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标题:
需要运用matlab求x的值。
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作者:
kaiden
时间:
2020-5-13 15:09
标题:
需要运用matlab求x的值。
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clear all;
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a=[82.86299668 151.4862596 476.6717276 560.5162287 673.8148052 768.6836445 716.6571019 858.5075085 915.0422693 1006.562253 1077.312832 1193.16267 88.60551248 145.0452442 29.96804474 112.3295698 399.3422085 70.70763535 5.45284E-29 329.3581722 27.85676869 40.7354277 274.7543767 218.7968594 8.822449089 86.57517696 337.9989951 29.04248768 1189.851163 250.74931
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];
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b=[2574.120293 3491.269338 7660.500186 11635.57493 15085.08152 19245.66773 17446.38589 18559.93244 19490.52028 20991.28312 21361.8812 23495.76745 1287.935315 5312.625141 549.056134 2566.097134 2212.06388 2826.719463 4834.221569 3324.487923 1111.758915 1006.082169 8533.648526 6721.196453 800.6892794 2455.849419 827.0202172 115.840244 7171.141853 314.3369999
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];
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c=[1.471000505 1.204295086 1.10352742 1.164864625 1.20961344 1.169075479 1.186127295 1.158252521 1.204402442 1.210634418 1.220598515 1.235608176 0.534890936 1.554930468 0.727325467 0.885470159 0.59498359 0.914453841 1.014371596 0.830421285 0.995457006 0.846837215 0.569243947 0.801251572 0.99408743 0.794596471 0.506053059 0.716685822 0.799584881 0.139373919
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];
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k=[0.122982561 0.163117816 0.179831565 0.15563523 0.120580734 0.081886942 0.054414145 0.03211904 0.01724702 0.008094811 0.003574842 0.001348821 0.003767573 0.000710247 3.70176E-06 6.79004E-06 6.14432E-07 2.61873E-06 1.29625E-06 1.81681E-06 0.000762261 0.000696549 0.000275714 0.000280091 0.000523321 2.91849E-05 5.71538E-05 0.042308566 0.00115197 0.008587005
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];
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y=sum(k.*exp(-((x-a)./b).^c))
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当y=0.001时,求x值
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如上所述,需要运用matlab求x的值,请教大神,非常感谢!
作者:
ekhehnv
时间:
2020-5-13 15:56
作者:
Colbie
时间:
2020-5-13 18:14
参考下1stOpt的计算:
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Constant y=0.001;
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Constant a=[82.86299668,151.4862596,476.6717276,560.5162287,673.8148052,768.6836445,716.6571019,858.5075085,915.0422693,1006.562253,1077.312832,1193.16267,88.60551248,145.0452442,29.96804474,112.3295698,399.3422085,70.70763535,5.45284E-29,329.3581722,27.85676869,40.7354277,274.7543767,218.7968594,8.822449089,86.57517696,337.9989951,29.04248768,1189.851163,250.74931],
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b=[2574.120293,3491.269338,7660.500186,11635.57493,15085.08152,19245.66773,17446.38589,18559.93244,19490.52028,20991.28312,21361.8812,23495.76745,1287.935315,5312.625141,549.056134,2566.097134,2212.06388,2826.719463,4834.221569,3324.487923,1111.758915,1006.082169,8533.648526,6721.196453,800.6892794,2455.849419,827.0202172,115.840244,7171.141853,314.3369999],
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c=[1.471000505,1.204295086,1.10352742,1.164864625,1.20961344,1.169075479,1.186127295,1.158252521,1.204402442,1.210634418,1.220598515,1.235608176,0.534890936,1.554930468,0.727325467,0.885470159,0.59498359,0.914453841,1.014371596,0.830421285,0.995457006,0.846837215,0.569243947,0.801251572,0.99408743,0.794596471,0.506053059,0.716685822,0.799584881,0.139373919],
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k=[0.122982561,0.163117816,0.179831565,0.15563523,0.120580734,0.081886942,0.054414145,0.03211904,0.01724702,0.008094811,0.003574842,0.001348821,0.003767573,0.000710247,3.70176E-06,6.79004E-06,6.14432E-07,2.61873E-06,1.29625E-06,1.81681E-06,0.000762261,0.000696549,0.000275714,0.000280091,0.000523321,2.91849E-05,5.71538E-05,0.042308566,0.00115197,0.008587005];
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Function y=sum(a,b,c,k)(k*exp(-((x-a)/b)^c));
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