- #1
Master1022
- 611
- 117
- Homework Statement
- Find the short circuit current and hence the Norton equivalent circuit.
- Relevant Equations
- V = IR
My question is: What is wrong with my working/ method (in the attached pictures) to find [itex] i_{sc} [/itex]? I can get the Norton equivalent from there, but seem to get the same answer as the solution scheme.
Context: we are given the circuit depicted in the picture (initially with no connection between the [itex] V_{out} [/itex] nodes) and the question is building up to us finding the Norton equivalent circuit. From the previous parts, we have shown:
- [itex] V_1 = \frac{20}{9} V_{out} [/itex] for the open circuit condition
- [itex] V_{out} = 4.5 [/itex] Volts
The answer uses the method of setting the sources to 0, but we have been told (in lectures) that method is not valid when there are dependent current sources.
I have asked a peer and they suggested that the error may lie in the fact that I let [itex] V_{out} = 0 [/itex] volts, but I cannot see why that is the error.
I have attached two versions of the working, but hopefully, it is legible.
I would appreciate any help.
Context: we are given the circuit depicted in the picture (initially with no connection between the [itex] V_{out} [/itex] nodes) and the question is building up to us finding the Norton equivalent circuit. From the previous parts, we have shown:
- [itex] V_1 = \frac{20}{9} V_{out} [/itex] for the open circuit condition
- [itex] V_{out} = 4.5 [/itex] Volts
The answer uses the method of setting the sources to 0, but we have been told (in lectures) that method is not valid when there are dependent current sources.
I have asked a peer and they suggested that the error may lie in the fact that I let [itex] V_{out} = 0 [/itex] volts, but I cannot see why that is the error.
I have attached two versions of the working, but hopefully, it is legible.
I would appreciate any help.
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