Solve Circuit Analysis: Thevenin Theorem

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Homework Help Overview

The discussion revolves around applying Thevenin's theorem in circuit analysis, specifically focusing on calculating currents and voltages in a circuit with multiple resistors. Participants are attempting to analyze a circuit involving resistors of various values and their configurations.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants discuss calculations related to total resistance and current through different branches of the circuit. There are attempts to clarify the flow of current and voltage drops across specific resistors. Some participants question the accuracy of previous calculations and the interpretation of current splitting in the circuit.

Discussion Status

The discussion includes various calculations and corrections regarding current and voltage. Some participants have provided guidance on how to approach finding specific values, while others are exploring different interpretations of the circuit behavior. There is no explicit consensus on the final outcomes, but productive dialogue is ongoing.

Contextual Notes

Participants are working within the constraints of homework rules, which may limit the amount of direct assistance they can provide. There are indications of potential misunderstandings regarding the circuit's configuration and the behavior of currents through the resistors.

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Homework Statement


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Homework Equations


Thevenin theorem

The Attempt at a Solution


##R_{60+180}=240##
##R_{80||240}=\frac{240*80}{240+80}=60##
##R_{total}=60+20=80##
##=\frac{480}{80000}=0.006A##
How should I proceed?
 
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I think you are a factor of 10 off, otherwise what you have done is OK to find i. Your next step is to find v0. How much current is flowing through the 180 KOhm resistor?
 
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phyzguy said:
I think you are a factor of 10 off, otherwise what you have done is OK to find i. Your next step is to find v0. How much current is flowing through the 180 KOhm resistor?
Sorry, fixed the current.

I know that the current need to split twice before it will get to ##R_{180}##
 
It only splits once. How much of the total current i goes through the 80 KOhm resistor, and how much through the 60 KOhm + 180 KOhm series combination?
 
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phyzguy said:
It only splits once. How much of the total current i goes through the 80 KOhm resistor, and how much through the 60 KOhm + 180 KOhm series combination?
##R_{80}## gets 0.0045A so ##R_{60+180}## gets 0.0015A therefore it is 360V?
 
The 0.0015A is right. Given this, what is v0?
 
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phyzguy said:
The 0.0015A is right. Given this, what is v0?
##V_{60}=0.0015*60000=90## so ##V_0=480-90-120=270v##?
why could I say that because ###v_0## or ##R_{80}## is connected in parallel to the battery, it has the same Voltage?
 
Yes, v0 = 270V is correct. This is not the same as the voltage across the 80 KOhm resistor, because some voltage is dropped across the 60 KOhm resistor (90V, as you calculated).
 
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Since both currents unite at the 20k resistor, then u got 240k.80k/320k + 20k= 80000ohms V/Rtotal= 0.006amps net current. From there on u get that 120volts fall at the 20k resistior, and the current through the 60k+180k branch is 0.0015amps. From there the rest current sjould be 0.0045amps
 
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Grim Arrow said:
Since both currents unite at the 20k resistor, then u got 240k.80k/320k + 20k= 80000ohms V/Rtotal= 0.006amps net current. From there on u get that 120volts fall at the 20k resistior, and the current through the 60k+180k branch is 0.0015amps. From there the rest current sjould be 0.0045amps
Isnt that right mates?
 
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  • #11
Yes, thanks
 

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