6 February 2011 3:24:38.998 PM SCPACK_PRB: FORTRAN77 version Test the SCPACK library. TEST01 Compare computed WSC and ZSC against a known exact solution. the sum-of-squares error at step 1 is 0.4628E+00 the sum-of-squares error at step 2 is 0.4628E+00 the sum-of-squares error at step 3 is 0.4628E+00 the sum-of-squares error at step 4 is 0.4628E+00 the sum-of-squares error at step 5 is 0.3426E+00 the sum-of-squares error at step 6 is 0.2393E-01 the sum-of-squares error at step 7 is 0.1367E+00 the sum-of-squares error at step 8 is 0.1084E-02 the sum-of-squares error at step 9 is 0.1240E-04 the sum-of-squares error at step 10 is 0.2607E-05 the sum-of-squares error at step 11 is 0.1611E-06 the sum-of-squares error at step 12 is 0.1487E-09 the sum-of-squares error at step 13 is 0.3594E-12 the sum-of-squares error at step 14 is 0.1277E-16 the sum-of-squares error at step 15 is 0.3803E-21 the sum-of-squares error at step 16 is 0.1762E-11 the sum-of-squares error at step 17 is 0.7154E-28 parameters defining map: (n = 4) (nptsq = 12) k w(k) th(k)/pi betam(k) z(k) --- ---- -------- -------- ---- 1 ( 0.000, 1.000) 0.50000000 1.00000 (-0.00000000, 1.00000000) 2 ( 0.000, 0.000) 1.00000000 -0.50000 (-1.00000000,-0.00000000) 3 infinity 1.50000000 -2.00000 ( 0.00000000,-1.00000000) 4 ( 0.000, 0.000) 2.00000000 -0.50000 ( 1.00000000, 0.00000000) wc = ( 0.00000000E+00, 0.14142136E+01) c = (-0.14142136E+01, 0.30773812E-13) errest: 0.8660E-14 z,w,wex,err: (-0.300000000, 0.210000000) ( 0.196372164, 1.095421206) ( 0.196372164, 1.095421206) 0.1071D-13 z,w,wex,err: ( 0.000000000, 0.270000000) (-0.000000000, 1.153429088) ( 0.000000000, 1.153429088) 0.6225D-14 z,w,wex,err: ( 0.300000000, 0.330000000) (-0.132677964, 1.048400281) (-0.132677964, 1.048400281) 0.7115D-14 z,w,wex,err: ( 0.600000000, 0.390000000) (-0.125619730, 0.887129635) (-0.125619730, 0.887129635) 0.7287D-14 w,z,zex,err: (-1.000000000, 1.414213562) ( 0.383192367,-0.294582545) ( 0.383192367,-0.294582545) 0.7473D-14 w,z,zex,err: ( 0.000000000, 1.732050808) ( 0.000000000,-0.171572875) (-0.000000000,-0.171572875) 0.4075D-14 w,z,zex,err: ( 1.000000000, 2.000000000) (-0.245158096,-0.382817506) (-0.245158096,-0.382817506) 0.1152D-13 w,z,zex,err: ( 2.000000000, 2.236067977) (-0.298402538,-0.560491614) (-0.298402538,-0.560491614) 0.1616D-13 w,z,zex,err: ( 3.000000000, 2.449489743) (-0.295734162,-0.678627544) (-0.295734162,-0.678627544) 0.1876D-13 w,z,zex,err: ( 4.000000000, 2.645751311) (-0.276269187,-0.757379141) (-0.276269187,-0.757379141) 0.2011D-13 TEST02 Determine the resistance of an L-shaped resistor. ndig = 1: r,errest: 0.173778177476208D+01 0.104871711682982D-01 ndig = 6: r,errest: 0.173205083229547D+01 0.609467013870173D-07 ndig = 11: r,errest: 0.173205080756886D+01 0.243842152893326D-13 TEST03 Generate a rectilinear grid. the sum-of-squares error at step 1 is 0.6139E+01 the sum-of-squares error at step 2 is 0.6139E+01 the sum-of-squares error at step 3 is 0.6139E+01 the sum-of-squares error at step 4 is 0.6139E+01 the sum-of-squares error at step 5 is 0.6139E+01 the sum-of-squares error at step 6 is 0.6139E+01 the sum-of-squares error at step 7 is 0.6709E+01 the sum-of-squares error at step 8 is 0.5246E+01 the sum-of-squares error at step 9 is 0.1984E+01 the sum-of-squares error at step 10 is 0.1075E+01 the sum-of-squares error at step 11 is 0.1755E+01 the sum-of-squares error at step 12 is 0.6632E+00 the sum-of-squares error at step 13 is 0.6632E+00 the sum-of-squares error at step 14 is 0.6250E+00 the sum-of-squares error at step 15 is 0.2198E+00 the sum-of-squares error at step 16 is 0.3052E+00 the sum-of-squares error at step 17 is 0.1792E+00 the sum-of-squares error at step 18 is 0.1571E+00 the sum-of-squares error at step 19 is 0.1111E+00 the sum-of-squares error at step 20 is 0.8965E-01 the sum-of-squares error at step 21 is 0.8965E-01 the sum-of-squares error at step 22 is 0.5539E-01 the sum-of-squares error at step 23 is 0.5539E-01 the sum-of-squares error at step 24 is 0.5539E-01 the sum-of-squares error at step 25 is 0.3385E-01 the sum-of-squares error at step 26 is 0.9835E-02 the sum-of-squares error at step 27 is 0.4752E-03 the sum-of-squares error at step 28 is 0.1194E-04 the sum-of-squares error at step 29 is 0.8662E-06 the sum-of-squares error at step 30 is 0.4395E-07 the sum-of-squares error at step 31 is 0.5372E-09 parameters defining map: (n = 6) (nptsq = 3) k w(k) th(k)/pi betam(k) z(k) --- ---- -------- -------- ---- 1 ( 0.000, 1.000) 0.84160087 -0.50000 (-0.87871847, 0.47734040) 2 ( 0.000, 0.000) 0.84642843 -0.50000 (-0.88585658, 0.46395918) 3 ( 2.000, 0.000) 1.38632016 0.25000 (-0.34959216,-0.93690198) 4 ( 3.000,-1.000) 1.65452175 -0.50000 ( 0.46660146,-0.88446768) 5 ( 3.500,-0.500) 1.65867054 -0.43717 ( 0.47808947,-0.87831114) 6 ( 2.500, 1.000) 2.00000000 -0.31283 ( 1.00000000, 0.00000000) wc = ( 0.20000000E+01, 0.50000000E+00) c = ( 0.56710528E+00, 0.31702534E+00) errest: 0.5284E-04 vertices of image rectangle: ( 0.000000E+00, 0.100000E+01) ( 0.000000E+00, 0.000000E+00) ( 0.401087E+01,-0.212712E-06) ( 0.401087E+01, 0.100000E+01) finished row 0/21 of grid points finished row 1/21 of grid points finished row 2/21 of grid points finished row 3/21 of grid points finished row 4/21 of grid points finished row 5/21 of grid points finished row 6/21 of grid points finished row 7/21 of grid points finished row 8/21 of grid points finished row 9/21 of grid points finished row 10/21 of grid points finished row 11/21 of grid points finished row 12/21 of grid points finished row 13/21 of grid points finished row 14/21 of grid points finished row 15/21 of grid points finished row 16/21 of grid points finished row 17/21 of grid points finished row 18/21 of grid points finished row 19/21 of grid points finished row 20/21 of grid points finished row 21/21 of grid points SCPACK_PRB: Normal end of execution. 6 February 2011 3:24:39.052 PM