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In a small-signal model, how is the output voltage related to the input voltage

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Question: In a small-signal model, how is the output voltage related to the input voltage in an RL circuit?

Options:

  1. Output voltage is always greater than input voltage
  2. Output voltage is always less than input voltage
  3. Output voltage can be greater or less depending on the circuit configuration
  4. Output voltage is independent of input voltage

Correct Answer: Output voltage can be greater or less depending on the circuit configuration

Solution:

In a small-signal model, the output voltage can vary based on the circuit configuration and the values of R and L.

In a small-signal model, how is the output voltage related to the input voltage

Practice Questions

Q1
In a small-signal model, how is the output voltage related to the input voltage in an RL circuit?
  1. Output voltage is always greater than input voltage
  2. Output voltage is always less than input voltage
  3. Output voltage can be greater or less depending on the circuit configuration
  4. Output voltage is independent of input voltage

Questions & Step-by-Step Solutions

In a small-signal model, how is the output voltage related to the input voltage in an RL circuit?
  • Step 1: Understand that an RL circuit consists of a resistor (R) and an inductor (L) connected in series or parallel.
  • Step 2: In a small-signal model, we analyze how small changes in input voltage affect the output voltage.
  • Step 3: Identify the input voltage (Vin) and the output voltage (Vout) in the circuit.
  • Step 4: Use the formulas for voltage across the resistor and inductor to relate Vout to Vin.
  • Step 5: Recognize that the output voltage will depend on the values of R and L, as well as the frequency of the input signal.
  • Step 6: Conclude that the relationship between Vout and Vin can be expressed as a function of R and L, which may include phase shifts and amplitude changes.
  • Small-Signal Analysis – Understanding how small variations in input affect the output in linearized circuits.
  • RL Circuit Behavior – The relationship between resistance (R), inductance (L), and their impact on voltage and current in the circuit.
  • Circuit Configuration – Different configurations (series, parallel) can lead to different output responses to the same input.
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