Physics Electronics PMDC Conceptual Practice
PMDC Verified Question 445 of 494
Which statement correctly compares a full-wave bridge rectifier with a center-tapped full-wave rectifier?
A
The bridge rectifier produces a lower output ripple frequency than the center-tapped circuit
B
The center-tapped rectifier requires diodes with half the \( \text{PIV} \) rating of the bridge rectifier
C
The bridge rectifier achieves a theoretical maximum efficiency of only \( 40.6\% \)
D
The bridge rectifier requires diodes with a \( \text{PIV} \) rating of \( V_m \) and eliminates the need for a center-tapped transformer, while the center-tapped design requires a \( \text{PIV} \) of \( 2V_m \)
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Propolis Cognitive Error Autopsy

Official Correct Choice:
Option D: The bridge rectifier requires diodes with a \( \text{PIV} \) rating of \( V_m \) and eliminates the need for a center-tapped transformer, while the center-tapped design requires a \( \text{PIV} \) of \( 2V_m \)
Concept:

Bridge rectifiers require a lower Peak Inverse Voltage rating (\( \text{PIV} = V_m \)) and use standard two-wire transformers, whereas center-tapped designs require specialized transformers and diodes rated for \( \text{PIV} = 2V_m \).

Formula:

$$\text{PIV}_{\text{Bridge}} = V_m \quad \text{vs} \quad \text{PIV}_{\text{Center-Tapped}} = 2V_m$$

Solution:

  • Both circuit topologies provide full-wave rectification with identical maximum efficiency (\( 81.2\% \)) and ripple frequency (\( 2f \)).


  • In a bridge rectifier, each non-conducting diode is subjected to a maximum reverse voltage of \( V_m \), and a standard transformer can be used.


  • In a center-tapped rectifier, each diode must withstand \( 2V_m \) across the full secondary winding, and a center-tapped transformer is required.


Why other options are incorrect:

  • Option A: Both rectifiers produce an identical ripple frequency of \( 2f \).
  • Option B: The center-tapped rectifier requires twice the \( \text{PIV} \) rating (\( 2V_m \)) of the bridge rectifier (\( V_m \)).
  • Option C: Both full-wave configurations share the same theoretical maximum efficiency of \( 81.2\% \).

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