27052046) 2234000.00000000 V_qP(90)_x = 3.33190444696494 V_qP(90)_y = 3.33190444696494 V_qS(0)_x = 0.548800610835334 V_qS(0)_y = 0.548800610835334 iter. # 20 rel. error 0.1567375E-01 iter. # 40 rel. error 0.1151459E-01 iter. # 60 rel. error 0.9074782E-02 iter. # 80 rel. error 0.7362297E-02 iter. # 100 rel. error 0.6078903E-02 iter. # 120 rel. error 0.5069837E-02 iter. # 140 rel. error 0.4182851E-02 iter. # 160 rel. error 0.3354424E-02 iter. # 180 rel. error 0.2632429E-02 iter. # 200 rel. error 0.1979260E-02 iter. # 220 rel. error 0.1453681E-02 iter. # 240 rel. error 0.1064241E-02 iter. # 260 rel. error 0.7778015E-03 CONVERG. achieved in iteration # = 260, relative error = 0.77780E-03 frequency number 30 frequency : 0.14750000E-01 V_qP(0) = 2.49410191267659 p_33 - density = (13692011.4236520,1936266.90571150) 2234000.00000000 V_qP(90)_x = 3.33187255766753 V_qP(90)_y = 3.33187255766753 V_qS(0)_x = 0.548800610833246 V_qS(0)_y = 0.548800610833246 iter. # 20 rel. error 0.1580402E-01 iter. # 40 rel. error 0.1161621E-01 iter. # 60 rel. error 0.9190510E-02 iter. # 80 rel. error 0.7474220E-02 iter. # 100 rel. error 0.6176775E-02 iter. # 120 rel. error 0.5154322E-02 iter. # 140 rel. error 0.4265022E-02 iter. # 160 rel. error 0.3431436E-02 iter. # 180 rel. error 0.2702038E-02 iter. # 200 rel. error 0.2043016E-02 iter. # 220 rel. error 0.1504614E-02 iter. # 240 rel. error 0.1104784E-02 iter. # 260 rel. error 0.8105574E-03 CONVERG. achieved in iteration # = 260, relative error = 0.81056E-03 frequency number 29 frequency : 0.14250000E-01 V_qP(0) = 2.49026720988177 p_33 - density = (13658578.0828202,1889485.04980035) 2234000.00000000 V_qP(90)_x = 3.33184079815220 V_qP(90)_y = 3.33184079815220 V_qS(0)_x = 0.548800610831634 V_qS(0)_y = 0.548800610831634 iter. # 20 rel. error 0.1596142E-01 iter. # 40 rel. error 0.1172122E-01 iter. # 60 rel. error 0.9317451E-02 iter. # 80 rel. error 0.7592811E-02 iter. # 100 rel. error 0.6282980E-02 iter. # 120 rel. error 0.5247118E-02 iter. # 140 rel. error 0.4352500E-02 iter. # 160 rel. error 0.3513421E-02 iter. # 180 rel. error 0.2775422E-02 iter. # 200 rel. error 0.2111285E-02 iter. # 220 rel. error 0.1560025E-02 iter. # 240 rel. error 0.1149741E-02 iter. # 260 rel. error 0.8473797E-03 CONVERG. achieved in iteration # = 260, relative error = 0.84738E-03 frequency number 28 frequency : 0.13750000E-01 V_qP(0) = 2.48643810300438 p_33 - density = (13625230.8213284,1841966.35615594) 2234000.00000000 V_qP(90)_x = 3.33180915546674 V_qP(90)_y = 3.33180915546674 V_qS(0)_x = 0.548800610830817 V_qS(0)_y = 0.548800610830817 iter. # 20 rel. error 0.1615170E-01 iter. # 40 rel. error 0.1183466E-01 iter. # 60 rel. error 0.9452214E-02 iter. # 80 rel. error 0.7712664E-02 iter. # 100 rel. error 0.6386010E-02 iter. # 120 rel. error 0.5338434E-02 iter. # 140 rel. error 0.4438515E-02 iter. # 160 rel. error 0.3595058E-02 iter. # 180 rel. error 0.2849108E-02 iter. # 200 rel. error 0.2181381E-02 iter. # 220 rel. error 0.1618705E-02 iter. # 240 rel. error 0.1199213E-02 iter. # 260 rel. error 0.8903810E-03 CONVERG. achieved in iteration # = 260, relative error = 0.89038E-03 frequency number 27 frequency : 0.13250000E-01 V_qP(0) = 2.48261412389500 p_33 - density = (13591957.9372844,1793680.47814720) 2234000.00000000 V_qP(90)_x = 3.33177761666368 V_qP(90)_y = 3.33177761666368 V_qS(0)_x = 0.548800610831111 V_qS(0)_y = 0.548800610831111 iter. # 20 rel. error 0.1637421E-01 iter. # 40 rel. error 0.1196766E-01 iter. # 60 rel. error 0.9595343E-02 iter. # 80 rel. error 0.7837542E-02 iter. # 100 rel. error 0.6487557E-02 iter. # 120 rel. error 0.5427128E-02 iter. # 140 rel. error 0.4522758E-02 iter. # 160 rel. error 0.3678277E-02 iter. # 180 rel. error 0.2925402E-02 iter. # 200 rel. error 0.2257461E-02 iter. # 220 rel. error 0.1686453E-02 iter. # 240 rel. error 0.1259282E-02 iter. # 260 rel. error 0.9450805E-03 CONVERG. achieved in iteration # = 260, relative error = 0.94508E-03 frequency number 26 frequency : 0.12750000E-01 V_qP(0) = 2.47879488154131 p_33 - density = (13558747.7777784,1744596.90912112) 2234000.00000000 V_qP(90)_x = 3.33174616882504 V_qP(90)_y = 3.33174616882504 V_qS(0)_x = 0.548800610832826 V_qS(0)_y = 0.548800610832826 iter. # 20 rel. error 0.1662515E-01 iter. # 40 rel. error 0.1212667E-01 iter. # 60 rel. error 0.9747918E-02 iter. # 80 rel. error 0.7970273E-02 iter. # 100 rel. error 0.6594489E-02 iter. # 120 rel. error 0.5518827E-02 iter. # 140 rel. error 0.4608231E-02 iter. # 160 rel. error 0.3762955E-02 iter. # 180 rel. error 0.3002165E-02 iter. # 200 rel. error 0.2331957E-02 iter. # 220 rel. error 0.1751298E-02 iter. # 240 rel. error 0.1314779E-02 iter. # 260 rel. error 0.9931289E-03 CONVERG. achieved in iteration # = 260, relative error = 0.99313E-03 frequency number 25 frequency : 0.12250000E-01 V_qP(0) = 2.47498017979181 p_33 - density = (13525592.0576741,1694674.14024421) 2234000.00000000 V_qP(90)_x = 3.33171480073125 V_qP(90)_y = 3.33171480073125 V_qS(0)_x = 0.548800610835722 V_qS(0)_y = 0.548800610835722 iter. # 20 rel. error 0.1689516E-01 iter. # 40 rel. error 0.1231794E-01 iter. # 60 rel. error 0.9918152E-02 iter. # 80 rel. error 0.8118521E-02 iter. # 100 rel. error 0.6710103E-02 iter. # 120 rel. error 0.5617144E-02 iter. # 140 rel. error 0.4697731E-02 iter. # 160 rel. error 0.3849935E-02 iter. # 180 rel. error 0.3081054E-02 iter. # 200 rel. error 0.2408652E-02 iter. # 220 rel. error 0.1819757E-02 iter. # 240 rel. error 0.1373093E-02 iter. # 260 rel. error 0.1041832E-02 iter. # 280 rel. error 0.8144187E-03 CONVERG. achieved in iteration # = 280, relative error = 0.81442E-03 frequency number 24 frequency : 0.11750000E-01 V_qP(0) = 2.47117012452999 p_33 - density = (13492487.9746222,1643852.75096032) 2234000.00000000 V_qP(90)_x = 3.33168350392754 V_qP(90)_y = 3.33168350392754 V_qS(0)_x = 0.548800610838670 V_qS(0)_y = 0.548800610838670 iter. # 20 rel. error 0.1714587E-01 iter. # 40 rel. error 0.1252084E-01 iter. # 60 rel. error 0.1009380E-01 iter. # 80 rel. error 0.8263183E-02 iter. # 100 rel. error 0.6821809E-02 iter. # 120 rel. error 0.5711025E-02 iter. # 140 rel. error 0.4782993E-02 iter. # 160 rel. error 0.3935738E-02 iter. # 180 rel. error 0.3161741E-02 iter. # 200 rel. error 0.2487631E-02 iter. # 220 rel. error 0.1892410E-02 iter. # 240 rel. error 0.1437243E-02 iter. # 260 rel. error 0.1098784E-02 iter. # 280 rel. error 0.8663009E-03 CONVERG. achieved in iteration # = 280, relative error = 0.86630E-03 frequency number 23 frequency : 0.11250000E-01 V_qP(0) = 2.46736498888329 p_33 - density = (13459433.2300148,1592071.67504027) 2234000.00000000 V_qP(90)_x = 3.33165227022319 V_qP(90)_y = 3.33165227022319 V_qS(0)_x = 0.548800610840456 V_qS(0)_y = 0.548800610840456 iter. # 20 rel. error 0.1736161E-01 iter. # 40 rel. error 0.1274197E-01 iter. # 60 rel. error 0.1028090E-01 iter. # 80 rel. error 0.8409303E-02 iter. # 100 rel. error 0.6937760E-02 iter. # 120 rel. error 0.5810975E-02 iter. # 140 rel. error 0.4874248E-02 iter. # 160 rel. error 0.4028076E-02 iter. # 180 rel. error 0.3248846E-02 iter. # 200 rel. error 0.2572660E-02 iter. # 220 rel. error 0.1971763E-02 iter. # 240 rel. error 0.1508261E-02 iter. # 260 rel. error 0.1162515E-02 iter. # 280 rel. error 0.9234751E-03 CONVERG. achieved in iteration # = 280, relative error = 0.92348E-03 frequency number 22 frequency : 0.10750000E-01 V_qP(0) = 2.46356520655947 p_33 - density = (13426425.5252445,1539269.84625446) 2234000.00000000 V_qP(90)_x = 3.33162109143881 V_qP(90)_y = 3.33162109143881 V_qS(0)_x = 0.548800610839869 V_qS(0)_y = 0.548800610839869 iter. # 20 rel. error 0.1751383E-01 iter. # 40 rel. error 0.1299106E-01 iter. # 60 rel. error 0.1047930E-01 iter. # 80 rel. error 0.8565994E-02 iter. # 100 rel. error 0.7061306E-02 iter. # 120 rel. error 0.5919509E-02 iter. # 140 rel. error 0.4975880E-02 iter. # 160 rel. error 0.4129921E-02 iter. # 180 rel. error 0.3347264E-02 iter. # 200 rel. error 0.2669662E-02 iter. # 220 rel. error 0.2063144E-02 iter. # 240 rel. error 0.1591398E-02 iter. # 260 rel. error 0.1241057E-02 iter. # 280 rel. error 0.9975669E-03 CONVERG. achieved in iteration # = 280, relative error = 0.99757E-03 frequency number 21 frequency : 0.10250000E-01 V_qP(0) = 2.45977178460792 p_33 - density = (13393467.9362000,1485380.80445744) 2234000.00000000 V_qP(90)_x = 3.33158996378736 V_qP(90)_y = 3.33158996378736 V_qS(0)_x = 0.548800610836288 V_qS(0)_y = 0.548800610836288 iter. # 20 rel. error 0.1759540E-01 iter. # 40 rel. error 0.1322729E-01 iter. # 60 rel. error 0.1066376E-01 iter. # 80 rel. error 0.8723770E-02 iter. # 100 rel. error 0.7192113E-02 iter. # 120 rel. error 0.6031567E-02 iter. # 140 rel. error 0.5078791E-02 iter. # 160 rel. error 0.4235403E-02 iter. # 180 rel. error 0.3455282E-02 iter. # 200 rel. error 0.2777622E-02 iter. # 220 rel. error 0.2167196E-02 iter. # 240 rel. error 0.1688755E-02 iter. # 260 rel. error 0.1334728E-02 iter. # 280 rel. error 0.1086817E-02 iter. # 300 rel. error 0.9370021E-03 CONVERG. achieved in iteration # = 300, relative error = 0.93700E-03 frequency number 20 frequency : 0.97500000E-02 V_qP(0) = 2.45598753197507 p_33 - density = (13360584.7584110,1430316.79318972) 2234000.00000000 V_qP(90)_x = 3.33155890079204 V_qP(90)_y = 3.33155890079204 V_qS(0)_x = 0.548800610831443 V_qS(0)_y = 0.548800610831443 iter. # 20 rel. error 0.1764529E-01 iter. # 40 rel. error 0.1342393E-01 iter. # 60 rel. error 0.1083174E-01 iter. # 80 rel. error 0.8889370E-02 iter. # 100 rel. error 0.7328506E-02 iter. # 120 rel. error 0.6144154E-02 iter. # 140 rel. error 0.5180663E-02 iter. # 160 rel. error 0.4339203E-02 iter. # 180 rel. error 0.3561997E-02 iter. # 200 rel. error 0.2882957E-02 iter. # 220 rel. error 0.2268497E-02 iter. # 240 rel. error 0.1783374E-02 iter. # 260 rel. error 0.1424995E-02 iter. # 280 rel. error 0.1172113E-02 iter. # 300 rel. error 0.1016172E-02 iter. # 320 rel. error 0.9208023E-03 CONVERG. achieved in iteration # = 320, relative error = 0.92080E-03 frequency number 19 frequency : 0.92500000E-02 V_qP(0) = 2.45221592494765 p_33 - density = (13327805.5236300,1373984.80084877) 2234000.00000000 V_qP(90)_x = 3.33152792026369 V_qP(90)_y = 3.33152792026369 V_qS(0)_x = 0.548800610827640 V_qS(0)_y = 0.548800610827640 iter. # 20 rel. error 0.1775928E-01 iter. # 40 rel. error 0.1359624E-01 iter. # 60 rel. error 0.1100568E-01 iter. # 80 rel. error 0.9082454E-02 iter. # 100 rel. error 0.7473950E-02 iter. # 120 rel. error 0.6261216E-02 iter. # 140 rel. error 0.5291499E-02 iter. # 160 rel. error 0.4451055E-02 iter. # 180 rel. error 0.3675746E-02 iter. # 200 rel. error 0.2996487E-02 iter. # 220 rel. error 0.2378602E-02 iter. # 240 rel. error 0.1885252E-02 iter. # 260 rel. error 0.1518856E-02 iter. # 280 rel. error 0.1260181E-02 iter. # 300 rel. error 0.1099337E-02 iter. # 320 rel. error 0.9974887E-03 CONVERG. achieved in iteration # = 320, relative error = 0.99749E-03 frequency number 18 frequency : 0.87500000E-02 V_qP(0) = 2.44846079420513 p_33 - density = (13295160.4093057,1316291.61314740) 2234000.00000000 V_qP(90)_x = 3.33149704063246 V_qP(90)_y = 3.33149704063246 V_qS(0)_x = 0.548800610827118 V_qS(0)_y = 0.548800610827118 iter. # 20 rel. error 0.1799740E-01 iter. # 40 rel. error 0.1373867E-01 iter. # 60 rel. error 0.1118863E-01 iter. # 80 rel. error 0.9290820E-02 iter. # 100 rel. error 0.7615311E-02 iter. # 120 rel. error 0.6373533E-02 iter. # 140 rel. error 0.5403523E-02 iter. # 160 rel. error 0.4570527E-02 iter. # 180 rel. error 0.3800355E-02 iter. # 200 rel. error 0.3124672E-02 iter. # 220 rel. error 0.2507258E-02 iter. # 240 rel. error 0.2007252E-02 iter. # 260 rel. error 0.1633197E-02 iter. # 280 rel. error 0.1369514E-02 iter. # 300 rel. error 0.1204908E-02 iter. # 320 rel. error 0.1099089E-02 iter. # 340 rel. error 0.1019692E-02 iter. # 360 rel. error 0.9559277E-03 CONVERG. achieved in iteration # = 360, relative error = 0.95593E-03 frequency number 17 frequency : 0.82500000E-02 V_qP(0) = 2.44472830416032 p_33 - density = (13262702.8029404,1257136.73013864) 2234000.00000000 V_qP(90)_x = 3.33146630184935 V_qP(90)_y = 3.33146630184935 V_qS(0)_x = 0.548800610829695 V_qS(0)_y = 0.548800610829695 iter. # 20 rel. error 0.1833829E-01 iter. # 40 rel. error 0.1386996E-01 iter. # 60 rel. error 0.1145094E-01 iter. # 80 rel. error 0.9526375E-02 iter. # 100 rel. error 0.7766228E-02 iter. # 120 rel. error 0.6516057E-02 iter. # 140 rel. error 0.5535850E-02 iter. # 160 rel. error 0.4704118E-02 iter. # 180 rel. error 0.3938123E-02 iter. # 200 rel. error 0.3261679E-02 iter. # 220 rel. error 0.2641562E-02 iter. # 240 rel. error 0.2129644E-02 iter. # 260 rel. error 0.1746953E-02 iter. # 280 rel. error 0.1477539E-02 iter. # 300 rel. error 0.1308918E-02 iter. # 320 rel. error 0.1198278E-02 iter. # 340 rel. error 0.1114736E-02 iter. # 360 rel. error 0.1045574E-02 iter. # 380 rel. error 0.9858161E-03 CONVERG. achieved in iteration # = 380, relative error = 0.98582E-03 frequency number 16 frequency : 0.77500000E-02 V_qP(0) = 2.44102752942854 p_33 - density = (13230515.1919929,1196410.51736898) 2234000.00000000 V_qP(90)_x = 3.33143577084664 V_qP(90)_y = 3.33143577084664 V_qS(0)_x = 0.548800610832154 V_qS(0)_y = 0.548800610832154 iter. # 20 rel. error 0.1864633E-01 iter. # 40 rel. error 0.1404381E-01 iter. # 60 rel. error 0.1176662E-01 iter. # 80 rel. error 0.9761826E-02 iter. # 100 rel. error 0.7929307E-02 iter. # 120 rel. error 0.6677827E-02 iter. # 140 rel. error 0.5681227E-02 iter. # 160 rel. error 0.4850950E-02 iter. # 180 rel. error 0.4086968E-02 iter. # 200 rel. error 0.3411711E-02 iter. # 220 rel. error 0.2793318E-02 iter. # 240 rel. error 0.2275311E-02 iter. # 260 rel. error 0.1887548E-02 iter. # 280 rel. error 0.1612421E-02 iter. # 300 rel. error 0.1434703E-02 iter. # 320 rel. error 0.1316198E-02 iter. # 340 rel. error 0.1228593E-02 iter. # 360 rel. error 0.1156580E-02 iter. # 380 rel. error 0.1092382E-02 iter. # 400 rel. error 0.1034458E-02 iter. # 420 rel. error 0.9825167E-03 CONVERG. achieved in iteration # = 420, relative error = 0.98252E-03 frequency number 15 frequency : 0.72500000E-02 V_qP(0) = 2.43736822074691 p_33 - density = (13198682.7326408,1134002.90946490) 2234000.00000000 V_qP(90)_x = 3.33140551712931 V_qP(90)_y = 3.33140551712931 V_qS(0)_x = 0.548800610831221 V_qS(0)_y = 0.548800610831221 iter. # 20 rel. error 0.1874081E-01 iter. # 40 rel. error 0.1431956E-01 iter. # 60 rel. error 0.1211158E-01 iter. # 80 rel. error 0.9962995E-02 iter. # 100 rel. error 0.8111983E-02 iter. # 120 rel. error 0.6830969E-02 iter. # 140 rel. error 0.5817969E-02 iter. # 160 rel. error 0.4999558E-02 iter. # 180 rel. error 0.4236637E-02 iter. # 200 rel. error 0.3558941E-02 iter. # 220 rel. error 0.2942194E-02 iter. # 240 rel. error 0.2427105E-02 iter. # 260 rel. error 0.2036541E-02 iter. # 280 rel. error 0.1753565E-02 iter. # 300 rel. error 0.1564205E-02 iter. # 320 rel. error 0.1436484E-02 iter. # 340 rel. error 0.1343289E-02 iter. # 360 rel. error 0.1267503E-02 iter. # 380 rel. error 0.1201692E-02 iter. # 400 rel. error 0.1141491E-02 iter. # 420 rel. error 0.1086187E-02 iter. # 440 rel. error 0.1035257E-02 iter. # 460 rel. error 0.9882049E-03 CONVERG. achieved in iteration # = 460, relative error = 0.98820E-03 frequency number 14 frequency : 0.67500000E-02 V_qP(0) = 2.43376323660584 p_33 - density = (13167318.8448796,1069808.88647123) 2234000.00000000 V_qP(90)_x = 3.33137563879402 V_qP(90)_y = 3.33137563879402 V_qS(0)_x = 0.548800610828209 V_qS(0)_y = 0.548800610828209 iter. # 20 rel. error 0.1864432E-01 iter. # 40 rel. error 0.1464108E-01 iter. # 60 rel. error 0.1251423E-01 iter. # 80 rel. error 0.1019622E-01 iter. # 100 rel. error 0.8348520E-02 iter. # 120 rel. error 0.7000328E-02 iter. # 140 rel. error 0.5988129E-02 iter. # 160 rel. error 0.5170828E-02 iter. # 180 rel. error 0.4402757E-02 iter. # 200 rel. error 0.3728906E-02 iter. # 220 rel. error 0.3113967E-02 iter. # 240 rel. error 0.2602439E-02 iter. # 260 rel. error 0.2209601E-02 iter. # 280 rel. error 0.1914862E-02 iter. # 300 rel. error 0.1714050E-02 iter. # 320 rel. error 0.1578736E-02 iter. # 340 rel. error 0.1479519E-02 iter. # 360 rel. error 0.1400589E-02 iter. # 380 rel. error 0.1332407E-02 iter. # 400 rel. error 0.1270588E-02 iter. # 420 rel. error 0.1212799E-02 iter. # 440 rel. error 0.1159125E-02 iter. # 460 rel. error 0.1110040E-02 iter. # 480 rel. error 0.1064221E-02 iter. # 500 rel. error 0.1021871E-02 iter. # 520 rel. error 0.9822834E-03 CONVERG. achieved in iteration # = 520, relative error = 0.98228E-03 frequency number 13 frequency : 0.62500000E-02 V_qP(0) = 2.43022917420827 p_33 - density = (13136571.5796462,1003729.61045616) 2234000.00000000 V_qP(90)_x = 3.33134626896530 V_qP(90)_y = 3.33134626896530 V_qS(0)_x = 0.548800610830057 V_qS(0)_y = 0.548800610830057 iter. # 20 rel. error 0.1847308E-01 iter. # 40 rel. error 0.1501948E-01 iter. # 60 rel. error 0.1279895E-01 iter. # 80 rel. error 0.1047035E-01 iter. # 100 rel. error 0.8600946E-02 iter. # 120 rel. error 0.7203164E-02 iter. # 140 rel. error 0.6220142E-02 iter. # 160 rel. error 0.5377108E-02 iter. # 180 rel. error 0.4611235E-02 iter. # 200 rel. error 0.3946390E-02 iter. # 220 rel. error 0.3332832E-02 iter. # 240 rel. error 0.2820561E-02 iter. # 260 rel. error 0.2418869E-02 iter. # 280 rel. error 0.2114086E-02 iter. # 300 rel. error 0.1902715E-02 iter. # 320 rel. error 0.1759375E-02 iter. # 340 rel. error 0.1654242E-02 iter. # 360 rel. error 0.1568512E-02 iter. # 380 rel. error 0.1493696E-02 iter. # 400 rel. error 0.1426442E-02 iter. # 420 rel. error 0.1365258E-02 iter. # 440 rel. error 0.1307978E-02 iter. # 460 rel. error 0.1254476E-02 iter. # 480 rel. error 0.1204297E-02 iter. # 500 rel. error 0.1158033E-02 iter. # 520 rel. error 0.1114486E-02 iter. # 540 rel. error 0.1073832E-02 iter. # 560 rel. error 0.1036437E-02 iter. # 580 rel. error 0.1000957E-02 iter. # 600 rel. error 0.9671812E-03 CONVERG. achieved in iteration # = 600, relative error = 0.96718E-03 frequency number 12 frequency : 0.57500000E-02 V_qP(0) = 2.42678412039813 p_33 - density = (13106598.7517042,935672.585000026) 2234000.00000000 V_qP(90)_x = 3.33131755137127 V_qP(90)_y = 3.33131755137127 V_qS(0)_x = 0.548800610840458 V_qS(0)_y = 0.548800610840458 iter. # 20 rel. error 0.1833725E-01 iter. # 40 rel. error 0.1566160E-01 iter. # 60 rel. error 0.1310420E-01 iter. # 80 rel. error 0.1088541E-01 iter. # 100 rel. error 0.8866045E-02 iter. # 120 rel. error 0.7465424E-02 iter. # 140 rel. error 0.6458844E-02 iter. # 160 rel. error 0.5606992E-02 iter. # 180 rel. error 0.4847130E-02 iter. # 200 rel. error 0.4174451E-02 iter. # 220 rel. error 0.3566162E-02 iter. # 240 rel. error 0.3045406E-02 iter. # 260 rel. error 0.2628973E-02 iter. # 280 rel. error 0.2321039E-02 iter. # 300 rel. error 0.2109375E-02 iter. # 320 rel. error 0.1962906E-02 iter. # 340 rel. error 0.1850754E-02 iter. # 360 rel. error 0.1759947E-02 iter. # 380 rel. error 0.1680136E-02 iter. # 400 rel. error 0.1609460E-02 iter. # 420 rel. error 0.1544373E-02 iter. # 440 rel. error 0.1484730E-02 iter. # 460 rel. error 0.1429603E-02 iter. # 480 rel. error 0.1377744E-02 iter. # 500 rel. error 0.1327920E-02 iter. # 520 rel. error 0.1280587E-02 iter. # 540 rel. error 0.1236492E-02 iter. # 560 rel. error 0.1194695E-02 iter. # 580 rel. error 0.1154779E-02 iter. # 600 rel. error 0.1117321E-02 iter. # 620 rel. error 0.1082229E-02 iter. # 640 rel. error 0.1048465E-02 iter. # 660 rel. error 0.1016128E-02 iter. # 680 rel. error 0.9851145E-03 CONVERG. achieved in iteration # = 680, relative error = 0.98511E-03 frequency number 11 frequency : 0.52500000E-02 V_qP(0) = 2.42345044090670 p_33 - density = (13077595.8807036,865574.716124355) 2234000.00000000 V_qP(90)_x = 3.33128967132824 V_qP(90)_y = 3.33128967132824 V_qS(0)_x = 0.548800610845412 V_qS(0)_y = 0.548800610845412 iter. # 20 rel. error 0.1851619E-01 iter. # 40 rel. error 0.1632430E-01 iter. # 60 rel. error 0.1339085E-01 iter. # 80 rel. error 0.1137326E-01 iter. # 100 rel. error 0.9141774E-02 iter. # 120 rel. error 0.7782607E-02 iter. # 140 rel. error 0.6704527E-02 iter. # 160 rel. error 0.5894914E-02 iter. # 180 rel. error 0.5101771E-02 iter. # 200 rel. error 0.4447691E-02 iter. # 220 rel. error 0.3821130E-02 iter. # 240 rel. error 0.3294326E-02 iter. # 260 rel. error 0.2870883E-02 iter. # 280 rel. error 0.2558919E-02 iter. # 300 rel. error 0.2341595E-02 iter. # 320 rel. error 0.2191627E-02 iter. # 340 rel. error 0.2076607E-02 iter. # 360 rel. error 0.1978069E-02 iter. # 380 rel. error 0.1892451E-02 iter. # 400 rel. error 0.1817202E-02 iter. # 420 rel. error 0.1747514E-02 iter. # 440 rel. error 0.1683191E-02 iter. # 460 rel. error 0.1623435E-02 iter. # 480 rel. error 0.1568093E-02 iter. # 500 rel. error 0.1516992E-02 iter. # 520 rel. error 0.1469272E-02 iter. # 540 rel. error 0.1422461E-02 iter. # 560 rel. error 0.1378016E-02 iter. # 580 rel. error 0.1335895E-02 iter. # 600 rel. error 0.1296325E-02 iter. # 620 rel. error 0.1258270E-02 iter. # 640 rel. error 0.1222114E-02 iter. # 660 rel. error 0.1188217E-02 iter. # 680 rel. error 0.1155956E-02 iter. # 700 rel. error 0.1124594E-02 iter. # 720 rel. error 0.1094504E-02 iter. # 740 rel. error 0.1065640E-02 iter. # 760 rel. error 0.1038182E-02 iter. # 780 rel. error 0.1012094E-02 iter. # 800 rel. error 0.9873094E-03 CONVERG. achieved in iteration # = 800, relative error = 0.98731E-03 frequency number 10 frequency : 0.47500000E-02 V_qP(0) = 2.42025247922957 p_33 - density = (13049773.0942287,793389.097657457) 2234000.00000000 V_qP(90)_x = 3.33126283089810 V_qP(90)_y = 3.33126283089810 V_qS(0)_x = 0.548800610831077 V_qS(0)_y = 0.548800610831077 iter. # 20 rel. error 0.1947134E-01 iter. # 40 rel. error 0.1669212E-01 iter. # 60 rel. error 0.1378149E-01 iter. # 80 rel. error 0.1190718E-01 iter. # 100 rel. error 0.9553252E-02 iter. # 120 rel. error 0.8162617E-02 iter. # 140 rel. error 0.7080685E-02 iter. # 160 rel. error 0.6216634E-02 iter. # 180 rel. error 0.5463710E-02 iter. # 200 rel. error 0.4746493E-02 iter. # 220 rel. error 0.4140987E-02 iter. # 240 rel. error 0.3589771E-02 iter. # 260 rel. error 0.3174231E-02 iter. # 280 rel. error 0.2854580E-02 iter. # 300 rel. error 0.2635248E-02 iter. # 320 rel. error 0.2470692E-02 iter. # 340 rel. error 0.2349372E-02 iter. # 360 rel. error 0.2248137E-02 iter. # 380 rel. error 0.2158602E-02 iter. # 400 rel. error 0.2073311E-02 iter. # 420 rel. error 0.1996774E-02 iter. # 440 rel. error 0.1927053E-02 iter. # 460 rel. error 0.1861848E-02 iter. # 480 rel. error 0.1801748E-02 iter. # 500 rel. error 0.1745472E-02 iter. # 520 rel. error 0.1693177E-02 iter. # 540 rel. error 0.1643582E-02 iter. # 560 rel. error 0.1597189E-02 iter. # 580 rel. error 0.1552917E-02 iter. # 600 rel. error 0.1509972E-02 iter. # 620 rel. error 0.1468221E-02 iter. # 640 rel. error 0.1429153E-02 iter. # 660 rel. error 0.1391991E-02 iter. # 680 rel. error 0.1356056E-02 iter. # 700 rel. error 0.1321632E-02 iter. # 720 rel. error 0.1289652E-02 iter. # 740 rel. error 0.1259324E-02 iter. # 760 rel. error 0.1230137E-02 iter. # 780 rel. error 0.1201652E-02 iter. # 800 rel. error 0.1174032E-02 iter. # 820 rel. error 0.1147708E-02 iter. # 840 rel. error 0.1122376E-02 iter. # 860 rel. error 0.1097971E-02 iter. # 880 rel. error 0.1074548E-02 iter. # 900 rel. error 0.1051996E-02 iter. # 920 rel. error 0.1030302E-02 iter. # 940 rel. error 0.1009602E-02 iter. # 960 rel. error 0.9898472E-03 CONVERG. achieved in iteration # = 960, relative error = 0.98985E-03 frequency number 9 frequency : 0.42500000E-02 V_qP(0) = 2.41721710284287 p_33 - density = (13023359.2172930,719113.246856177) 2234000.00000000 V_qP(90)_x = 3.33123725659306 V_qP(90)_y = 3.33123725659306 V_qS(0)_x = 0.548800610818415 V_qS(0)_y = 0.548800610818415 iter. # 20 rel. error 0.2109084E-01 iter. # 40 rel. error 0.1713434E-01 iter. # 60 rel. error 0.1437699E-01 iter. # 80 rel. error 0.1237957E-01 iter. # 100 rel. error 0.1015770E-01 iter. # 120 rel. error 0.8585401E-02 iter. # 140 rel. error 0.7601177E-02 iter. # 160 rel. error 0.6655033E-02 iter. # 180 rel. error 0.5894415E-02 iter. # 200 rel. error 0.5182532E-02 iter. # 220 rel. error 0.4555740E-02 iter. # 240 rel. error 0.4005134E-02 iter. # 260 rel. error 0.3586909E-02 iter. # 280 rel. error 0.3259405E-02 iter. # 300 rel. error 0.3021656E-02 iter. # 320 rel. error 0.2842861E-02 iter. # 340 rel. error 0.2707139E-02 iter. # 360 rel. error 0.2592032E-02 iter. # 380 rel. error 0.2494019E-02 iter. # 400 rel. error 0.2402059E-02 iter. # 420 rel. error 0.2318138E-02 iter. # 440 rel. error 0.2237697E-02 iter. # 460 rel. error 0.2162455E-02 iter. # 480 rel. error 0.2095557E-02 iter. # 500 rel. error 0.2033650E-02 iter. # 520 rel. error 0.1974693E-02 iter. # 540 rel. error 0.1920631E-02 iter. # 560 rel. error 0.1868631E-02 iter. # 580 rel. error 0.1819919E-02 iter. # 600 rel. error 0.1773129E-02 iter. # 620 rel. error 0.1729884E-02 iter. # 640 rel. error 0.1688051E-02 iter. # 660 rel. error 0.1647161E-02 iter. # 680 rel. error 0.1607439E-02 iter. # 700 rel. error 0.1570277E-02 iter. # 720 rel. error 0.1535182E-02 iter. # 740 rel. error 0.1501751E-02 iter. # 760 rel. error 0.1468735E-02 iter. # 780 rel. error 0.1437210E-02 iter. # 800 rel. error 0.1407564E-02 iter. # 820 rel. error 0.1379611E-02 iter. # 840 rel. error 0.1352930E-02 iter. # 860 rel. error 0.1326350E-02 iter. # 880 rel. error 0.1300357E-02 iter. # 900 rel. error 0.1275072E-02 iter. # 920 rel. error 0.1250715E-02 iter. # 940 rel. error 0.1227235E-02 iter. # 960 rel. error 0.1204570E-02 iter. # 980 rel. error 0.1182680E-02 iter. # 1000 rel. error 0.1161499E-02 iter. # 1020 rel. error 0.1141120E-02 iter. # 1040 rel. error 0.1121685E-02 iter. # 1060 rel. error 0.1102982E-02 iter. # 1080 rel. error 0.1085125E-02 iter. # 1100 rel. error 0.1067747E-02 iter. # 1120 rel. error 0.1050930E-02 iter. # 1140 rel. error 0.1034787E-02 iter. # 1160 rel. error 0.1019114E-02 iter. # 1180 rel. error 0.1003682E-02 iter. # 1200 rel. error 0.9883773E-03 CONVERG. achieved in iteration # = 1200, relative error = 0.98838E-03 frequency number 8 frequency : 0.37500000E-02 V_qP(0) = 2.41437213258072 p_33 - density = (12998587.3235535,642779.842599405) 2234000.00000000 V_qP(90)_x = 3.33121318354250 V_qP(90)_y = 3.33121318354250 V_qS(0)_x = 0.548800610828366 V_qS(0)_y = 0.548800610828366 iter. # 20 rel. error 0.2254879E-01 iter. # 40 rel. error 0.1830644E-01 iter. # 60 rel. error 0.1516549E-01 iter. # 80 rel. error 0.1294105E-01 iter. # 100 rel. error 0.1086798E-01 iter. # 120 rel. error 0.9273755E-02 iter. # 140 rel. error 0.8148707E-02 iter. # 160 rel. error 0.7285241E-02 iter. # 180 rel. error 0.6433632E-02 iter. # 200 rel. error 0.5751123E-02 iter. # 220 rel. error 0.5120865E-02 iter. # 240 rel. error 0.4567232E-02 iter. # 260 rel. error 0.4118615E-02 iter. # 280 rel. error 0.3767181E-02 iter. # 300 rel. error 0.3502570E-02 iter. # 320 rel. error 0.3307258E-02 iter. # 340 rel. error 0.3152181E-02 iter. # 360 rel. error 0.3021928E-02 iter. # 380 rel. error 0.2906023E-02 iter. # 400 rel. error 0.2804205E-02 iter. # 420 rel. error 0.2710877E-02 iter. # 440 rel. error 0.2623499E-02 iter. # 460 rel. error 0.2545037E-02 iter. # 480 rel. error 0.2467858E-02 iter. # 500 rel. error 0.2395247E-02 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.23952E-02 frequency number 7 frequency : 0.32500000E-02 V_qP(0) = 2.41174484029648 p_33 - density = (12975679.1576978,564475.111485478) 2234000.00000000 V_qP(90)_x = 3.33119084190889 V_qP(90)_y = 3.33119084190889 V_qS(0)_x = 0.548800610844516 V_qS(0)_y = 0.548800610844516 iter. # 20 rel. error 0.2354619E-01 iter. # 40 rel. error 0.1906766E-01 iter. # 60 rel. error 0.1641374E-01 iter. # 80 rel. error 0.1382695E-01 iter. # 100 rel. error 0.1168061E-01 iter. # 120 rel. error 0.1035342E-01 iter. # 140 rel. error 0.9174003E-02 iter. # 160 rel. error 0.8253003E-02 iter. # 180 rel. error 0.7512936E-02 iter. # 200 rel. error 0.6775887E-02 iter. # 220 rel. error 0.6154977E-02 iter. # 240 rel. error 0.5615436E-02 iter. # 260 rel. error 0.5161606E-02 iter. # 280 rel. error 0.4769737E-02 iter. # 300 rel. error 0.4480044E-02 iter. # 320 rel. error 0.4254624E-02 iter. # 340 rel. error 0.4070132E-02 iter. # 360 rel. error 0.3922787E-02 iter. # 380 rel. error 0.3784564E-02 iter. # 400 rel. error 0.3666440E-02 iter. # 420 rel. error 0.3552718E-02 iter. # 440 rel. error 0.3456360E-02 iter. # 460 rel. error 0.3361662E-02 iter. # 480 rel. error 0.3273413E-02 iter. # 500 rel. error 0.3193312E-02 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.31933E-02 frequency number 6 frequency : 0.27500000E-02 V_qP(0) = 2.40935904898554 p_33 - density = (12954817.2294682,484332.887706521) 2234000.00000000 V_qP(90)_x = 3.33117042820611 V_qP(90)_y = 3.33117042820611 V_qS(0)_x = 0.548800610840719 V_qS(0)_y = 0.548800610840719 iter. # 20 rel. error 0.2486752E-01 iter. # 40 rel. error 0.1932421E-01 iter. # 60 rel. error 0.1748691E-01 iter. # 80 rel. error 0.1498632E-01 iter. # 100 rel. error 0.1262927E-01 iter. # 120 rel. error 0.1138715E-01 iter. # 140 rel. error 0.1049354E-01 iter. # 160 rel. error 0.9553378E-02 iter. # 180 rel. error 0.8744441E-02 iter. # 200 rel. error 0.8128398E-02 iter. # 220 rel. error 0.7498158E-02 iter. # 240 rel. error 0.6926301E-02 iter. # 260 rel. error 0.6456304E-02 iter. # 280 rel. error 0.6064032E-02 iter. # 300 rel. error 0.5756816E-02 iter. # 320 rel. error 0.5498445E-02 iter. # 340 rel. error 0.5272013E-02 iter. # 360 rel. error 0.5087314E-02 iter. # 380 rel. error 0.4926521E-02 iter. # 400 rel. error 0.4771644E-02 iter. # 420 rel. error 0.4640279E-02 iter. # 440 rel. error 0.4510654E-02 iter. # 460 rel. error 0.4393542E-02 iter. # 480 rel. error 0.4285853E-02 iter. # 500 rel. error 0.4183875E-02 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.41839E-02 frequency number 5 frequency : 0.22500000E-02 V_qP(0) = 2.40723107279705 p_33 - density = (12936104.6488157,402526.546149195) 2234000.00000000 V_qP(90)_x = 3.33115206509045 V_qP(90)_y = 3.33115206509045 V_qS(0)_x = 0.548800610829698 V_qS(0)_y = 0.548800610829698 iter. # 20 rel. error 0.2781115E-01 iter. # 40 rel. error 0.2071811E-01 iter. # 60 rel. error 0.1931799E-01 iter. # 80 rel. error 0.1683094E-01 iter. # 100 rel. error 0.1419993E-01 iter. # 120 rel. error 0.1275643E-01 iter. # 140 rel. error 0.1188698E-01 iter. # 160 rel. error 0.1130656E-01 iter. # 180 rel. error 0.1049928E-01 iter. # 200 rel. error 0.9811036E-02 iter. # 220 rel. error 0.9197076E-02 iter. # 240 rel. error 0.8696473E-02 iter. # 260 rel. error 0.8259285E-02 iter. # 280 rel. error 0.7838972E-02 iter. # 300 rel. error 0.7524949E-02 iter. # 320 rel. error 0.7265785E-02 iter. # 340 rel. error 0.7009108E-02 iter. # 360 rel. error 0.6782119E-02 iter. # 380 rel. error 0.6587293E-02 iter. # 400 rel. error 0.6393861E-02 iter. # 420 rel. error 0.6207870E-02 iter. # 440 rel. error 0.6046324E-02 iter. # 460 rel. error 0.5892161E-02 iter. # 480 rel. error 0.5746889E-02 iter. # 500 rel. error 0.5616715E-02 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.56167E-02 frequency number 4 frequency : 0.17500000E-02 V_qP(0) = 2.40536280681092 p_33 - density = (12919495.2444286,319233.384175141) 2234000.00000000 V_qP(90)_x = 3.33113573094355 V_qP(90)_y = 3.33113573094355 V_qS(0)_x = 0.548800610835471 V_qS(0)_y = 0.548800610835471 iter. # 20 rel. error 0.3286592E-01 iter. # 40 rel. error 0.2473559E-01 iter. # 60 rel. error 0.2137728E-01 iter. # 80 rel. error 0.1898019E-01 iter. # 100 rel. error 0.1659263E-01 iter. # 120 rel. error 0.1475833E-01 iter. # 140 rel. error 0.1373503E-01 iter. # 160 rel. error 0.1302635E-01 iter. # 180 rel. error 0.1248959E-01 iter. # 200 rel. error 0.1209089E-01 iter. # 220 rel. error 0.1161744E-01 iter. # 240 rel. error 0.1111301E-01 iter. # 260 rel. error 0.1061730E-01 iter. # 280 rel. error 0.1022920E-01 iter. # 300 rel. error 0.9972899E-02 iter. # 320 rel. error 0.9715061E-02 iter. # 340 rel. error 0.9444247E-02 iter. # 360 rel. error 0.9197858E-02 iter. # 380 rel. error 0.8990569E-02 iter. # 400 rel. error 0.8785433E-02 iter. # 420 rel. error 0.8577954E-02 iter. # 440 rel. error 0.8373453E-02 iter. # 460 rel. error 0.8193523E-02 iter. # 480 rel. error 0.8037381E-02 iter. # 500 rel. error 0.7877705E-02 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.78777E-02 frequency number 3 frequency : 0.12500000E-02 V_qP(0) = 2.40373007094073 p_33 - density = (12904672.7015266,234533.157174012) 2234000.00000000 V_qP(90)_x = 3.33112113851324 V_qP(90)_y = 3.33112113851324 V_qS(0)_x = 0.548800610839132 V_qS(0)_y = 0.548800610839132 iter. # 20 rel. error 0.4113297E-01 iter. # 40 rel. error 0.2915301E-01 iter. # 60 rel. error 0.2505735E-01 iter. # 80 rel. error 0.2206916E-01 iter. # 100 rel. error 0.1936185E-01 iter. # 120 rel. error 0.1772371E-01 iter. # 140 rel. error 0.1676985E-01 iter. # 160 rel. error 0.1575512E-01 iter. # 180 rel. error 0.1499894E-01 iter. # 200 rel. error 0.1461064E-01 iter. # 220 rel. error 0.1422167E-01 iter. # 240 rel. error 0.1390545E-01 iter. # 260 rel. error 0.1374279E-01 iter. # 280 rel. error 0.1353947E-01 iter. # 300 rel. error 0.1327394E-01 iter. # 320 rel. error 0.1299970E-01 iter. # 340 rel. error 0.1275666E-01 iter. # 360 rel. error 0.1247570E-01 iter. # 380 rel. error 0.1221751E-01 iter. # 400 rel. error 0.1203474E-01 iter. # 420 rel. error 0.1189432E-01 iter. # 440 rel. error 0.1173540E-01 iter. # 460 rel. error 0.1157227E-01 iter. # 480 rel. error 0.1141554E-01 iter. # 500 rel. error 0.1124358E-01 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.11244E-01 frequency number 2 frequency : 0.75000000E-03 V_qP(0) = 2.40298192823520 p_33 - density = (12897701.0800361,191598.227530611) 2234000.00000000 V_qP(90)_x = 3.33111427630566 V_qP(90)_y = 3.33111427630566 V_qS(0)_x = 0.548800610826950 V_qS(0)_y = 0.548800610826950 iter. # 20 rel. error 0.5820747E-01 iter. # 40 rel. error 0.3958794E-01 iter. # 60 rel. error 0.3274456E-01 iter. # 80 rel. error 0.2784570E-01 iter. # 100 rel. error 0.2409884E-01 iter. # 120 rel. error 0.2159476E-01 iter. # 140 rel. error 0.1996780E-01 iter. # 160 rel. error 0.1878762E-01 iter. # 180 rel. error 0.1797855E-01 iter. # 200 rel. error 0.1751004E-01 iter. # 220 rel. error 0.1703296E-01 iter. # 240 rel. error 0.1647773E-01 iter. # 260 rel. error 0.1588178E-01 iter. # 280 rel. error 0.1536357E-01 iter. # 300 rel. error 0.1498646E-01 iter. # 320 rel. error 0.1473471E-01 iter. # 340 rel. error 0.1454375E-01 iter. # 360 rel. error 0.1439726E-01 iter. # 380 rel. error 0.1429580E-01 iter. # 400 rel. error 0.1421774E-01 iter. # 420 rel. error 0.1419712E-01 iter. # 440 rel. error 0.1416488E-01 iter. # 460 rel. error 0.1410355E-01 iter. # 480 rel. error 0.1402847E-01 iter. # 500 rel. error 0.1393766E-01 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.13938E-01 frequency number 1 frequency : 0.25000000E-03 V_qP(0) = 2.40298192823520 p_33 - density = (12897701.0800361,191598.227530611) 2234000.00000000 V_qP(90)_x = 3.33111427630566 V_qP(90)_y = 3.33111427630566 V_qS(0)_x = 0.548800610826950 V_qS(0)_y = 0.548800610826950 iter. # 20 rel. error 0.8775425E-01 iter. # 40 rel. error 0.5612678E-01 iter. # 60 rel. error 0.4416741E-01 iter. # 80 rel. error 0.3570986E-01 iter. # 100 rel. error 0.2989384E-01 iter. # 120 rel. error 0.2575711E-01 iter. # 140 rel. error 0.2304386E-01 iter. # 160 rel. error 0.2091693E-01 iter. # 180 rel. error 0.1936963E-01 iter. # 200 rel. error 0.1815321E-01 iter. # 220 rel. error 0.1714554E-01 iter. # 240 rel. error 0.1631377E-01 iter. # 260 rel. error 0.1563961E-01 iter. # 280 rel. error 0.1508956E-01 iter. # 300 rel. error 0.1459094E-01 iter. # 320 rel. error 0.1417337E-01 iter. # 340 rel. error 0.1382866E-01 iter. # 360 rel. error 0.1348000E-01 iter. # 380 rel. error 0.1314092E-01 iter. # 400 rel. error 0.1284631E-01 iter. # 420 rel. error 0.1257251E-01 iter. # 440 rel. error 0.1234497E-01 iter. # 460 rel. error 0.1212661E-01 iter. # 480 rel. error 0.1193908E-01 iter. # 500 rel. error 0.1175313E-01 NO CONVERGENCE after iteration #= 500(=imax), relative error= 0.11753E-01 tiempo-t0= 65302.934 tiempo= 0.12109375