Questions regarding DC circuits

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Discussion Overview

The discussion centers around the resistance between two points, A and B, in a simple DC circuit. Participants explore the implications of ideal conditions versus real-world scenarios in circuit analysis.

Discussion Character

  • Exploratory, Technical explanation, Debate/contested

Main Points Raised

  • One participant questions the resistance between points A and B, suggesting it should be zero since current flows through the path of least resistance.
  • Another participant agrees that the resistance is zero under ideal conditions, referencing a mathematical explanation involving a wire with zero resistance in parallel with a resistor.
  • A third participant mentions the existence of a short circuit, implying that the resistance of the wire connecting points A and B is effectively zero.
  • Some participants acknowledge the assumption of ideal conditions while noting that real transmission lines do have resistance.

Areas of Agreement / Disagreement

Participants generally agree that under ideal conditions the resistance is zero, but there is acknowledgment of the complexities introduced by real-world factors, indicating that the discussion remains somewhat unresolved regarding practical applications.

Contextual Notes

The discussion does not fully address the implications of non-ideal conditions or the specific characteristics of the circuit components involved, leaving some assumptions unexamined.

R A V E N
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I have one confusing issue to resolve:

What is the resistance between points A and B in simple system illustrated in attachment?Wouldn`t be logical to assume that it is 0,as current strives to flow through path with lowest possible resistance,if I understood it correctly?

Yes,I know that real transmission lines have some resistance,but in network anaylsis their resistance is considered to be equal to zero.
 

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R A V E N said:
I have one confusing issue to resolve:

What is the resistance between points A and B in simple system illustrated in attachment?Wouldn`t be logical to assume that it is 0,as current strives to flow through path with lowest possible resistance,if I understood it correctly?

Yes,I know that real transmission lines have some resistance,but in network anaylsis their resistance is considered to be equal to zero.


You have a short circuit so what ever the resistance of the wire connecting point A and B.

CS
 
Yeah, it's zero assuming everything's ideal. Mathematically even, you have a wire (R=0) in parallel with a resistor (R=R_0). Then the parallel combination is:

R_{eq} = \frac{1}{ \frac{1}{0} + \frac{1}{R_0} } = \frac{1}{\infty + \frac{1}{R_0}} = 0

I should probably have put some limits in there to be mathematically correct, but you get the idea.
 
Thanks to both of you!
 

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