📄 tsfuzzyp39_4rules.asv
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clc;
clear;
g=9.8;
m=2;
M=8;
l=0.25;
a=1/(m+M);
x=[(*pi)/180 ; 0];
ff=4*l;
cc=ff/3;
dd=a*m*l;
bb=cos((88*pi)/180);
A1=[0 1 ;(g/(cc-dd)) 0];
B1=[0 ; -(a/(cc-dd))];
A2=[0 1 ; ( (2*g)/( ( pi*(cc-(dd*bb*bb)) ) )) 0 ];
B2=[0 ; -( (a*bb) /(cc-(dd*bb*bb)) ) ] ;
A3=[0 1 ; ( (2*g)/( ( pi*(cc-(dd*bb*bb)) ) )) 0 ];
B3=[0 ; ( (a*bb) /(cc-(dd*bb*bb)) ) ] ;
A4=[0 1 ; 0 0 ];
B4=[0 ; a/(cc-dd)];
F1=[-120.6667 -22.6667];
F2=[-2551.6 -764.0];
F3=[2551.6 764.0];
F4=[22.6667 22.6667];
ts=0.020;
for k=1:1:1000
time(k)=k*ts;
M1=tr(x(1),-pi/2,0,pi/2);
M2=vmbf2(x(1),-pi/2,0,pi/2);
M3=rule3(x(1),-pi,-pi/2,pi/2,pi);
M4=rule4(x(1),-pi,-pi/2,pi/2,pi);
u(k)=-(((M1*F1*x+M2*F2*x+M3*F3*x+M4*F4*x)/(M1+M2+M3+M4)));
%u(k)=-F1*x;
ko=( (M1*(A1*x(1:2)+B1*u(k))) + (M2*(A2*x(1:2)+B2*u(k))) + (M3*(A3*x(1:2)+B3*u(k))) + (M4*(A4*x(1:2)+B4*u(k))))/(M1+M2+M3+M4);
x=x+ts*ko;
x1(k)=x(1);
end
fi1=figure;set(fi1,'color','white');set(fi1,'name',datestr(now,30));
plot(time,(x1*180)/pi,'r','LineWidth',2.5)
axis([0 5 0 180])
fi1=figure;set(fi1,'color','white');set(fi1,'name',datestr(now,30));
plot(time,u,'r','LineWidth',2.5)
axis([0 5 -inf inf ])
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