Recent content by anol1258

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    Circuit Analysis - Laplace notation

    How can i do this laplace. Its killin me
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    Circuit Analysis - Laplace notation

    yeah I messed up should be:
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    Circuit Analysis - Laplace notation

    I did Cramer's rule. I thought it would work for this problem, maybe not. Here's cramers rule:
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    Finding impedance that is unit step function

    real and imaginary must be equal?
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    Finding impedance that is unit step function

    Ok I understand why the input voltage has to be > 1V. So how should I start this out? Can I connect the two grounds and do a loop equation?
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    Circuit Analysis - Laplace notation

    Thank you gneill I'm having a hard time putting my current in laplace form so that I can do some inverse laplace on it. Here is the equation for the current:
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    Circuit Analysis - Laplace notation

    But there isn't another node on the very bottom right part of the circuit. From looking at the diagram are you sure they are asking Vout across R2?
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    Circuit Analysis - Laplace notation

    Ok. Once I find I2 though how can I solve for Vout. This isn't a simple case where I can use Ohm's Law with the R2.
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    Finding impedance that is unit step function

    Homework Statement Consider the following circuit which uses ideal components. Prior to t=0 switch S is open. Then suddenly at t=0 switch S is closed. Find the impedance Z_{2} such that the system output is a unit step function of voltage. Be certain to show all components used to construct...
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    Equivalent Mutual Inductor Circuits

    whoa whoa whoa guys I'm still stumped on how I can do KCL on this. I'm a mechanical engineer not EE.
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    Circuit Analysis - Laplace notation

    Is this correct now? Would I now put these equations in matrix form and solve for either I1 or I2?
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    Equivalent Mutual Inductor Circuits

    It doesn't mention any loading of the secondary. He does give us the values of L1,L2, and M though. Yeah my professor said this was a pretty straightforward problem. Thanks for your contribution. I will work on what you have provided :)
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    Circuit Analysis - Laplace notation

    Here is what I have so far: KVL on primary side and secondary side I am doing this right?
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    Circuit Analysis - Laplace notation

    I know when you differentiate you multiply by s, and when you integrate you divide by s in the frequency domain.
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