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ocrdu
ocrdu
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Transfer functions to determine voltage of a similar circuit?

enter image description here

Goal is to solve for the voltage u2u2(t)

Okay so I'm some whatsomewhat confused onby this. I solved the transfer function \$Z(s)\$Z(s) earlier in the top circuit, which is simply just Z. The voltage across Z in the top circuit is $$u_1(t)=5e^{(-100*t)}u(t)$$$$u_1(t)=5e^{(-100t)}u(t)$$ and the current source is j(t)=u = u(t), where u(t) is the step function. Z is a circuit system itself with no independent sources and all initial values are zero.

Using basic principles for u2u2(t) you obtain e(t)*Z·Z/(R+Z), where again e(t)=u = u(t), so it's u(t)*Z·Z/(R+Z). 

Obviously, just from that equation you cannotcan't solve thefor voltage. I'm thinking this has something to do with the frequency response, but I don't know how I'm supposed to use it for this problem.

ZsZ(s) is the same in both circuits are the same.

Transfer functions to determine voltage of a similar circuit?

enter image description here

Goal is to solve for the voltage u2(t)

Okay so I'm some what confused on this. I solved the transfer function \$Z(s)\$ earlier in the top circuit, which is simply just Z. The voltage across Z in the top circuit is $$u_1(t)=5e^{(-100*t)}u(t)$$ and the current source is j(t)=u(t), where u(t) is the step function. Z is a circuit system itself with no independent sources and all initial values are zero.

Using basic principles for u2(t) you obtain e(t)*Z/(R+Z), where again e(t)=u(t), so it's u(t)*Z/(R+Z). Obviously just from that equation you cannot solve the voltage. I'm thinking this has something to do with the frequency response, but I don't know how I'm supposed to use it for this problem.

Zs in both circuits are the same

Transfer functions to determine voltage of a similar circuit

enter image description here

Goal is to solve for the voltage u2(t)

I'm somewhat confused by this. I solved the transfer function Z(s) earlier in the top circuit, which is simply just Z. The voltage across Z in the top circuit is $$u_1(t)=5e^{(-100t)}u(t)$$ and the current source is j(t) = u(t), where u(t) is the step function. Z is a circuit system itself with no independent sources and all initial values are zero.

Using basic principles for u2(t) you obtain e(t)·Z/(R+Z), where again e(t) = u(t), so it's u(t)·Z/(R+Z). 

Obviously, just from that equation you can't solve for voltage. I'm thinking this has something to do with the frequency response, but I don't know how I'm supposed to use it for this problem.

Z(s) is the same in both circuits.

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user319836
user319836
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enter image description here

Goal is to solve for the voltage u2(t)

Okay so I'm some what confused on this. I solved the transfer function Z(s)\$Z(s)\$ earlier in the top circuit, which is simply just Z. The voltage across Z in the top circuit is u1(t)=5e^(-100t)*u(t)$$u_1(t)=5e^{(-100*t)}u(t)$$ and the current source is j(t)=u(t), where u(t) is the step function. Z is a circuit system itself with no independent sources and all initial values are zero.

Using basic principles for u2(t) you obtain e(t)*Z/(R+Z), where again e(t)=u(t), so it's u(t)*Z/(R+Z). Obviously just from that equation you cannot solve the voltage. I'm thinking this has something to do with the frequency response, but I don't know how I'm supposed to use it for this problem.

Zs in both circuits are the same

enter image description here

Goal is to solve for the voltage u2(t)

Okay so I'm some what confused on this. I solved the transfer function Z(s) earlier in the top circuit, which is simply just Z. The voltage across Z in the top circuit is u1(t)=5e^(-100t)*u(t) and the current source is j(t)=u(t), where u(t) is the step function. Z is a circuit system itself with no independent sources and all initial values are zero.

Using basic principles for u2(t) you obtain e(t)*Z/(R+Z), where again e(t)=u(t), so it's u(t)*Z/(R+Z). Obviously just from that equation you cannot solve the voltage. I'm thinking this has something to do with the frequency response, but I don't know how I'm supposed to use it for this problem.

Zs in both circuits are the same

enter image description here

Goal is to solve for the voltage u2(t)

Okay so I'm some what confused on this. I solved the transfer function \$Z(s)\$ earlier in the top circuit, which is simply just Z. The voltage across Z in the top circuit is $$u_1(t)=5e^{(-100*t)}u(t)$$ and the current source is j(t)=u(t), where u(t) is the step function. Z is a circuit system itself with no independent sources and all initial values are zero.

Using basic principles for u2(t) you obtain e(t)*Z/(R+Z), where again e(t)=u(t), so it's u(t)*Z/(R+Z). Obviously just from that equation you cannot solve the voltage. I'm thinking this has something to do with the frequency response, but I don't know how I'm supposed to use it for this problem.

Zs in both circuits are the same

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JohnnyB
JohnnyB
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Transfer functions to determine voltage of a similar circuit?

enter image description here

Goal is to solve for the voltage u2(t)

Okay so I'm some what confused on this. I solved the transfer function Z(s) earlier in the top circuit, which is simply just Z. The voltage across Z in the top circuit is u1(t)=5e^(-100t)*u(t) and the current source is j(t)=u(t), where u(t) is the step function. Z is a circuit system itself with no independent sources and all initial values are zero.

Using basic principles for u2(t) you obtain e(t)*Z/(R+Z), where again e(t)=u(t), so it's u(t)*Z/(R+Z). Obviously just from that equation you cannot solve the voltage. I'm thinking this has something to do with the frequency response, but I don't know how I'm supposed to use it for this problem.

Zs in both circuits are the same