数学建模的代码,运行不起来,函数和变量无法识别,如下图
clear
clc
F=[565.4540 528.0120 565.4542 528.0117 561.4782 521.4177 561.4783 521.4176
562.0580 525.5440 562.0582 525.5437 563.9092 518.0897 563.9093 518.0896
561.3900 521.4470 561.3902 521.4467 567.9981 517.4028 567.9983 517.4027
563.7820 518.1080 563.7822 518.1077 571.3812 519.8707 571.3814 519.8706
567.9410 517.4070 567.9412 517.4067 572.0142 523.9807 572.0143 523.9806
571.2550 519.8570 571.2552 519.8567 569.5162 527.3387 569.5163 527.3386
571.9380 523.9530 571.9382 523.9527 565.4062 527.9887 565.4063 527.9886
569.5000 527.3560 569.5002 527.3557 562.1112 525.5227 562.1114 525.5226
565.4800 527.7640 565.4809 527.7631 561.7463 521.4074 561.7465 521.4071
562.2380 525.3640 562.2389 525.3631 564.1008 518.2185 564.1010 518.2182
561.6630 521.4200 561.6639 521.4191 568.0171 517.5595 568.0173 517.5592
564.0010 518.2260 564.0019 518.2251 571.2430 519.9587 571.2432 519.9584
567.9950 517.5630 567.9959 517.5620 571.8122 523.9056 571.8124 523.9054
571.1650 519.9610 571.1659 519.9601 569.4066 527.1539 569.4068 527.1537
571.8010 523.9080 571.8019 523.9070 565.4625 527.7745 565.4627 527.7743
569.4140 527.1410 569.4149 527.1400 562.3235 525.3761 562.3237 525.3759
565.5060 527.5200 565.5076 527.5183 562.0086 521.3974 562.0090 521.3977
562.4150 525.1880 562.4166 525.1864 564.2890 518.3450 564.2893 518.3454
561.9310 521.3940 561.9326 521.3924 568.0358 517.7137 568.0362 517.7140
564.2160 518.3430 564.2176 518.3414 571.1070 520.0452 571.1074 520.0456
568.0480 517.7160 568.0496 517.7144 571.6131 523.8316 571.6134 523.8320
571.0760 520.0630 571.0776 520.0614 569.3000 526.9750 569.3004 526.9753
571.6660 523.8640 571.6676 523.8624 565.5175 527.5655 565.5178 527.5658
569.3300 526.9300 569.3316 526.9284 562.5296 525.2338 562.5300 525.2342
565.5260 527.3270 565.5282 527.3248 562.2183 521.3894 562.2187 521.3890
562.5550 525.0470 562.5572 525.0448 564.4385 518.4456 564.4389 518.4451
562.1440 521.3730 562.1462 521.3708 568.0507 517.8365 568.0511 517.8360
564.3870 518.4350 564.3892 518.4328 570.9988 520.1140 570.9992 520.1136
568.0910 517.8380 568.0932 517.8358 571.4555 523.7730 571.4559 523.7725
571.0050 520.1440 571.0072 520.1418 569.2151 526.8310 569.2155 526.8305
571.5580 523.8290 571.5601 523.8268 565.5620 527.3970 565.5624 527.3965
569.2630 526.7620 569.2652 526.7598 562.6956 525.1190 562.6960 525.1186
565.5480 527.1190 565.5508 527.1162 562.4427 521.3808 562.4433 521.3802
562.7060 524.8960 562.7087 524.8932 564.5997 518.5539 564.6003 518.5533
562.3730 521.3510 562.3758 521.3482 568.0667 517.9679 568.0673 517.9673
564.5710 518.5340 564.5737 518.5310 570.8829 520.1879 570.8835 520.1872
568.1360 517.9690 568.1388 517.9662 571.2857 523.7099 571.2863 523.7093
570.9290 520.2320 570.9317 520.2292 569.1237 526.6769 569.1243 526.6763
571.4430 523.7910 571.4460 523.7882 565.6087 527.2189 565.6094 527.2183
569.1910 526.5810 569.1938 526.5780 562.8727 524.9969 562.8733 524.9963
565.5700 526.9150 565.5734 526.9116 562.8807 521.3630 562.8814 521.3623
562.8540 524.7480 562.8574 524.7446 564.9208 518.8401 564.9215 518.8390
562.6000 521.3290 562.6034 521.3256 568.1219 518.3180 568.1226 518.3173
564.7520 518.6320 564.7554 518.6286 570.6945 520.3849 570.6952 520.3842
568.1800 518.0950 568.1834 518.0916 571.0345 523.6306 571.0352 523.6299
570.8570 520.3150 570.8604 520.3116 568.9840 526.2880 568.9847 526.2873
571.3330 523.7550 571.3364 523.7516 565.7192 526.7638 565.7199 526.7631
569.1210 526.4060 569.1244 526.4025 563.2215 524.6852 563.2222 524.6845
565.6710 526.6520 565.6748 526.6482 563.0424 521.3565 563.0432 521.3557
563.1320 524.5850 563.1358 524.5810 565.0389 518.9453 565.0397 518.9445
562.8830 521.3560 562.8868 521.3520 568.1419 518.4445 568.1427 518.4437
564.9490 518.8460 564.9528 518.8422 570.6257 520.4560 570.6265 520.4552
568.1720 518.3460 568.1758 518.3422 570.9410 523.6000 570.9418 523.5992
570.6790 520.4410 570.6828 520.4370 568.9300 526.1379 568.9308 526.1371
571.0940 523.6720 571.0978 523.6682 565.7612 526.5906 565.7620 526.5898
568.9940 526.1670 568.9978 526.1630 563.3528 524.5678 563.3536 524.5670
565.7700 526.3970 565.7743 526.3927 563.3012 521.3460 563.3020 521.3451
563.4030 524.4270 563.4070 524.4227 565.2289 519.1146 565.2297 519.1137
563.1580 521.3820 563.1620 521.3777 568.1741 518.6487 568.1750 518.6478
565.1410 519.0550 565.1453 519.0507 570.5146 520.5730 570.5154 520.5721
568.1640 518.5900 568.1683 518.5857 570.7907 523.5537 570.7915 523.5528
570.5060 520.5640 570.5100 520.5597 568.8459 525.9031 568.8467 525.9022
570.8620 523.5910 570.8663 523.5867 565.8278 526.3165 565.8286 526.3157
568.8700 525.9330 568.8743 525.9287 563.5608 524.3820 563.5616 524.3811
565.8680 526.1410 565.8727 526.1360 563.5593 521.3356 563.5603 521.3347
563.6740 524.2680 563.6787 524.2630 565.4173 519.2826 565.4183 519.2817
563.4330 521.4080 563.4377 521.4030 568.2063 518.8526 568.2074 518.8517
565.3330 519.2630 565.3377 519.2580 570.4043 520.6886 570.4054 520.6877
568.1560 518.8340 568.1610 518.8290 570.6414 523.5066 570.6423 523.5057
570.3330 520.6860 570.3377 520.6810 568.7614 525.6676 568.7622 525.6667
570.6300 523.5100 570.6347 523.5050 565.8943 526.0426 565.8952 526.0416
568.7470 525.7010 568.7520 525.6960 563.7683 524.1966 563.7692 524.1957
565.9610 525.9000 565.9661 525.8948 563.7822 521.3422 563.7833 521.3411
563.9270 524.1200 563.9322 524.1148 565.5507 519.3767 565.5517 519.3756
563.6930 521.4330 563.6981 521.4278 568.1927 518.9714 568.1938 518.9703
565.5160 519.4620 565.5211 519.4568 570.2892 520.7323 570.2903 520.7312
568.1480 519.0680 568.1531 519.0628 570.5166 523.4077 570.5177 523.4066
570.1710 520.8010 570.1761 520.7958 568.7563 525.4620 568.7574 525.4609
570.4080 523.4330 570.4131 523.4278 566.0125 525.8122 566.0136 525.8111
568.6310 525.4820 568.6361 525.4768 563.9956 524.0450 563.9967 524.0439
566.0780 525.6280 566.0837 525.6223 564.0405 521.3802 564.0416 521.3790
564.1930 523.9500 564.1987 523.9443 565.6943 519.5287 565.6954 519.5276
563.9580 521.4630 563.9637 521.4573 568.1455 519.1543 568.1466 519.1532
565.6490 519.6070 565.6547 519.6013 570.1131 520.8171 570.1142 520.8160
568.0940 519.2420 568.1000 519.2360 570.3292 523.3109 570.3303 523.3098
570.0130 520.8850 570.0187 520.8793 568.7197 525.2229 568.7208 525.2218
570.2360 523.3500 570.2417 523.3443 566.1350 525.5456 566.1361 525.5444
568.6150 525.2590 568.6207 525.2533 564.2616 523.8776 564.2627 523.8765
566.1950 525.3550 566.2012 525.3488 564.2984 521.4182 564.2997 521.4169
564.4590 523.7800 564.4650 523.7740 565.8377 519.6805 565.8390 519.6792
564.2240 521.4920 564.2300 521.4860 568.0986 519.3369 568.0999 519.3356
565.7820 519.7530 565.7880 519.7468 569.9368 520.9021 569.9381 520.9008
568.0390 519.4150 568.0450 519.4088 570.1419 523.2143 570.1432 523.2130
569.8540 520.9690 569.8600 520.9628 568.6831 524.9848 568.6844 524.9835
570.0630 523.2680 570.0690 523.2618 566.2569 525.2806 566.2582 525.2793
568.5980 525.0370 568.6040 525.0310 564.5268 523.7107 564.5281 523.7094
566.3080 525.0920 566.3142 525.0857 564.5544 521.4476 564.5557 521.4462
564.7160 523.6160 564.7222 523.6098 565.9834 519.8195 565.9847 519.8181
564.4810 521.5210 564.4872 521.5148 568.0609 519.5048 568.0622 519.5034
565.9100 519.8930 565.9161 519.8868 569.7744 520.9766 569.7757 520.9750
567.9840 519.5880 567.9900 519.5816 569.9704 523.1144 569.9717 523.1130
569.7010 521.0500 569.7072 521.0438 568.6554 524.7485 568.6567 524.7470
569.8970 523.1880 569.9032 523.1817 566.3814 525.0184 566.3827 525.0170
568.5820 524.8220 568.5880 524.8157 564.7894 523.5424 564.7907 523.5410
];
P=[566.664741 522.7105282 566.6649707 522.7101805 566.7268041 522.7014735 566.7269181 522.7013548
566.7196032 522.668344 566.7205451 522.6674562 566.763964 522.6692942 566.7641741 522.6689947
566.7251066 522.5474854 566.7265463 522.5459168 566.8798373 522.5896155 566.8809476 522.5891489
566.7841861 522.5418216 566.7869552 522.5394603 566.8829498 522.5816831 566.8830262 522.5805209
566.824563 522.4961758 566.827267 522.4932815 566.9237686 522.5500444 566.9252064 522.5487839
566.8660307 522.4639359 566.8696053 522.4605572 567.0100817 522.4897794 567.0107413 522.4889408
566.9166678 522.4669521 566.9205503 522.4630366 567.0214421 522.482311 567.0222307 522.4816388
566.9538279 522.4505947 566.9579355 522.4463037 567.0722482 522.449441 567.0732454 522.44856
566.9897481 522.4317649 566.9946391 522.4268193 567.1256312 522.4153258 567.1263284 522.4139989
567.0267344 522.4184393 567.0317229 522.4132488 567.1797278 522.3647064 567.1816335 522.3625187
567.0564911 522.3456014 567.0620474 522.3398815 567.2555827 522.3068783 567.257516 522.3044631
567.1007311 522.3016699 567.1064981 522.2955148 567.3031922 522.2648641 567.3043501 522.2651696
567.148014 522.2614503 567.1540086 522.2552224 567.3514709 522.2190398 567.3528621 522.2174357
];
A1=F(:,[1:4]);
A2=F(:,[3:6]);
A3=F(:,[5:8]);
B1(:,1)=P(:,3)-P(:,1);
B1(:,2)=P(:,4)-P(:,2);
B2(:,1)=P(:,5)-P(:,3);
B2(:,2)=P(:,6)-P(:,4);
B3(:,1)=P(:,7)-P(:,5);
B3(:,2)=P(:,8)-P(:,6);
for m=1:8
x(m,1)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(1,:)),-0.005,0.005);
end
for m=9:16
x(m,2)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(2,:)),-0.005,0.005);
end
for m=17:24
x(m,3)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(3,:)),-0.005,0.005);
end
for m=25:32
x(m,4)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(4,:)),-0.005,0.005);
end
for m=33:40
x(m,5)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(5,:)),-0.005,0.005);
end
for m=41:48
x(m,6)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(6,:)),-0.005,0.005);
end
for m=49:56
x(m,7)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(7,:)),-0.005,0.005);
end
for m=57:64
x(m,8)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(8,:)),-0.005,0.005);
end
for m=65:72
x(m,9)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(9,:)),-0.005,0.005);
end
for m=73:80
x(m,10)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(10,:)),-0.005,0.005);
end
for m=81:88
x(m,11)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(11,:)),-0.005,0.005);
end
for m=89:96
x(m,12)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(12,:)),-0.005,0.005);
end
for m=97:104
x(m,13)=fminbnd(@(x)niuqv1(x,A1(m,:),B1(13,:)),-0.005,0.005);
end
a1(:,1)=asin(sum(x)/8);
for m=1:8
x(m,1)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(1,:)),-0.005,0.005);
end
for m=9:16
x(m,2)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(2,:)),-0.005,0.005);
end
for m=17:24
x(m,3)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(3,:)),-0.005,0.005);
end
for m=25:32
x(m,4)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(4,:)),-0.005,0.005);
end
for m=33:40
x(m,5)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(5,:)),-0.005,0.005);
end
for m=41:48
x(m,6)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(6,:)),-0.005,0.005);
end
for m=49:56
x(m,7)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(7,:)),-0.005,0.005);
end
for m=57:64
x(m,8)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(8,:)),-0.005,0.005);
end
for m=65:72
x(m,9)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(9,:)),-0.005,0.005);
end
for m=73:80
x(m,10)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(10,:)),-0.005,0.005);
end
for m=81:88
x(m,11)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(11,:)),-0.005,0.005);
end
for m=89:96
x(m,12)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(12,:)),-0.005,0.005);
end
for m=97:104
x(m,13)=fminbnd(@(x)niuqv1(x,A2(m,:),B2(13,:)),-0.005,0.005);
end
a1(:,2)=asin(sum(x)/8);
for m=1:8
x(m,1)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(1,:)),-0.005,0.005);
end
for m=9:16
x(m,2)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(2,:)),-0.005,0.005);
end
for m=17:24
x(m,3)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(3,:)),-0.005,0.005);
end
for m=25:32
x(m,4)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(4,:)),-0.005,0.005);
end
for m=33:40
x(m,5)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(5,:)),-0.005,0.005);
end
for m=41:48
x(m,6)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(6,:)),-0.005,0.005);
end
for m=49:56
x(m,7)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(7,:)),-0.005,0.005);
end
for m=57:64
x(m,8)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(8,:)),-0.005,0.005);
end
for m=65:72
x(m,9)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(9,:)),-0.005,0.005);
end
for m=73:80
x(m,10)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(10,:)),-0.005,0.005);
end
for m=81:88
x(m,11)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(11,:)),-0.005,0.005);
end
for m=89:96
x(m,12)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(12,:)),-0.005,0.005);
end
for m=97:104
x(m,13)=fminbnd(@(x)niuqv1(x,A3(m,:),B3(13,:)),-0.005,0.005);
end
a1(:,3)=asin(sum(x)/8);
大家帮忙看看,能运行出结果就好