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- E=(6/sqrt(2))*exp(j*pi/4)
- Iz1=(6/sqrt(2))*exp(-j*pi/4)*1e-3
- r1=2500;
- r2=1000;
- r3=500;
- r4=2000;
- c=0.0000002;
- l=0.2;
- f=800;
- w=2*pi*f;
- Iz2=E/r3;
- Y(1,1)=((1/r2)+(j*w*c)+(1/r1));
- Y(1,2)=-j*w*c;
- Y(1,3)=-1/r1;
- Y(2,1)= -j*w*c;
- Y(2,2)=((j*w*c)+(1/r4)+(1/(j*w*l)));
- Y(2,3)=-1/r4;
- Y(3,1)=-1/r1;
- Y(3,2)=-1/r4;
- Y(3,3)=((1/r3)+(1/r4)+(1/r1));
- Im=[-Iz1;0;Iz2+Iz1];
- Vm=Y\Im
- I=(Vm(2)-Vm(3))*(1/r4)*1e3
- Im=I*sqrt(2)
- M=abs(Im)
- K=angle(Im)*180/pi
- abs(E)
- abs(Iz1)
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