Electrical Resistance - Left Division Method
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I'm having some trouble with an assingment using the left divison method. The examples I've been given in my text books are rather confusing, and I need some help.
I have been given three equations of Kirchoff's Voltage Law:
v - R2i2 - R4i4= 0
-R2i2 + R1i1 + R3i3 = 0
-R4i4 - R3i3 + R5i5 = 0
Now I know that I need to rearrange these so that they are "in order":
R2i2 + R4i4 = v
R1i1 - R2i2 + R3i3 = 0
-R3i3 - R4i4 + R5i5 = 0
I've also been given 4 equations for the conservation of charge at my nodes:
i6 = i1 + i2
i4 = i2 + i3
i1 = i3 + i5
i6 = i4 + i5
I don't understand what to do. Why can't I just put the given equations into a matrix and do the divison? That would look something like:
R=[1 5 2 10 5]*1000;
v1=100;
A1=[0 R(2) 0 R(4) 0 0];
A2=[R(1) -R(2) R(3) 0 0 0];
A3=[0 0 -R(3) -R(4) R(5) 0];
A=[A1;A2;A3];
b=[v1;0;0];
current=A\b
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