pde3.c running xmin=-1, xmax=1, nx=11, h=0.2 ymin=-1, ymax=1, ny=11, h=0.2 exact solution -10.000 -7.032 -4.496 -2.344 -0.528 1.000 2.288 3.384 4.336 5.192 6.000 -7.392 -4.784 -2.560 -0.672 0.928 2.288 3.456 4.480 5.408 6.288 7.168 -5.136 -2.856 -0.912 0.744 2.160 3.384 4.464 5.448 6.384 7.320 8.304 -3.184 -1.200 0.496 1.952 3.216 4.336 5.360 6.336 7.312 8.336 9.456 -1.488 0.232 1.712 3.000 4.144 5.192 6.192 7.192 8.240 9.384 10.672 0.000 1.488 2.784 3.936 4.992 6.000 7.008 8.064 9.216 10.512 12.000 1.328 2.616 3.760 4.808 5.808 6.808 7.856 9.000 10.288 11.768 13.488 2.544 3.664 4.688 5.664 6.640 7.664 8.784 10.048 11.504 13.200 15.184 3.696 4.680 5.616 6.552 7.536 8.616 9.840 11.256 12.912 14.856 17.136 4.832 5.712 6.592 7.520 8.544 9.712 11.072 12.672 14.560 16.784 19.392 6.000 6.808 7.664 8.616 9.712 11.000 12.528 14.344 16.496 19.032 22.000 initial condition computed solution -10.000 -7.032 -4.496 -2.344 -0.528 1.000 2.288 3.384 4.336 5.192 6.000 -7.392 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 7.168 -5.136 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 8.304 -3.184 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 9.456 -1.488 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 10.672 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 12.000 1.328 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 13.488 2.544 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 15.184 3.696 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 17.136 4.832 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 19.392 6.000 6.808 7.664 8.616 9.712 11.000 12.528 14.344 16.496 19.032 22.000 iter k=0, diff=70.376, error=444.936, avg=5.49304, max=13.044 iter k=1, diff=45.86, error=400.507, avg=4.94453, max=11.074 iter k=2, diff=35.3498, error=366.824, avg=4.52869, max=9.85063 iter k=3, diff=28.9372, error=339.9, avg=4.19629, max=9.23481 iter k=4, diff=24.6862, error=317.404, avg=3.91857, max=8.51834 iter k=5, diff=21.4912, error=297.891, avg=3.67766, max=7.88111 iter k=6, diff=19.0333, error=280.371, avg=3.46137, max=7.3245 iter k=7, diff=17.0273, error=264.432, avg=3.26459, max=6.90272 iter k=8, diff=15.4048, error=249.802, avg=3.08397, max=6.55505 iter k=9, diff=14.0228, error=236.289, avg=2.91715, max=6.22601 iter k=10, diff=12.8833, error=223.738, avg=2.7622, max=5.88227 iter k=11, diff=11.9129, error=212.033, avg=2.61769, max=5.57053 iter k=12, diff=11.072, error=201.075, avg=2.48241, max=5.25121 iter k=13, diff=10.3309, error=190.789, avg=2.35542, max=4.96702 iter k=14, diff=9.69891, error=181.109, avg=2.23591, max=4.67886 iter k=15, diff=9.13457, error=171.982, avg=2.12323, max=4.42449 iter k=16, diff=8.62171, error=163.362, avg=2.01681, max=4.16802 iter k=17, diff=8.1509, error=155.211, avg=1.91618, max=3.94229 iter k=18, diff=7.7164, error=147.494, avg=1.82092, max=3.71544 iter k=19, diff=7.31081, error=140.184, avg=1.73066, max=3.51582 iter k=20, diff=6.93203, error=133.252, avg=1.64508, max=3.33423 iter k=21, diff=6.57616, error=126.675, avg=1.56389, max=3.15713 iter k=22, diff=6.24197, error=120.433, avg=1.48683, max=3.00057 iter k=23, diff=5.92658, error=114.507, avg=1.41367, max=2.85976 iter k=24, diff=5.62928, error=108.878, avg=1.34417, max=2.71849 iter k=25, diff=5.34785, error=103.53, avg=1.27815, max=2.59015 iter k=26, diff=5.08188, error=98.4479, avg=1.21541, max=2.46153 iter k=27, diff=4.82961, error=93.6183, avg=1.15578, max=2.34486 iter k=28, diff=4.59077, error=89.0275, avg=1.0991, max=2.22803 iter k=29, diff=4.36394, error=84.6636, avg=1.04523, max=2.12216 iter k=30, diff=4.14894, error=80.5146, avg=0.994008, max=2.01619 iter k=31, diff=3.94456, error=76.5701, avg=0.945309, max=1.92023 iter k=32, diff=3.75071, error=72.8193, avg=0.899004, max=1.82421 iter k=33, diff=3.56632, error=69.253, avg=0.854976, max=1.73729 iter k=34, diff=3.39134, error=65.8617, avg=0.813107, max=1.65034 iter k=35, diff=3.22484, error=62.6368, avg=0.773294, max=1.57165 iter k=36, diff=3.06678, error=59.5701, avg=0.735433, max=1.49294 iter k=37, diff=2.91634, error=56.6537, avg=0.699429, max=1.42172 iter k=38, diff=2.77351, error=53.8802, avg=0.665188, max=1.35049 iter k=39, diff=2.63753, error=51.2427, avg=0.632626, max=1.28604 iter k=40, diff=2.50841, error=48.7343, avg=0.601658, max=1.22159 iter k=41, diff=2.38548, error=46.3488, avg=0.572207, max=1.16329 iter k=42, diff=2.26873, error=44.0801, avg=0.544198, max=1.10498 iter k=43, diff=2.15757, error=41.9225, avg=0.517562, max=1.05224 iter k=44, diff=2.052, error=39.8705, avg=0.492228, max=0.999489 iter k=45, diff=1.95147, error=37.919, avg=0.468136, max=0.951776 iter k=46, diff=1.856, error=36.063, avg=0.445223, max=0.90406 iter k=47, diff=1.76508, error=34.298, avg=0.423432, max=0.8609 iter k=48, diff=1.67873, error=32.6192, avg=0.402706, max=0.817739 iter k=49, diff=1.59651, error=31.0227, avg=0.382996, max=0.778698 computed solution -10.000 -7.032 -4.496 -2.344 -0.528 1.000 2.288 3.384 4.336 5.192 6.000 -7.392 -4.856 -2.697 -0.861 0.704 2.051 3.230 4.286 5.267 6.213 7.168 -5.136 -2.993 -1.173 0.383 1.733 2.933 4.032 5.079 6.114 7.178 8.304 -3.184 -1.389 0.135 1.453 2.627 3.712 4.764 5.826 6.940 8.140 9.456 -1.488 0.009 1.286 2.411 3.447 4.456 5.487 6.590 7.800 9.152 10.672 0.000 1.252 2.334 3.313 4.257 5.221 6.264 7.427 8.752 10.267 12.000 1.328 2.390 3.329 4.213 5.104 6.065 7.144 8.392 9.844 11.534 13.488 2.544 3.471 4.320 5.155 6.039 7.028 8.176 9.528 11.125 13.000 15.184 3.696 4.539 5.348 6.181 7.097 8.153 9.396 10.877 12.635 14.710 17.136 4.832 5.638 6.451 7.324 8.313 9.468 10.838 12.472 14.414 16.707 19.392 6.000 6.808 7.664 8.616 9.712 11.000 12.528 14.344 16.496 19.032 22.000 difference exact-computed solution 0.0718 0.1369 0.1894 0.2236 0.2368 0.2264 0.1938 0.1413 0.0746 0.1368 0.2612 0.3607 0.4269 0.4511 0.4321 0.3691 0.2696 0.1420 0.1892 0.3605 0.4989 0.5891 0.6239 0.5962 0.5105 0.3720 0.1964 0.2232 0.4263 0.5886 0.6965 0.7359 0.7049 0.6021 0.4399 0.2316 0.2362 0.4500 0.6228 0.7353 0.7787 0.7440 0.6371 0.4642 0.2451 0.2256 0.4307 0.5947 0.7037 0.7434 0.7121 0.6082 0.4443 0.2339 0.1930 0.3677 0.5089 0.6006 0.6361 0.6077 0.5204 0.3792 0.2002 0.1406 0.2684 0.3706 0.4386 0.4632 0.4437 0.3789 0.2768 0.1457 0.0742 0.1413 0.1955 0.2308 0.2444 0.2335 0.2000 0.1457 0.0769 iter k=50, diff=1.51841, error=29.5043, avg=0.364251, max=0.739656 iter k=51, diff=1.44404, error=28.0603, avg=0.346423, max=0.704343 iter k=52, diff=1.3734, error=26.6869, avg=0.329467, max=0.669028 iter k=53, diff=1.30614, error=25.3807, avg=0.313342, max=0.637086 iter k=54, diff=1.24225, error=24.1385, avg=0.298006, max=0.605144 iter k=55, diff=1.18141, error=22.9571, avg=0.28342, max=0.576251 iter k=56, diff=1.12362, error=21.8334, avg=0.269549, max=0.547358 iter k=57, diff=1.06859, error=20.7648, avg=0.256356, max=0.521225 iter k=58, diff=1.01632, error=19.7485, avg=0.243809, max=0.495091 iter k=59, diff=0.966549, error=18.782, avg=0.231876, max=0.471453 iter k=60, diff=0.919271, error=17.8627, avg=0.220527, max=0.447814 iter k=61, diff=0.874251, error=16.9884, avg=0.209734, max=0.426433 iter k=62, diff=0.831488, error=16.157, avg=0.199469, max=0.405052 iter k=63, diff=0.790767, error=15.3662, avg=0.189706, max=0.385713 iter k=64, diff=0.752087, error=14.6141, avg=0.180421, max=0.366373 iter k=65, diff=0.715255, error=13.8989, avg=0.171591, max=0.34888 iter k=66, diff=0.680269, error=13.2186, avg=0.163192, max=0.331388 iter k=67, diff=0.646954, error=12.5716, avg=0.155205, max=0.315565 iter k=68, diff=0.615309, error=11.9563, avg=0.147609, max=0.299743 iter k=69, diff=0.585175, error=11.3711, avg=0.140384, max=0.285432 iter k=70, diff=0.556552, error=10.8146, avg=0.133513, max=0.27112 iter k=71, diff=0.529296, error=10.2853, avg=0.126979, max=0.258175 iter k=72, diff=0.503406, error=9.78189, avg=0.120764, max=0.245231 iter k=73, diff=0.478752, error=9.30314, avg=0.114854, max=0.233522 iter k=74, diff=0.455335, error=8.8478, avg=0.109232, max=0.221813 iter k=75, diff=0.433036, error=8.41477, avg=0.103886, max=0.211222 iter k=76, diff=0.411854, error=8.00291, avg=0.0988014, max=0.200632 iter k=77, diff=0.391684, error=7.61123, avg=0.0939658, max=0.191053 iter k=78, diff=0.372526, error=7.2387, avg=0.0893667, max=0.181473 iter k=79, diff=0.354282, error=6.88442, avg=0.0849928, max=0.172809 iter k=80, diff=0.336953, error=6.54747, avg=0.0808329, max=0.164144 iter k=81, diff=0.320451, error=6.22702, avg=0.0768768, max=0.156307 iter k=82, diff=0.304777, error=5.92224, avg=0.0731141, max=0.14847 iter k=83, diff=0.289851, error=5.63239, avg=0.0695357, max=0.141381 iter k=84, diff=0.275673, error=5.35672, avg=0.0661323, max=0.134292 iter k=85, diff=0.262172, error=5.09454, avg=0.0628956, max=0.12788 iter k=86, diff=0.249349, error=4.8452, avg=0.0598172, max=0.121468 iter k=87, diff=0.237137, error=4.60806, avg=0.0568896, max=0.115669 iter k=88, diff=0.225538, error=4.38252, avg=0.0541052, max=0.109869 iter k=89, diff=0.214493, error=4.16803, avg=0.0514571, max=0.104623 iter k=90, diff=0.204001, error=3.96403, avg=0.0489386, max=0.0993776 iter k=91, diff=0.19401, error=3.77002, avg=0.0465434, max=0.0946327 iter k=92, diff=0.184521, error=3.5855, avg=0.0442654, max=0.0898879 iter k=93, diff=0.175484, error=3.41001, avg=0.0420989, max=0.0855961 iter k=94, diff=0.1669, error=3.24311, avg=0.0400384, max=0.0813043 iter k=95, diff=0.158727, error=3.08439, avg=0.0380788, max=0.0774224 iter k=96, diff=0.150963, error=2.93342, avg=0.0362151, max=0.0735405 iter k=97, diff=0.14357, error=2.78985, avg=0.0344426, max=0.0700292 iter k=98, diff=0.136547, error=2.65331, avg=0.0327569, max=0.066518 iter k=99, diff=0.12986, error=2.52345, avg=0.0311536, max=0.063342 computed solution -10.000 -7.032 -4.496 -2.344 -0.528 1.000 2.288 3.384 4.336 5.192 6.000 -7.392 -4.790 -2.571 -0.688 0.909 2.268 3.437 4.464 5.397 6.282 7.168 -5.136 -2.867 -0.934 0.714 2.125 3.347 4.429 5.418 6.362 7.309 8.304 -3.184 -1.216 0.466 1.911 3.167 4.285 5.311 6.295 7.282 8.320 9.456 -1.488 0.213 1.677 2.951 4.087 5.132 6.135 7.143 8.205 9.365 10.672 0.000 1.468 2.747 3.885 4.932 5.937 6.948 8.013 9.179 10.492 12.000 1.328 2.597 3.725 4.759 5.751 6.748 7.799 8.951 10.253 11.749 13.488 2.544 3.648 4.658 5.623 6.591 7.613 8.735 10.007 11.474 13.184 15.184 3.696 4.669 5.594 6.522 7.501 8.579 9.805 11.226 12.890 14.845 17.136 4.832 5.706 6.581 7.504 8.525 9.692 11.053 12.656 14.549 16.778 19.392 6.000 6.808 7.664 8.616 9.712 11.000 12.528 14.344 16.496 19.032 22.000 difference exact-computed solution 0.0060 0.0115 0.0158 0.0186 0.0196 0.0186 0.0158 0.0115 0.0060 0.0115 0.0219 0.0301 0.0354 0.0372 0.0354 0.0301 0.0219 0.0115 0.0158 0.0301 0.0414 0.0487 0.0512 0.0487 0.0415 0.0301 0.0158 0.0186 0.0354 0.0487 0.0573 0.0602 0.0573 0.0487 0.0354 0.0186 0.0196 0.0372 0.0512 0.0602 0.0633 0.0602 0.0513 0.0372 0.0196 0.0186 0.0354 0.0487 0.0573 0.0602 0.0573 0.0487 0.0354 0.0186 0.0158 0.0301 0.0415 0.0487 0.0513 0.0487 0.0415 0.0301 0.0158 0.0115 0.0219 0.0301 0.0354 0.0372 0.0354 0.0301 0.0219 0.0115 0.0060 0.0115 0.0158 0.0186 0.0196 0.0186 0.0158 0.0115 0.0061 iter k=100, diff=0.123508, error=2.39994, avg=0.0296289, max=0.0601661 iter k=101, diff=0.117459, error=2.28248, avg=0.0281787, max=0.0572934 iter k=102, diff=0.111714, error=2.17076, avg=0.0267996, max=0.0544207 iter k=103, diff=0.106243, error=2.06452, avg=0.0254879, max=0.0518224 iter k=104, diff=0.101046, error=1.96347, avg=0.0242404, max=0.049224 iter k=105, diff=0.0960978, error=1.86738, avg=0.023054, max=0.0468738 iter k=106, diff=0.0913973, error=1.77598, avg=0.0219257, max=0.0445235 iter k=107, diff=0.0869213, error=1.68906, avg=0.0208526, max=0.0423977 iter k=108, diff=0.0826696, error=1.60639, avg=0.019832, max=0.0402719 iter k=109, diff=0.078621, error=1.52777, avg=0.0188613, max=0.0383491 iter k=110, diff=0.0747754, error=1.45299, avg=0.0179382, max=0.0364263 iter k=111, diff=0.0711134, error=1.38188, avg=0.0170602, max=0.0346871 iter k=112, diff=0.067635, error=1.31424, avg=0.0162252, max=0.0329479 iter k=113, diff=0.0643227, error=1.24992, avg=0.0154311, max=0.0313748 iter k=114, diff=0.0611764, error=1.18874, avg=0.0146759, max=0.0298016 iter k=115, diff=0.0581804, error=1.13056, avg=0.0139576, max=0.0283787 iter k=116, diff=0.0553346, error=1.07523, avg=0.0132744, max=0.0269558 iter k=117, diff=0.0526247, error=1.0226, avg=0.0126247, max=0.0256688 iter k=118, diff=0.0500506, error=0.972554, avg=0.0120068, max=0.0243818 iter k=119, diff=0.0475995, error=0.924955, avg=0.0114192, max=0.0232177 iter k=120, diff=0.0452712, error=0.879683, avg=0.0108603, max=0.0220535 iter k=121, diff=0.0430541, error=0.836629, avg=0.0103288, max=0.0210006 iter k=122, diff=0.0409482, error=0.795681, avg=0.00982322, max=0.0199476 iter k=123, diff=0.0389428, error=0.756738, avg=0.00934245, max=0.0189952 iter k=124, diff=0.037038, error=0.7197, avg=0.00888519, max=0.0180428 iter k=125, diff=0.0352241, error=0.684476, avg=0.00845032, max=0.0171813 iter k=126, diff=0.0335012, error=0.650975, avg=0.00803673, max=0.0163199 iter k=127, diff=0.0318605, error=0.619115, avg=0.00764339, max=0.0155406 iter k=128, diff=0.0303021, error=0.588812, avg=0.00726929, max=0.0147614 iter k=129, diff=0.0288181, error=0.559994, avg=0.00691351, max=0.0140566 iter k=130, diff=0.0274085, error=0.532586, avg=0.00657513, max=0.0133519 iter k=131, diff=0.0260662, error=0.50652, avg=0.00625333, max=0.0127144 iter k=132, diff=0.0247912, error=0.481728, avg=0.00594727, max=0.0120769 iter k=133, diff=0.0235771, error=0.458151, avg=0.00565619, max=0.0115002 iter k=134, diff=0.0224239, error=0.435727, avg=0.00537935, max=0.0109236 iter k=135, diff=0.0213257, error=0.414402, avg=0.00511607, max=0.0104021 iter k=136, diff=0.0202826, error=0.394119, avg=0.00486567, max=0.00988051 iter k=137, diff=0.0192893, error=0.37483, avg=0.00462753, max=0.00940876 iter k=138, diff=0.0183458, error=0.356484, avg=0.00440104, max=0.00893701 iter k=139, diff=0.0174473, error=0.339037, avg=0.00418564, max=0.0085103 iter k=140, diff=0.0165939, error=0.322443, avg=0.00398078, max=0.0080836 iter k=141, diff=0.0157812, error=0.306662, avg=0.00378595, max=0.00769764 iter k=142, diff=0.0150093, error=0.291652, avg=0.00360065, max=0.00731168 iter k=143, diff=0.0142743, error=0.277378, avg=0.00342442, max=0.00696258 iter k=144, diff=0.0135761, error=0.263802, avg=0.00325682, max=0.00661348 iter k=145, diff=0.0129112, error=0.250891, avg=0.00309742, max=0.00629771 iter k=146, diff=0.0122797, error=0.238611, avg=0.00294582, max=0.00598195 iter k=147, diff=0.0116783, error=0.226933, avg=0.00280164, max=0.00569634 iter k=148, diff=0.0111071, error=0.215826, avg=0.00266452, max=0.00541072 iter k=149, diff=0.0105631, error=0.205263, avg=0.00253411, max=0.00515238 computed solution -10.000 -7.032 -4.496 -2.344 -0.528 1.000 2.288 3.384 4.336 5.192 6.000 -7.392 -4.784 -2.561 -0.673 0.926 2.286 3.454 4.479 5.407 6.288 7.168 -5.136 -2.857 -0.914 0.742 2.157 3.381 4.461 5.446 6.382 7.319 8.304 -3.184 -1.201 0.494 1.949 3.212 4.332 5.356 6.333 7.310 8.335 9.456 -1.488 0.230 1.709 2.996 4.139 5.187 6.187 7.188 8.237 9.382 10.672 0.000 1.486 2.781 3.932 4.987 5.995 7.003 8.060 9.213 10.510 12.000 1.328 2.614 3.757 4.804 5.803 6.803 7.851 8.996 10.285 11.766 13.488 2.544 3.663 4.686 5.661 6.636 7.660 8.780 10.045 11.502 13.199 15.184 3.696 4.679 5.614 6.550 7.533 8.613 9.837 11.254 12.910 14.855 17.136 4.832 5.712 6.591 7.519 8.542 9.710 11.070 12.671 14.559 16.784 19.392 6.000 6.808 7.664 8.616 9.712 11.000 12.528 14.344 16.496 19.032 22.000 difference exact-computed solution 0.0005 0.0009 0.0013 0.0015 0.0016 0.0015 0.0013 0.0009 0.0005 0.0009 0.0018 0.0024 0.0029 0.0030 0.0029 0.0024 0.0018 0.0009 0.0013 0.0024 0.0034 0.0040 0.0042 0.0040 0.0034 0.0024 0.0013 0.0015 0.0029 0.0040 0.0047 0.0049 0.0047 0.0040 0.0029 0.0015 0.0016 0.0030 0.0042 0.0049 0.0052 0.0049 0.0042 0.0030 0.0016 0.0015 0.0029 0.0040 0.0047 0.0049 0.0047 0.0040 0.0029 0.0015 0.0013 0.0024 0.0034 0.0040 0.0042 0.0040 0.0034 0.0024 0.0013 0.0009 0.0018 0.0024 0.0029 0.0030 0.0029 0.0024 0.0018 0.0009 0.0005 0.0009 0.0013 0.0015 0.0016 0.0015 0.0013 0.0009 0.0005 iter k=150, diff=0.0100464, error=0.195216, avg=0.00241008, max=0.00489405 iter k=151, diff=0.00955442, error=0.185662, avg=0.00229212, max=0.00466038 iter k=152, diff=0.00908708, error=0.176575, avg=0.00217994, max=0.00442671 iter k=153, diff=0.00864205, error=0.167933, avg=0.00207324, max=0.00421535 iter k=154, diff=0.00821934, error=0.159713, avg=0.00197177, max=0.00400399 iter k=155, diff=0.00781681, error=0.151897, avg=0.00187527, max=0.00381282 iter k=156, diff=0.00743446, error=0.144462, avg=0.00178348, max=0.00362165 iter k=157, diff=0.00707037, error=0.137392, avg=0.00169619, max=0.00344873 iter k=158, diff=0.00672454, error=0.130667, avg=0.00161318, max=0.00327581 iter k=159, diff=0.00639521, error=0.124272, avg=0.00153422, max=0.0031194 iter k=160, diff=0.0060824, error=0.11819, avg=0.00145913, max=0.002963 iter k=161, diff=0.00578452, error=0.112405, avg=0.00138772, max=0.00282153 iter k=162, diff=0.00550158, error=0.106904, avg=0.0013198, max=0.00268006 iter k=163, diff=0.00523215, error=0.101671, avg=0.0012552, max=0.00255209 iter k=164, diff=0.00497623, error=0.0966952, avg=0.00119377, max=0.00242413 iter k=165, diff=0.00473253, error=0.0919626, avg=0.00113534, max=0.00230839 iter k=166, diff=0.00450104, error=0.0874616, avg=0.00107977, max=0.00219265 iter k=167, diff=0.00428061, error=0.083181, avg=0.00102693, max=0.00208796 iter k=168, diff=0.00407123, error=0.0791098, avg=0.000976664, max=0.00198327 iter k=169, diff=0.00387185, error=0.0752379, avg=0.000928863, max=0.00188858 iter k=170, diff=0.00368246, error=0.0715554, avg=0.000883401, max=0.00179388 iter k=171, diff=0.00350212, error=0.0680533, avg=0.000840165, max=0.00170823 iter k=172, diff=0.00333082, error=0.0647225, avg=0.000799043, max=0.00162258 iter k=173, diff=0.0031677, error=0.0615548, avg=0.000759936, max=0.00154511 iter k=174, diff=0.00301275, error=0.0585421, avg=0.000722741, max=0.00146764 iter k=175, diff=0.00286521, error=0.0556768, avg=0.000687369, max=0.00139757 iter k=176, diff=0.00272506, error=0.0529518, avg=0.000653726, max=0.00132749 iter k=177, diff=0.00259161, error=0.0503602, avg=0.000621731, max=0.00126411 iter k=178, diff=0.00246484, error=0.0478953, avg=0.000591301, max=0.00120073 iter k=179, diff=0.00234413, error=0.0455512, avg=0.000562361, max=0.0011434 iter k=180, diff=0.00222947, error=0.0433217, avg=0.000534836, max=0.00108607 iter k=181, diff=0.00212028, error=0.0412015, avg=0.00050866, max=0.00103421 iter k=182, diff=0.00201657, error=0.0391849, avg=0.000483764, max=0.000982359 iter k=183, diff=0.00191782, error=0.0372671, avg=0.000460087, max=0.000935456 iter k=184, diff=0.00182401, error=0.0354431, avg=0.000437569, max=0.000888552 iter k=185, diff=0.00173468, error=0.0337084, avg=0.000416153, max=0.000846128 iter k=186, diff=0.00164983, error=0.0320586, avg=0.000395785, max=0.000803703 iter k=187, diff=0.00156903, error=0.0304895, avg=0.000376414, max=0.00076533 iter k=188, diff=0.00149229, error=0.0289972, avg=0.000357991, max=0.000726956 iter k=189, diff=0.0014192, error=0.027578, avg=0.000340469, max=0.000692247 iter k=190, diff=0.00134979, error=0.0262282, avg=0.000323805, max=0.000657538 iter k=191, diff=0.00128368, error=0.0249446, avg=0.000307958, max=0.000626144 iter k=192, diff=0.00122089, error=0.0237237, avg=0.000292885, max=0.000594749 iter k=193, diff=0.0011611, error=0.0225626, avg=0.00027855, max=0.000566352 iter k=194, diff=0.00110431, error=0.0214583, avg=0.000264917, max=0.000537955 iter k=195, diff=0.00105023, error=0.020408, avg=0.000251951, max=0.00051227 iter k=196, diff=0.000998856, error=0.0194092, avg=0.000239619, max=0.000486585 iter k=197, diff=0.000949938, error=0.0184592, avg=0.000227892, max=0.000463353 iter k=198, diff=0.000903473, error=0.0175558, avg=0.000216738, max=0.000440121 iter k=199, diff=0.000859227, error=0.0166965, avg=0.00020613, max=0.000419107 computed solution -10.000 -7.032 -4.496 -2.344 -0.528 1.000 2.288 3.384 4.336 5.192 6.000 -7.392 -4.784 -2.560 -0.672 0.928 2.288 3.456 4.480 5.408 6.288 7.168 -5.136 -2.856 -0.912 0.744 2.160 3.384 4.464 5.448 6.384 7.320 8.304 -3.184 -1.200 0.496 1.952 3.216 4.336 5.360 6.336 7.312 8.336 9.456 -1.488 0.232 1.712 3.000 4.144 5.192 6.192 7.192 8.240 9.384 10.672 0.000 1.488 2.784 3.936 4.992 6.000 7.008 8.064 9.216 10.512 12.000 1.328 2.616 3.760 4.808 5.808 6.808 7.856 9.000 10.288 11.768 13.488 2.544 3.664 4.688 5.664 6.640 7.664 8.784 10.048 11.504 13.200 15.184 3.696 4.680 5.616 6.552 7.536 8.616 9.840 11.256 12.912 14.856 17.136 4.832 5.712 6.592 7.520 8.544 9.712 11.072 12.672 14.560 16.784 19.392 6.000 6.808 7.664 8.616 9.712 11.000 12.528 14.344 16.496 19.032 22.000 difference exact-computed solution 0.0000 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0000 0.0001 0.0001 0.0002 0.0002 0.0002 0.0002 0.0002 0.0001 0.0001 0.0001 0.0002 0.0003 0.0003 0.0003 0.0003 0.0003 0.0002 0.0001 0.0001 0.0002 0.0003 0.0004 0.0004 0.0004 0.0003 0.0002 0.0001 0.0001 0.0002 0.0003 0.0004 0.0004 0.0004 0.0003 0.0002 0.0001 0.0001 0.0002 0.0003 0.0004 0.0004 0.0004 0.0003 0.0002 0.0001 0.0001 0.0002 0.0003 0.0003 0.0003 0.0003 0.0003 0.0002 0.0001 0.0001 0.0001 0.0002 0.0002 0.0002 0.0002 0.0002 0.0001 0.0001 0.0000 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0001 0.0000