From bug-octave-request at bevo dot che dot wisc dot edu Tue Feb 10 07:02:55 1998 Subject: Problems using the subplot-command From: Hans-Joerg Zander To: bug-octave at bevo dot che dot wisc dot edu Date: Tue, 10 Feb 1998 13:59:38 +0100 (MET) Bug report for Octave 2.0.9 configured for sparc-sun-solaris2.5.1 Description: ----------- The subplot command causes following problems: - If you plot a second curve into a subplot, the axis are redrawn. In this case you can see a second set of axis not matching the first set. This problem occurs always on my system. - Sometimes I use the subplot command only the first subplot is displayed correctly. This problem does not occur always, but it is possible to repeat the error. The error occurs in the file listed below. Repeat-By: --------- I tried to run the following m-File on octave. The picture output is just nonsense, lots of lines fill the complete screen. The file uses the subplot feature creating a 4x3-Matrix of subplots. The first picture (=subplot(4,3,1)): The coordinate axis are drawn twice, because there are 2 curves in this plot. These 2 coordinate axis do not match. All other pictures are drawn very strange: The height of the coordinate axis is very small and the lines are plottet all over the whole window, not just the subplot. Maybe it is not an octave problem but a gnuplot problem, but I dont't know. In my opinion the m-file is correct, it works fine in matlab. The file is listet below: %************************************************************ %* * %* Ausgabe der Messreihe 1 * %* * %************************************************************ NPkte=100; NKomp=10; NDiffKomp=10; NAlgKomp=0; NAbbKomp=0; P=[ ... ]; W=[ ... 1.5408042e+01; ... -5.3215615e-01; ... 8.3635772e-01; ... -4.1432592e-01; ... 5.8828044e-02; ... -3.6836161e-01; ... -1.0952470e-01; ... -4.0061394e-01; ... 5.1110610e-01; ... 1.8278159e-01; ... 8.5176398e-01; ... 6.9089560e-01; ... -6.5204146e-01; ... 3.1974787e-01; ... 8.8741619e-01; ... 1.2273006e-01; ... -2.0816380e-01; ... -2.2242660e-01; ... 4.9499411e-01; ... 1.9054327e-01; ... -6.9727356e-01; ... 4.5590015e-01; ... 4.5060737e-01; ... -5.3488790e-01; ... -1.0074034e-01; ... -6.5707175e-01; ... -8.7953123e-01; ... 7.0409395e-01; ... 2.5565018e-01; ... 3.3861831e-01; ... -3.5080512e-03; ... 2.0631818e-01; ... 6.3775918e-01; ... -3.1173998e-01; ... -5.1656349e-01; ... -3.0417016e-01; ... 5.4235831e-01; ... 2.1841202e-01; ... -9.0964295e-01; ... -7.9585153e-01; ... 6.2880864e-02; ... -6.0412772e-01; ... -5.4038337e-01; ... -1.6126760e-01; ... -1.1961791e+00; ... 1.3833570e+00; ... -1.7056290e-01; ... 2.5452416e-01; ... -6.1507425e-01; ... -9.3244828e-01; ... 4.8576894e-01; ... -7.1407384e-02; ... -1.5916059e-01; ... 7.8676632e-01; ... 7.6739165e-01; ... -8.2964761e-01; ... -9.1796343e-01; ... 2.4674983e-01; ... -3.2464019e-01; ... -9.3639505e-01; ... 3.4246534e-01; ... 2.5897860e-01; ... 1.5707514e-01; ... -9.1480759e-01; ... 3.2545833e-01; ... -8.5366969e-01; ... 9.3728211e-01; ... 5.2831283e-01; ... -8.9583197e-01; ... 1.0333970e+00; ... -3.2995348e-02; ... 1.5084369e-01; ... -4.8706679e-01; ... -8.2021341e-01; ... -4.9629223e-01; ... 3.5371039e-01; ... 5.7474727e-01; ... 2.5654185e-01; ... -1.4709785e-01; ... -3.3192105e-01; ... -4.3263376e-01; ... 4.6969426e-01; ... -4.9942006e-01; ... -9.7348717e-01; ... -4.0848934e-01; ... 6.8993948e-01; ... 8.3017093e-01; ... -5.3741119e-01; ... -1.4442061e-01; ... 1.4773999e-01; ... -6.4336736e-01; ... -2.4918539e-01; ... -5.4590257e-01; ... 1.2153511e+00; ... 1.7817090e-01; ... -5.5652966e-01; ... -5.3401565e-02; ... -6.5368038e-01; ... -6.7308279e-01; ... 1.7379341e-01; ... 2.5503253e-01; ... 4.3883534e-01; ... -1.9459024e-01; ... 7.6968717e-01; ... -8.2945756e-01; ... -1.0694197e+00]; M=[]; M=[M;[0.0000000e+00,1.0000000e+00,0.0000000e+00,0.0000000e+00,0.0000000e+00,0.0000000e+00,0.0000000e+00,0.0000000e+00,NaN,NaN,0.0000000e+00]]; M=[M;[3.9150000e-01,8.5817500e-01,8.5109000e-02,3.5461000e-02,2.0690000e-02,7.8320000e-03,3.3230000e-03,0.0000000e+00,NaN,NaN,0.0000000e+00]]; M=[M;[7.6972500e-01,5.9478100e-01,2.4000100e-01,8.9027000e-02,5.6826000e-02,2.4625000e-02,9.8290000e-03,3.3570000e-03,NaN,NaN,0.0000000e+00]]; M=[M;[7.8099000e-01,7.9064400e-01,1.5228600e-01,8.3698000e-02,5.1560000e-02,2.2880000e-02,9.6400000e-03,6.1310000e-03,NaN,NaN,0.0000000e+00]]; M=[M;[7.9114500e-01,8.0343500e-01,1.8705100e-01,6.1377000e-02,4.1558000e-02,1.9432000e-02,1.0012000e-02,5.3230000e-03,NaN,NaN,0.0000000e+00]]; M=[M;[8.2842800e-01,8.2305100e-01,1.7112500e-01,6.4418000e-02,4.8274000e-02,2.6620000e-02,1.2137000e-02,6.2470000e-03,NaN,NaN,0.0000000e+00]]; M=[M;[1.5470250e+00,4.5921700e-01,2.5190600e-01,1.6798800e-01,1.3306200e-01,7.9431000e-02,4.2513000e-02,2.2075000e-02,NaN,NaN,6.3390000e-03]]; M=[M;[1.5626330e+00,4.3674100e-01,2.6133300e-01,1.8043700e-01,1.3806400e-01,8.3343000e-02,4.4259000e-02,2.2372000e-02,NaN,NaN,3.5930000e-03]]; M=[M;[1.5778130e+00,4.8924000e-01,2.6171700e-01,1.6299400e-01,1.2683900e-01,8.1824000e-02,4.5079000e-02,1.8950000e-02,NaN,NaN,3.7510000e-03]]; M=[M;[1.5852230e+00,3.9887400e-01,2.5102400e-01,1.7209500e-01,1.4029500e-01,9.0414000e-02,4.3529000e-02,2.2736000e-02,NaN,NaN,2.4180000e-03]]; M=[M;[2.3417930e+00,3.2231300e-01,1.8863700e-01,1.9857700e-01,1.6974800e-01,1.2207900e-01,8.3628000e-02,4.4907000e-02,NaN,NaN,9.3700000e-03]]; M=[M;[2.3628830e+00,3.1617800e-01,2.2016100e-01,1.9208800e-01,1.7942400e-01,1.2836400e-01,7.9238000e-02,4.5609000e-02,NaN,NaN,1.0355000e-02]]; M=[M;[2.4931800e+00,2.4483500e-01,2.0251000e-01,1.9614100e-01,1.9319600e-01,1.5720900e-01,9.5561000e-02,6.1051000e-02,NaN,NaN,2.4282000e-02]]; M=[M;[3.1567200e+00,1.9746700e-01,1.3184600e-01,1.6913700e-01,1.6890000e-01,1.5578000e-01,1.1238500e-01,7.2264000e-02,NaN,NaN,2.3187000e-02]]; M=[M;[3.1882880e+00,3.1723900e-01,1.7076200e-01,1.7890000e-01,1.7181600e-01,1.4212700e-01,1.0291900e-01,6.8185000e-02,NaN,NaN,2.7388000e-02]]; M=[M;[3.1969580e+00,2.4426500e-01,1.8335100e-01,1.9113100e-01,1.9468000e-01,1.7425500e-01,1.1483400e-01,7.5661000e-02,NaN,NaN,2.7240000e-02]]; M=[M;[3.3975980e+00,1.8426000e-01,1.2896400e-01,1.6144900e-01,1.6921200e-01,1.7008900e-01,1.3646600e-01,1.0173100e-01,NaN,NaN,3.9968000e-02]]; M=[M;[3.9835950e+00,1.5500700e-01,1.0233600e-01,1.5472000e-01,1.4123000e-01,1.4811000e-01,1.3150100e-01,9.7581000e-02,NaN,NaN,4.8890000e-02]]; M=[M;[3.9903450e+00,1.8791600e-01,1.2267500e-01,1.4366300e-01,1.6138400e-01,1.5051500e-01,1.2062300e-01,8.8321000e-02,NaN,NaN,3.8975000e-02]]; M=[M;[4.0045800e+00,1.3459900e-01,1.0943400e-01,1.4067000e-01,1.7024400e-01,1.7050000e-01,1.3711400e-01,1.0452200e-01,NaN,NaN,5.0364000e-02]]; M=[M;[4.2020550e+00,1.3846700e-01,1.0056500e-01,1.2562100e-01,1.7129700e-01,1.7260800e-01,1.5295300e-01,1.1549900e-01,NaN,NaN,5.0873000e-02]]; M=[M;[4.8195150e+00,1.1753000e-01,8.9578000e-02,1.0992900e-01,1.3195600e-01,1.4263100e-01,1.1843000e-01,9.4598000e-02,NaN,NaN,6.0690000e-02]]; M=[M;[4.8195230e+00,1.1071900e-01,7.7533000e-02,1.0518500e-01,1.2193600e-01,1.3818700e-01,1.1640900e-01,1.0116900e-01,NaN,NaN,5.4999000e-02]]; M=[M;[4.8498080e+00,1.0843200e-01,8.3339000e-02,1.1298600e-01,1.5009100e-01,1.5641500e-01,1.4079100e-01,1.2331600e-01,NaN,NaN,7.4411000e-02]]; M=[M;[5.0889450e+00,8.2428000e-02,5.3097000e-02,8.9680000e-02,1.1978700e-01,1.4433900e-01,1.6129700e-01,1.2920200e-01,NaN,NaN,8.4556000e-02]]; M=[M;[5.6662580e+00,9.3124000e-02,6.0057000e-02,9.8393000e-02,1.0948700e-01,1.2857500e-01,1.1840800e-01,9.6942000e-02,NaN,NaN,7.2054000e-02]]; M=[M;[5.6683130e+00,5.0361000e-02,0.0000000e+00,2.6624000e-02,9.3265000e-02,1.2087000e-01,1.0095500e-01,1.0651500e-01,NaN,NaN,5.8933000e-02]]; M=[M;[5.7361130e+00,8.6282000e-02,6.3232000e-02,8.5232000e-02,1.1480800e-01,1.4743100e-01,1.3606500e-01,1.1414800e-01,NaN,NaN,9.5632000e-02]]; M=[M;[5.9428350e+00,8.2318000e-02,5.4095000e-02,7.6773000e-02,1.1046200e-01,1.1502200e-01,1.2072600e-01,1.0872200e-01,NaN,NaN,1.0213000e-01]]; G=[]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; G=[G;[1.0000000e+00,1.0000000e-01,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,5.0000000e-02,0.0000000e+00,0.0000000e+00,1.0000000e+12]]; Y=[]; Y=[Y; [0.0000000e+00, 1.0000000e+00, 0.0000000e+00, 0.0000000e+00, 0.0000000e+00, 0.0000000e+00, 0.0000000e+00, 0.0000000e+00, 0.0000000e+00, 0.0000000e+00, 0.0000000e+00]]; Y=[Y; [6.0606061e-02, 9.5896907e-01, 2.6694031e-02, 1.0273757e-02, 3.1126981e-03, 7.6297805e-04, 1.5566333e-04, 2.7078825e-05, 4.0957512e-06, 5.4720677e-07, 6.5412721e-08]]; Y=[Y; [1.2121212e-01, 9.2637713e-01, 4.2299730e-02, 1.9886709e-02, 7.8591312e-03, 2.6110068e-03, 7.3832862e-04, 1.8044161e-04, 3.8673027e-05, 7.3631122e-06, 1.2592405e-06]]; Y=[Y; [1.8181818e-01, 8.9610924e-01, 5.5766283e-02, 2.8424319e-02, 1.2633949e-02, 4.8425598e-03, 1.6058120e-03, 4.6500170e-04, 1.1888241e-04, 2.7121730e-05, 5.5752386e-06]]; Y=[Y; [2.4242424e-01, 8.6716421e-01, 6.8121388e-02, 3.6347200e-02, 1.7302452e-02, 7.2338704e-03, 2.6499258e-03, 8.5488950e-04, 2.4487106e-04, 6.2829551e-05, 1.4564447e-05]]; Y=[Y; [3.0303030e-01, 8.3916978e-01, 7.9688626e-02, 4.3864428e-02, 2.1865624e-02, 9.7042673e-03, 3.8125176e-03, 1.3285421e-03, 4.1305944e-04, 1.1542819e-04, 2.9210663e-05]]; Y=[Y; [3.6363636e-01, 8.1194866e-01, 9.0604882e-02, 5.1082208e-02, 2.6341571e-02, 1.2220436e-02, 5.0610462e-03, 1.8705864e-03, 6.1953548e-04, 1.8498281e-04, 5.0125392e-05]]; Y=[Y; [4.2424242e-01, 7.8540547e-01, 1.0093683e-01, 5.8059346e-02, 3.0747505e-02, 1.4767685e-02, 6.3763834e-03, 2.4702898e-03, 8.6090366e-04, 2.7122880e-04, 7.7702471e-05]]; Y=[Y; [4.8484848e-01, 7.5948552e-01, 1.1071937e-01, 6.4830075e-02, 3.5097054e-02, 1.7339519e-02, 7.7468666e-03, 3.1201388e-03, 1.1344269e-03, 3.7381424e-04, 1.1221460e-04]]; Y=[Y; [5.4545455e-01, 7.3415643e-01, 1.1997143e-01, 7.1414695e-02, 3.9400421e-02, 1.9933279e-02, 9.1652132e-03, 3.8148447e-03, 1.4379750e-03, 4.9240682e-04, 1.5387112e-04]]; Y=[Y; [6.0606061e-01, 7.0939898e-01, 1.2870349e-01, 7.7825033e-02, 4.3665011e-02, 2.2548169e-02, 1.0626825e-02, 4.5506749e-03, 1.7699299e-03, 6.2673866e-04, 2.0285262e-04]]; Y=[Y; [6.6666667e-01, 6.8520190e-01, 1.3692152e-01, 8.4067473e-02, 4.7895997e-02, 2.5184269e-02, 1.2128803e-02, 5.3250058e-03, 2.1290918e-03, 7.7662218e-04, 2.5933137e-04]]; Y=[Y; [7.2727273e-01, 6.6155893e-01, 1.4462924e-01, 9.0144758e-02, 5.2096779e-02, 2.7842027e-02, 1.3669352e-02, 6.1360159e-03, 2.5146005e-03, 9.4195274e-04, 3.2348371e-04]]; Y=[Y; [7.8787879e-01, 6.3846683e-01, 1.5182950e-01, 9.6057134e-02, 5.6269322e-02, 3.0521976e-02, 1.5247395e-02, 6.9824717e-03, 2.9258698e-03, 1.1227052e-03, 3.9549729e-04]]; 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Y=[Y; [4.1212121e+00, 6.0180461e-02, 9.3110271e-02, 1.3629346e-01, 1.5716456e-01, 1.5236853e-01, 1.2932090e-01, 9.8709411e-02, 6.9018298e-02, 4.4768846e-02, 2.7171250e-02]]; Y=[Y; [4.1818182e+00, 5.7500499e-02, 9.0150957e-02, 1.3362628e-01, 1.5583841e-01, 1.5261524e-01, 1.3070456e-01, 1.0057871e-01, 7.0847106e-02, 4.6271454e-02, 2.8266878e-02]]; Y=[Y; [4.2424242e+00, 5.4941824e-02, 8.7254321e-02, 1.3094533e-01, 1.5443271e-01, 1.5276554e-01, 1.3201657e-01, 1.0241565e-01, 7.2676149e-02, 4.7792536e-02, 2.9386615e-02]]; Y=[Y; [4.3030303e+00, 5.2499066e-02, 8.4421405e-02, 1.2825513e-01, 1.5295157e-01, 1.5282069e-01, 1.3325562e-01, 1.0421795e-01, 7.4503477e-02, 4.9330975e-02, 3.0530099e-02]]; Y=[Y; [4.3636364e+00, 5.0167068e-02, 8.1653021e-02, 1.2555997e-01, 1.5139912e-01, 1.5278212e-01, 1.3442057e-01, 1.0598338e-01, 7.6327123e-02, 5.0885605e-02, 3.1696924e-02]]; Y=[Y; [4.4242424e+00, 4.7940883e-02, 7.8949764e-02, 1.2286393e-01, 1.4977946e-01, 1.5265138e-01, 1.3551042e-01, 1.0770981e-01, 7.8145106e-02, 5.2455212e-02, 3.2886635e-02]]; Y=[Y; [4.4848485e+00, 4.5815767e-02, 7.6312029e-02, 1.2017089e-01, 1.4809668e-01, 1.5243019e-01, 1.3652431e-01, 1.0939514e-01, 7.9955436e-02, 5.4038535e-02, 3.4098733e-02]]; Y=[Y; [4.5454545e+00, 4.3787171e-02, 7.3740027e-02, 1.1748449e-01, 1.4635485e-01, 1.5212038e-01, 1.3746155e-01, 1.1103738e-01, 8.1756122e-02, 5.5634272e-02, 3.5332673e-02]]; Y=[Y; [4.6060606e+00, 4.1850738e-02, 7.1233798e-02, 1.1480816e-01, 1.4455800e-01, 1.5172391e-01, 1.3832158e-01, 1.1263458e-01, 8.3545170e-02, 5.7241079e-02, 3.6587862e-02]]; Y=[Y; [4.6666667e+00, 4.0002294e-02, 6.8793226e-02, 1.1214515e-01, 1.4271010e-01, 1.5124285e-01, 1.3910400e-01, 1.1418492e-01, 8.5320594e-02, 5.8857575e-02, 3.7863665e-02]]; Y=[Y; [4.7272727e+00, 3.8237843e-02, 6.6418052e-02, 1.0949849e-01, 1.4081507e-01, 1.5067938e-01, 1.3980854e-01, 1.1568662e-01, 8.7080417e-02, 6.0482343e-02, 3.9159399e-02]]; Y=[Y; [4.7878788e+00, 3.6553561e-02, 6.4107888e-02, 1.0687101e-01, 1.3887676e-01, 1.5003577e-01, 1.4043508e-01, 1.1713802e-01, 8.8822679e-02, 6.2113934e-02, 4.0474340e-02]]; Y=[Y; [4.8484848e+00, 3.4945788e-02, 6.1862226e-02, 1.0426534e-01, 1.3689896e-01, 1.4931437e-01, 1.4098365e-01, 1.1853756e-01, 9.0545437e-02, 6.3750869e-02, 4.1807719e-02]]; Y=[Y; [4.9090909e+00, 3.3411024e-02, 5.9680453e-02, 1.0168393e-01, 1.3488538e-01, 1.4851761e-01, 1.4145439e-01, 1.1988374e-01, 9.2246774e-02, 6.5391642e-02, 4.3158724e-02]]; Y=[Y; [4.9696970e+00, 3.1945922e-02, 5.7561860e-02, 9.9129059e-02, 1.3283964e-01, 1.4764800e-01, 1.4184759e-01, 1.2117519e-01, 9.3924799e-02, 6.7034725e-02, 4.4526503e-02]]; Y=[Y; [5.0303030e+00, 3.0547283e-02, 5.5505648e-02, 9.6602803e-02, 1.3076526e-01, 1.4670808e-01, 1.4216368e-01, 1.2241063e-01, 9.5577656e-02, 6.8678568e-02, 4.5910162e-02]]; Y=[Y; [5.0909091e+00, 2.9212051e-02, 5.3510947e-02, 9.4107083e-02, 1.2866569e-01, 1.4570046e-01, 1.4240318e-01, 1.2358889e-01, 9.7203524e-02, 7.0321605e-02, 4.7308770e-02]]; Y=[Y; [5.1515152e+00, 2.7937304e-02, 5.1576813e-02, 9.1643649e-02, 1.2654426e-01, 1.4462780e-01, 1.4256675e-01, 1.2470887e-01, 9.8800622e-02, 7.1962257e-02, 4.8721357e-02]]; Y=[Y; [5.2121212e+00, 2.6720251e-02, 4.9702248e-02, 8.9214093e-02, 1.2440422e-01, 1.4349276e-01, 1.4265517e-01, 1.2576962e-01, 1.0036721e-01, 7.3598932e-02, 5.0146917e-02]]; Y=[Y; [5.2727273e+00, 2.5558230e-02, 4.7886196e-02, 8.6819851e-02, 1.2224870e-01, 1.4229806e-01, 1.4266933e-01, 1.2677026e-01, 1.0190161e-01, 7.5230033e-02, 5.1584410e-02]]; Y=[Y; [5.3333333e+00, 2.4448696e-02, 4.6127562e-02, 8.4462216e-02, 1.2008073e-01, 1.4104642e-01, 1.4261020e-01, 1.2771004e-01, 1.0340217e-01, 7.6853959e-02, 5.3032764e-02]]; Y=[Y; [5.3939394e+00, 2.3389220e-02, 4.4425209e-02, 8.2142337e-02, 1.1790323e-01, 1.3974059e-01, 1.4247888e-01, 1.2858829e-01, 1.0486731e-01, 7.8469106e-02, 5.4490874e-02]]; Y=[Y; [5.4545455e+00, 2.2377486e-02, 4.2777968e-02, 7.9861231e-02, 1.1571900e-01, 1.3838329e-01, 1.4227655e-01, 1.2940446e-01, 1.0629551e-01, 8.0073876e-02, 5.5957607e-02]]; Y=[Y; [5.5151515e+00, 2.1411282e-02, 4.1184646e-02, 7.7619784e-02, 1.1353075e-01, 1.3697727e-01, 1.4200448e-01, 1.3015809e-01, 1.0768530e-01, 8.1666676e-02, 5.7431803e-02]]; Y=[Y; [5.5757576e+00, 2.0488498e-02, 3.9644028e-02, 7.5418762e-02, 1.1134106e-01, 1.3552526e-01, 1.4166403e-01, 1.3084884e-01, 1.0903526e-01, 8.3245920e-02, 5.8912277e-02]]; Y=[Y; [5.6363636e+00, 1.9607123e-02, 3.8154881e-02, 7.3258816e-02, 1.0915240e-01, 1.3402996e-01, 1.4125662e-01, 1.3147646e-01, 1.1034407e-01, 8.4810038e-02, 6.0397821e-02]]; Y=[Y; [5.6969697e+00, 1.8765235e-02, 3.6715964e-02, 7.1140486e-02, 1.0696714e-01, 1.3249409e-01, 1.4078376e-01, 1.3204081e-01, 1.1161045e-01, 8.6357472e-02, 6.1887205e-02]]; Y=[Y; [5.7575758e+00, 1.7961006e-02, 3.5326026e-02, 6.9064207e-02, 1.0478754e-01, 1.3092031e-01, 1.4024703e-01, 1.3254182e-01, 1.1283319e-01, 8.7886685e-02, 6.3379183e-02]]; Y=[Y; [5.8181818e+00, 1.7192691e-02, 3.3983813e-02, 6.7030317e-02, 1.0261573e-01, 1.2931126e-01, 1.3964806e-01, 1.3297955e-01, 1.1401115e-01, 8.9396160e-02, 6.4872489e-02]]; Y=[Y; [5.8787879e+00, 1.6458624e-02, 3.2688070e-02, 6.5039063e-02, 1.0045374e-01, 1.2766954e-01, 1.3898853e-01, 1.3335413e-01, 1.1514328e-01, 9.0884407e-02, 6.6365846e-02]]; Y=[Y; [5.9393939e+00, 1.5757220e-02, 3.1437547e-02, 6.3090603e-02, 9.8303497e-02, 1.2599772e-01, 1.3827020e-01, 1.3366581e-01, 1.1622858e-01, 9.2349959e-02, 6.7857965e-02]]; Y=[Y; [6.0000000e+00, 1.5086968e-02, 3.0230998e-02, 6.1185014e-02, 9.6166820e-02, 1.2429834e-01, 1.3749485e-01, 1.3391488e-01, 1.1726613e-01, 9.3791384e-02, 6.9347546e-02]]; g_zeilen = ceil( sqrt(NKomp) ); g_spalten = ceil( NKomp / g_zeilen ); format short e; NMZK = size(Y)/NPkte; NMZK = NMZK(1); for iKomp = 1 : NKomp; subplot( g_zeilen, g_spalten, iKomp ); hold on; for iMZK = 1 : NMZK plot( Y((iMZK-1)*NPkte+1:iMZK*NPkte,1:1), ... Y((iMZK-1)*NPkte+1:iMZK*NPkte,iKomp+1:iKomp+1), 'b' ); if( iKomp <= NDiffKomp+NAlgKomp ) plot( Y((iMZK-1)*NPkte+1:(iMZK-1)*NPkte+1,1:1), ... Y((iMZK-1)*NPkte+1:(iMZK-1)*NPkte+1,iKomp+1:iKomp+1), 'g+' ); end end NMesswrte = size(M); NMesskmpnt = NMesswrte(2)-1; NMesswrte = NMesswrte(1); if iKomp<=NMesskmpnt plot( M(1:NMesswrte,1:1), M(1:NMesswrte,iKomp+1:iKomp+1), 'ro' ); end xlabel( 't' ); if iKomp<=NDiffKomp ylabel( ['y(', num2str(iKomp), ')'] ); end if iKomp>NDiffKomp & iKomp<=NDiffKomp+NAlgKomp ylabel( ['u(', num2str(iKomp-NDiffKomp), ')'] ); end if iKomp>NDiffKomp+NAlgKomp ylabel( ['m(', num2str(iKomp-NDiffKomp-NAlgKomp), ')'] ); end end Configuration (please do not edit this section): ----------------------------------------------- uname output: SunOS naab 5.5 Generic sun4u sparc SUNW,Ultra-1 configure opts: --prefix=/server/local Fortran compiler: g77 FFLAGS: -O F2C: F2CFLAGS: FLIBS: -lf2c -lm -L/usr/ccs/lib -L/usr/lib -L/server/local/lib/gcc-lib/sparc-sun-solaris2.5.1/2.7.2.1.f.1 -L/usr/ccs/bin -L/usr/ccs/lib -L/server/local/lib -lm -lgcc -lc CPPFLAGS: INCFLAGS: -I/server/local/include -I/server/local/include/octave-2.0.9 C compiler: gcc, version 2.7.2.1.f.1 CFLAGS: -DHAVE_CONFIG_H -g -O2 -Wall CPICFLAG: -fPIC C++ compiler: c++, version 2.7.2.1.f.1 CXXFLAGS: -DHAVE_CONFIG_H -fno-implicit-templates -g -O2 -Wall CXXPICFLAG: -fPIC LDFLAGS: -g LIBFLAGS: -L/server/local/lib RLD_FLAG: -Xlinker -R -Xlinker /server/local/lib CXXLIBS: -lsocket -lsocket -lstdc++ -lm -L/server/local/lib/gcc-lib/sparc-sun-solaris2.5.1/2.7.2.1.f.1 -L/usr/ccs/bin -L/usr/ccs/lib -L/server/local/lib -lsocket -lstdc++ -lm -lgcc -lc -lgcc TERMLIBS: -lncurses LIBS: LEXLIB: LIBPLPLOT: LIBDLFCN: DEFS: -DOCTAVE_SOURCE=1 -DSEPCHAR=':' -DSEPCHAR_STR=":" -DUSE_GNU_INFO=1 -DUSE_READLINE=1 -DF77_APPEND_UNDERSCORE=1 -DHAVE_LIBSOCKET=1 -DSIZEOF_SHORT=2 -DSIZEOF_INT=4 -DSIZEOF_LONG=4 -DHAVE_ALLOCA_H=1 -DHAVE_ALLOCA=1 -DSTDC_HEADERS=1 -DHAVE_DIRENT_H=1 -DTIME_WITH_SYS_TIME=1 -DHAVE_SYS_WAIT_H=1 -DHAVE_ASSERT_H=1 -DHAVE_CURSES_H=1 -DHAVE_FCNTL_H=1 -DHAVE_FLOAT_H=1 -DHAVE_FLOATINGPOINT_H=1 -DHAVE_GRP_H=1 -DHAVE_IEEEFP_H=1 -DHAVE_LIMITS_H=1 -DHAVE_MEMORY_H=1 -DHAVE_NAN_H=1 -DHAVE_PWD_H=1 -DHAVE_SGTTY_H=1 -DHAVE_STDLIB_H=1 -DHAVE_STRING_H=1 -DHAVE_SYS_PARAM_H=1 -DHAVE_SYS_RESOURCE_H=1 -DHAVE_SYS_SELECT_H=1 -DHAVE_SYS_STAT_H=1 -DHAVE_SYS_TIME_H=1 -DHAVE_SYS_TIMES_H=1 -DHAVE_SYS_TYPES_H=1 -DHAVE_SYS_UTSNAME_H=1 -DHAVE_TERMIO_H=1 -DHAVE_TERMIOS_H=1 -DHAVE_UNISTD_H=1 -DHAVE_VARARGS_H=1 -DHAVE_ATEXIT=1 -DHAVE_BCOPY=1 -DHAVE_BZERO=1 -DHAVE_DUP2=1 -DHAVE_ENDGRENT=1 -DHAVE_ENDPWENT=1 -DHAVE_EXECVP=1 -DHAVE_FCNTL=1 -DHAVE_FORK=1 -DHAVE_GETCWD=1 -DHAVE_GETEGID=1 -DHAVE_GETEUID=1 -DHAVE_GETGID=1 -DHAVE_GETGRENT=1 -DHAVE_GETGRGID= User-preferences (please do not edit this section): -------------------------------------------------- EDITOR = "emacs" IMAGEPATH = ".:/server/local/share/octave/2.0.9/imagelib//" INFO_FILE = "/server/local/info/octave.info" LOADPATH = ".:/server/local/libexec/octave/site/oct/sparc-sun-solaris2.5.1//:/server/local/share/octave/site/m//:/server/local/libexec/octave/2.0.9/oct/sparc-sun-solaris2.5.1//:/server/local/share/octave/2.0.9/m//" OCTAVE_VERSION = "2.0.9" PAGER = "less -e -P'-- less ?pB(%pB\\%):--. (f)orward, (b)ack, (q)uit$'" PS1 = "\\s:\\#> " PS2 = "> " automatic_replot = 0 whitespace_in_literal_matrix = "" default_save_format = "ascii" do_fortran_indexing = 0 empty_list_elements_ok = "warn" eps = 2.22045e-16 gnuplot_binary = "gnuplot" ignore_function_time_stamp = "system" implicit_str_to_num_ok = 0 ok_to_lose_imaginary_part = "warn" output_max_field_width = 10 output_precision = 5 page_screen_output = 1 prefer_column_vectors = 1 prefer_zero_one_indexing = 0 print_answer_id_name = 1 print_empty_dimensions = 1 propagate_empty_matrices = 1 resize_on_range_error = 1 return_last_computed_value = 0 save_precision = 15 silent_functions = 0 split_long_rows = 1 treat_neg_dim_as_zero = 0 warn_assign_as_truth_value = 1 warn_comma_in_global_decl = 1 warn_divide_by_zero = 1