Engineering S-Domain mesh equations and equivalent circuit

AI Thread Summary
The discussion focuses on solving a circuit problem involving s-domain mesh equations. The user presents their attempt at deriving the equations for the circuit in question, specifically Mesh#1, Mesh#2, and Mesh#3. Feedback indicates that the equations appear correct, affirming the user's approach. The conversation highlights the importance of using the Laplace Transform for circuit analysis, particularly in determining current values i1, i2, and i3. Overall, the thread emphasizes the process of validating mesh equations in s-domain analysis.
DODGEVIPER13
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Homework Statement


For the circuit given in Fig 15.53, (a) draw the s-domain equivalent; (b) write the three s-domain mesh equations; (c) determine i1, i2, and i3.


Homework Equations


Laplace Transform table
Zc=1/SC
Zl=SL


The Attempt at a Solution


I have uploaded my work but what I am wondeering is do my equations look ok.
In case the equations can't be read here they are Mesh#1: -((2)/(S+1))+(2/S)i1+3(i1-i2)=0
Mesh#2: 3(i2-i1)+0.5S(i2-i3)+(4/S)=0 Mesh#3: 0.5S(i3-i2)+i3=0
 

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Your mesh equations look okay to me.
 

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