invkine1.fis

模糊控制工具箱,很好用的,有相应的说明文件,希望对大家有用!

[System]
Name='invkine1'
Type='sugeno'
Version=2.0
NumInputs=2
NumOutputs=1
NumRules=49
AndMethod='prod'
OrMethod='max'
ImpMethod='prod'
AggMethod='max'
DefuzzMethod='wtaver'

[Input1]
Name='input1'
Range=[-6.28657403523593 17]
NumMFs=7
MF1='in1mf1':'gbellmf',[2.25928562081685 1.76141351483158 -6.1217248657311]
MF2='in1mf2':'gbellmf',[2.09470989848843 2.23210909757239 -2.1811262937346]
MF3='in1mf3':'gbellmf',[2.15701612724914 1.31395149055438 2.08028215514608]
MF4='in1mf4':'gbellmf',[2.78996925453751 2.50756150353527 4.96152609098832]
MF5='in1mf5':'gbellmf',[2.50614912464216 1.81221624104528 9.33775138578043]
MF6='in1mf6':'gbellmf',[2.36331368363258 2.26744358558265 13.1499864010253]
MF7='in1mf7':'gbellmf',[1.31020801482986 1.75561609752372 17.789465253298]

[Input2]
Name='input2'
Range=[0 16.9719650873311]
NumMFs=7
MF1='in2mf1':'gbellmf',[1.74136891507146 2.45360249744021 0.621246532342018]
MF2='in2mf2':'gbellmf',[0.865873764731843 1.27808245517287 2.40599975155228]
MF3='in2mf3':'gbellmf',[1.81377597540366 2.40226594545508 4.88274180644515]
MF4='in2mf4':'gbellmf',[1.94068126584756 1.92945207667694 8.08724884692891]
MF5='in2mf5':'gbellmf',[2.33301318083436 2.022373801756 11.4278106240392]
MF6='in2mf6':'gbellmf',[2.22052841658281 1.85811683247124 14.579419614091]
MF7='in2mf7':'gbellmf',[0.820287170042856 1.57744013195954 17.8127094367089]

[Output1]
Name='output'
Range=[0 1.5]
NumMFs=49
MF1='out1mf1':'linear',[-0.911816047028362 2.51681869317128 0.0614341161951595]
MF2='out1mf2':'linear',[-2.15317603740978 -2.20378589224822 -4.03693016739654]
MF3='out1mf3':'linear',[-0.107048354839359 -0.14828793327844 1.91994894228988]
MF4='out1mf4':'linear',[-0.088283849610898 -0.071479596000894 1.59267017553544]
MF5='out1mf5':'linear',[-0.0976402564191714 -0.0400514844991462 1.36082209412128]
MF6='out1mf6':'linear',[-0.0677685475323105 -0.0270327327482207 1.61659568332442]
MF7='out1mf7':'linear',[-1.900936994745 -0.0813077876407644 0.184586169198524]
MF8='out1mf8':'linear',[16.6510739977926 11.7133951162655 6.80277498622929]
MF9='out1mf9':'linear',[-4.15174027395786 -1.03334445313203 -4.75527575881461]
MF10='out1mf10':'linear',[-0.123312198299914 0.00434661747818488 0.861255791431522]
MF11='out1mf11':'linear',[-0.102376131689044 0.00569663216495946 0.81565024582485]
MF12='out1mf12':'linear',[-0.0894124934429504 0.0383316455295545 0.515470948708638]
MF13='out1mf13':'linear',[-0.0738766810923148 0.0820642212583873 -0.0608221556449494]
MF14='out1mf14':'linear',[-0.00850280050066264 -0.17252799374016 4.84108094859271]
MF15='out1mf15':'linear',[-7.99509428397722 -2.81800170933492 17.9103043925416]
MF16='out1mf16':'linear',[0.674442673648895 0.744663974519561 -2.16730218445671]
MF17='out1mf17':'linear',[-0.130423669236005 -0.00361659079400607 0.869433188245981]
MF18='out1mf18':'linear',[-0.0944030956242936 0.0609609828285445 0.365960400670659]
MF19='out1mf19':'linear',[-0.0873578376982152 0.121036910681887 -0.394544249183163]
MF20='out1mf20':'linear',[-0.06059587206881 0.162007838607245 -1.31234240195696]
MF21='out1mf21':'linear',[-0.162838640499237 0.919592133603272 -13.2526759664782]
MF22='out1mf22':'linear',[1.41725889678387 3.07249043643366 1.88145332474732]
MF23='out1mf23':'linear',[-0.950308732369223 -0.732457481487809 3.1276044390094]
MF24='out1mf24':'linear',[-0.0580564136051393 0.161815741658441 -0.529787976626911]
MF25='out1mf25':'linear',[-0.0440816709088916 0.0768527748861244 -0.1209784136816]
MF26='out1mf26':'linear',[-0.0605206434338891 0.0538477319991478 0.272535887344763]
MF27='out1mf27':'linear',[-0.0684568762802096 0.0994116600570224 -0.249837561316148]
MF28='out1mf28':'linear',[0.428507778080374 0.609993680755784 -9.11809046692779]
MF29='out1mf29':'linear',[-6.66091804280502 -3.6967258022117 0.0146700512887681]
MF30='out1mf30':'linear',[-3.54442988306147 8.99478207090592 0.395991212528411]
MF31='out1mf31':'linear',[0.210336232853162 -0.136854508173267 -1.01009185132529]
MF32='out1mf32':'linear',[-0.00313331986685455 0.136683543959778 -1.20975210225421]
MF33='out1mf33':'linear',[-0.0295129667595773 0.0184300681928794 0.107230097553595]
MF34='out1mf34':'linear',[-0.226953902910447 -0.306158664376055 6.55025434100969]
MF35='out1mf35':'linear',[11.0048786002055 -3.3747567778381 -1.13466149631207]
MF36='out1mf36':'linear',[0.57799689159905 0.0332751535644321 -0.103747143454756]
MF37='out1mf37':'linear',[0.894919725108401 -3.26783725389024 -0.99228873077901]
MF38='out1mf38':'linear',[0.124692763598945 0.00606926350299652 -1.73264918846655]
MF39='out1mf39':'linear',[0.0437582947927285 0.00306811052706641 -0.302969920343701]
MF40='out1mf40':'linear',[-0.178671964173243 -0.0934518055931441 3.45801382544907]
MF41='out1mf41':'linear',[0.22196665228598 0.59679688593987 -10.1015265590271]
MF42='out1mf42':'linear',[9.31989416477929 13.6916473286699 0.857695820084446]
MF43='out1mf43':'linear',[0.161282526442635 -0.116972371227668 -1.38174573714659]
MF44='out1mf44':'linear',[0.495405392265879 -0.832562958829281 -6.56403684761779]
MF45='out1mf45':'linear',[0.464725947574801 -0.786618240343705 -5.60990236088006]
MF46='out1mf46':'linear',[1.33404205817859 -3.01652043419824 -2.8712904770405]
MF47='out1mf47':'linear',[2.56143820330517 -0.863948580671645 -0.557376552088467]
MF48='out1mf48':'linear',[17.1232687459258 11.1501119092145 1.00622359220343]
MF49='out1mf49':'linear',[0.21970271935231 0.153986621004223 0.0099562855555358]

[Rules]
1 1, 1 (1) : 1
1 2, 2 (1) : 1
1 3, 3 (1) : 1
1 4, 4 (1) : 1
1 5, 5 (1) : 1
1 6, 6 (1) : 1
1 7, 7 (1) : 1
2 1, 8 (1) : 1
2 2, 9 (1) : 1
2 3, 10 (1) : 1
2 4, 11 (1) : 1
2 5, 12 (1) : 1
2 6, 13 (1) : 1
2 7, 14 (1) : 1
3 1, 15 (1) : 1
3 2, 16 (1) : 1
3 3, 17 (1) : 1
3 4, 18 (1) : 1
3 5, 19 (1) : 1
3 6, 20 (1) : 1
3 7, 21 (1) : 1
4 1, 22 (1) : 1
4 2, 23 (1) : 1
4 3, 24 (1) : 1
4 4, 25 (1) : 1
4 5, 26 (1) : 1
4 6, 27 (1) : 1
4 7, 28 (1) : 1
5 1, 29 (1) : 1
5 2, 30 (1) : 1
5 3, 31 (1) : 1
5 4, 32 (1) : 1
5 5, 33 (1) : 1
5 6, 34 (1) : 1
5 7, 35 (1) : 1
6 1, 36 (1) : 1
6 2, 37 (1) : 1
6 3, 38 (1) : 1
6 4, 39 (1) : 1
6 5, 40 (1) : 1
6 6, 41 (1) : 1
6 7, 42 (1) : 1
7 1, 43 (1) : 1
7 2, 44 (1) : 1
7 3, 45 (1) : 1
7 4, 46 (1) : 1
7 5, 47 (1) : 1
7 6, 48 (1) : 1
7 7, 49 (1) : 1