Input and Output Resistance (Electronics)

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SUMMARY

The discussion centers on analyzing input and output resistance in an electronic circuit using Kirchhoff's rules. The equation presented, V_signal - R_out - V_out, perfect - R_n = 0, is scrutinized for its validity, particularly in scenarios where R_in is significantly greater than or less than R_out, or when they are equal. Participants express confusion over the mixing of voltage and resistance units in the equation, indicating a need for clarification on the proper application of Kirchhoff's laws in this context.

PREREQUISITES
  • Understanding of Kirchhoff's Voltage Law (KVL)
  • Familiarity with circuit analysis concepts
  • Knowledge of resistance and voltage relationships
  • Basic proficiency in electronic circuit design
NEXT STEPS
  • Study the implications of R_in >> R_out and R_in << R_out in circuit design
  • Learn about the application of Kirchhoff's laws in complex circuits
  • Explore the concept of Thevenin's theorem for simplifying circuits
  • Investigate the significance of input and output resistance in amplifier design
USEFUL FOR

Electronics students, circuit designers, and engineers seeking to deepen their understanding of circuit analysis and resistance behavior in electronic systems.

Midas_Touch
R_out
|-------------***------------o------------------|
|........+......|
|.......V_signal......* R_in
-..V_out, perfect..........*
-.............|
|.............|
|........-.....|
|-----------------------------o------------------|
=...(ground).........=

Say that circuit 1 is the left side of the above circuit (ignore the dots), and circuit 2 is the right side (R_in).

First I have to find V_signal using kirchhoff rules
so I get V_signal -R_out - V_out, perfect - R_n = 0

But I am not sure what happens with R_in >> R_out, R_in << R_out or when R_in = R_out.
 
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I can't make heads or tails of your equation.

V_signal -R_out - V_out, perfect - R_n = 0

Do you mean this?

[tex]V_{signal}-R_{out}-V_{out,perfect}-R_n=0[/tex]

That's what it looks like, but if that is in fact the equation that it makes no sense. You're subtracting voltages and resistances, which have totally different units.
 

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