matlab.txt

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l=[1,5];
m=[1,1,5];
t=0:.01:10;
%step(l,m,t);
%impulse(l,m,t);
%y=step(l,m,t);
%y=impulese(l,m,t);
%u=sin(2*pi*1*t);
%y=lsim(l,m,u,t);
%plot(t,u,t,y),grid
%[l,m]=ord2(3,0.1);
%wn=[100000]
%z=[0.05]
%[l,m]=ord2(wn,z)
%step(l,m),grid
%step(l,m),grid
%pzmap(l,m)
%[p,z]=pzmap(l,m)
%rlocus(lo,mo)
%[z,p,k]=tf2zp(l,m)
%[l,m]=zp2tf(z,p,k)
%k=2+3i;
%k1=2*exp(0.6i);
%k2=2*exp(0.6*[i  -i])
%a1=abs(k)
%a2=angle(k)
%a3=conj(k)
%a4=imag(k)
%a5=real(k)
%bode(l,m)
%[amp1,faz,w]=bode(l,m);
%freqs(l,m)
%[h,w]=freqs(l,m,t);
%plot(w,real(h),w,imag(h));
%plot(w,abs(h));
%nyquist(l,m)
%[ampl,faz]=nyquist(l,m)
%l1=1;m1=[1,1]; G1=tf(l1,m1);
%l2=[1,1,1]; m2=[1,1,5]; G2=tf(l2,m2)
%g3=series(G1,G2)
%g4=parallel(G1,G2)
%g5=feedback(G1,G2,-1)
%g6=cloop(G1,-1)
%g7=G1*-+/G2
%g8=G1*G1+G2
%g6=[g3,g4]
%g7=[g3,g4]
%[licz,mian]=tfdata(g5,'v')
%k=dcgain(g5); k=dcgin(l2,m2)
%x=-3:.1:3;
%w=[x.^6+x.^5+x.^4+x.^3+x.^2+x.^1+1]; plot(x,w)
%W=[ 3 4 10];
%y=polyval(W,x);
%plot(x,y),grid
%yy=polyval(W,2)
%pw=roots(W)
%w1=[1 2 3 4]; w2=[5 4 3];
%M=conv(w1,w2)
%h=0.01; x=0:h:2*pi; yy=sin(x);
%y=diff(yy)/h;
%plot(x,[y,1],x,yy)
%x=[1 3 2 5 7 8 0];
%y=diff{x}
%x=-1.8:.1:1.8;
%y=-x.^2+5; figure(1),plot(x,y),grid
%y1=diff(y)./diff(x); figure(2), plot(x,[y1,0]),grid
%y2=atan(y1);figure(3),plot(x,[y2,0]
Zgłoś jeśli naruszono regulamin