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📄 kpkp.m

📁 matlab NumMFs = 2 MF1= in3mf1 : gbellmf ,[3 2 -3 0] MF2= in3mf2 : gbellmf ,[3 2 3 0] [Input4]
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z=peaks;
surf(z)
axis tight
set(gca,'nextplot','replacechildren')
for j=1:20
surf(sin(4*pi*j/10)*z+2,z+2)
F(j)=getframe;
end
movie(F,50)
 $Revision: 1.1 $
[System]
Name = 'slcp'
Type = 'sugeno'
NumInputs = 4
NumOutputs = 1
NumRules = 16
AndMethod = 'prod'
OrMethod = 'max'
ImpMethod = 'prod'
AggMethod = 'max'
DefuzzMethod = 'wtaver'

[Input1]
Name = 'in1'
Range = [-0.3 0.3]
NumMFs = 2
MF1='in1mf1':'gbellmf',[0.3 2 -0.3 0]
MF2='in1mf2':'gbellmf',[0.3 2 0.3 0]

[Input2]
Name = 'in2'
Range = [-1 1]
NumMFs = 2
MF1='in2mf1':'gbellmf',[1 2 -1 0]
MF2='in2mf2':'gbellmf',[1 2 1 0]

[Input3]
Name = 'in3'
Range = [-3 3]
NumMFs = 2
MF1='in3mf1':'gbellmf',[3 2 -3 0]
MF2='in3mf2':'gbellmf',[3 2 3 0]

[Input4]
Name = 'in4'
Range = [-3 3]
NumMFs = 2
MF1='in4mf1':'gbellmf',[3 2 -3 0]
MF2='in4mf2':'gbellmf',[3 2 3 0]

[Output1]
Name = 'out'
Range = [-10 10]
NumMFs = 16
MF1='outmf1':'linear',[41.3729301501 10.029755738 3.1622770253 4.2875458985 0.3385581576]
MF2='outmf2':'linear',[40.4085343053 10.0534292791 3.1622772529 4.2875459027 0.2068296814]
MF3='outmf3':'linear',[41.3729288678 10.0297560085 3.1622772519 4.2875457869 0.3385606013]
MF4='outmf4':'linear',[40.4085347194 10.053429123 3.1622772565 4.2875457708 0.2068326351]
MF5='outmf5':'linear',[38.5608910694 10.1773506475 3.1622772869 4.2875456991 -0.0489283614]
MF6='outmf6':'linear',[37.5964961463 10.1536776552 3.1622772208 4.2875456535 -0.180656185]
MF7='outmf7':'linear',[38.5608914913 10.1773508119 3.1622772852 4.2875457216 -0.0489261838]
MF8='outmf8':'linear',[37.5964964971 10.1536775955 3.1622771613 4.2875456734 -0.180653468]
MF9='outmf9':'linear',[37.5963645972 10.1536683258 3.1622773123 4.2875482313 0.1806554998]
MF10='outmf10':'linear',[38.5608129606 10.1773413565 3.1622772085 4.2875482844 0.048912347]
MF11='outmf11':'linear',[37.5963624546 10.1536681579 3.1622771754 4.2875481685 0.1806581405]
MF12='outmf12':'linear',[38.5608148583 10.1773416641 3.162277231 4.2875481347 0.0489150654]
MF13='outmf13':'linear',[40.4083374749 10.0534205134 3.1622772797 4.2875483525 -0.2068123866]
MF14='outmf14':'linear',[41.3727899363 10.0297470643 3.1622771749 4.2875483317 -0.3385566739]
MF15='outmf15':'linear',[40.4083389119 10.0534200783 3.162277292 4.2875484208 -0.2068100332]
MF16='outmf16':'linear',[41.3727895785 10.0297473694 3.1622771911 4.2875484286 -0.33855436]

[Rules]
1 1 1 1, 1 (1) : 1  
1 1 1 2, 2 (1) : 1  
1 1 2 1, 3 (1) : 1  
1 1 2 2, 4 (1) : 1  
1 2 1 1, 5 (1) : 1  
1 2 1 2, 6 (1) : 1  
1 2 2 1, 7 (1) : 1  
1 2 2 2, 8 (1) : 1  
2 1 1 1, 9 (1) : 1  
2 1 1 2, 10 (1) : 1 
2 1 2 1, 11 (1) : 1 
2 1 2 2, 12 (1) : 1 
2 2 1 1, 13 (1) : 1 
2 2 1 2, 14 (1) : 1 
2 2 2 1, 15 (1) : 1 
2 2 2 2, 16 (1) : 1 

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