First Order Transients, RC circcuit response DC voltage

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SUMMARY

The discussion revolves around the analysis of an RC circuit response to a DC voltage source, specifically addressing the parallel configuration of resistors R and R1 when the switch is closed at t=0. The participants clarify that treating the circuit as a Thevenin equivalent is a valid approach to determine the time constant for the RC network. The key takeaway is that the equivalent resistance seen by the capacitor must be calculated to analyze the circuit's behavior accurately.

PREREQUISITES
  • Understanding of RC circuits and their time constants
  • Familiarity with Thevenin's theorem and equivalent circuits
  • Basic knowledge of circuit analysis techniques
  • Concept of voltage sources in circuit configurations
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  • Study Thevenin's theorem in-depth for circuit simplification
  • Learn how to calculate time constants in RC circuits
  • Explore the behavior of capacitors in transient analysis
  • Investigate the impact of different resistor configurations on circuit response
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Verris
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So this is an example given to me in one of the guides. I am somewhat confused as to why R and R1 are considered parallel when the switch is closed at t=0.
I thought that the two resistors cannot be parallel since there is a voltage source between them.
One hypothesis I had was to treat it like a thevenin circuit and short circuit VS, but I'm not sure if that's a correct assumption.
Would really appreciate some insight as to why they are considered parallel, thank you.
 
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Hi Verris,

Welcome to Physics Forums.

In future please be sure to use the provided formatting template when posting homework help requests in the homework forums. This is explained in the forum guidelines which you were invited to read when you joined.

Verris said:
I thought that the two resistors cannot be parallel since there is a voltage source between them.
One hypothesis I had was to treat it like a thevenin circuit and short circuit VS, but I'm not sure if that's a correct assumption.
Your Thevenin idea has merit. In this situation you need to find the time constant for the RC network, and to do that you will want to know what equivalent resistance the capacitor "sees". So treat the capacitor as the load of the network and find the Thevenin equivalent that drives it.
 

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