Solve Thevinin Voltage with Dependent Sources - Thvenin Northon

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To find the Thevenin voltage equivalent between points a and b in a circuit with dependent sources, introduce a fixed current source at those points and analyze the resulting voltage across it. The Thevenin resistance can be calculated as the voltage divided by the current (V/I). This method is applicable primarily when the circuit contains only dependent sources. However, some participants suggest that it may also work in circuits with a mix of independent and dependent sources, referencing the superposition theorem. Clarification is sought on scenarios where the method might fail.
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Suppose i want to find the Thevinin Voltage equivalent between points a and b,
but there are dependent sources in my circuit that depend on the current between points a and b, how should i work?

Thanks!
 
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erezb84 said:
Suppose i want to find the Thevinin Voltage equivalent between points a and b,
but there are dependent sources in my circuit that depend on the current between points a and b, how should i work?

Thanks!

Put your own fixed current source, I, at a-b and use the usual analysis methods to find the voltage V that this current source must have across it while connected to the circuit. Thevenin resistance will then be V/I. Since you now know the Thevenin resistance, the output voltage V and current I, you can work out the Thevenin voltage that sits "behind" the Thevenin resistance to produce V.
 
gneill said:
Put your own fixed current source, I, at a-b and use the usual analysis methods to find the voltage V that this current source must have across it while connected to the circuit. Thevenin resistance will then be V/I. Since you now know the Thevenin resistance, the output voltage V and current I, you can work out the Thevenin voltage that sits "behind" the Thevenin resistance to produce V.

I can't quite remember, but this approach only works if the circuit consists of only dependent sources. (i.e. not a mix of independent/dependent)

Correct?
 
jegues said:
I can't quite remember, but this approach only works if the circuit consists of only dependent sources. (i.e. not a mix of independent/dependent)

Correct?
I would think that it would work in all cases (superposition theorem), but I am willing to be corrected. Can you give an example where it would not work?
 
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