CornerResistor-Solution

CornerResistor-Solution - LINE TO (L,0) NATURAL(V)=0...

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TITLE 'Resistor-Corner' VARIABLES V Q DEFINITIONS rsh = 1 { sheet resistance } h=1 { sheet thickness } s=1/(rsh*h) { conductivity } V0 = 0 V1 = 1 W=25 L=3*W Rin =rsh*(V1-V0)/LINE_INTEGRAL(Normal(-grad(V)),'input') EQUATIONS V: DIV(s*GRAD(V)) = 0 Q: DIV(GRAD(Q)/s) = 0 BOUNDARIES REGION 1 'resistor' START "input" (0,0) LINE TO (0,W) LINE TO FINISH START(0,0) NATURAL(V)=0 natural(Q) = tangential(grad(V))
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Unformatted text preview: LINE TO (L,0) NATURAL(V)=0 natural(Q) = tangential(grad(V)) LINE TO (L,L) VALUE(V)=V1 natural(Q) = tangential(grad(V)) LINE TO (L-W,L) NATURAL(V)=0 natural(Q) = tangential(grad(V)) LINE TO (L-W,W) NATURAL(V)=0 natural(Q) = tangential(grad(V)) LINE TO (0,W) VALUE(V)=V0 natural(Q) = tangential(grad(V)) LINE TO FINISH PLOTS CONTOUR(V) REPORT Rin CONTOUR(Q) REPORT Rin CONTOUR(V,Q) REPORT Rin END...
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This note was uploaded on 12/04/2010 for the course ECE 134 taught by Professor York during the Fall '08 term at UCSB.

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CornerResistor-Solution - LINE TO (L,0) NATURAL(V)=0...

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