Physics Electronics PMDC Conceptual Practice
PMDC Verified Question 258 of 494
What is the Transformer Utilization Factor (TUF) of an ideal single-phase full-wave bridge rectifier circuit with a resistive load?
A
0.287
B
0.406
C
0.812
D
0.672
Tap any option to test your recall and reveal the step-by-step Propolis autopsy.

Propolis Cognitive Error Autopsy

Official Correct Choice:
Option C: 0.812
Concept:

The Transformer Utilization Factor (TUF) measures how effectively the transformer's VA capacity is converted into DC power delivered to the load.

Formula:

$$\text{TUF}_{\text{bridge}} = \frac{P_{\text{dc}}}{V_{\text{rms}} \cdot I_{\text{rms}}} = \frac{(2 I_m / \pi)^2 R_L}{(V_m / \sqrt{2}) \cdot (I_m / \sqrt{2})} = \frac{8}{\pi^2} \approx 0.812$$

Solution:

  • In a bridge rectifier, the secondary winding conducts alternating current symmetrically during both half-cycles, eliminating DC core saturation.


  • Evaluating: \( \text{TUF} = \frac{8}{\pi^2} = \frac{8}{9.8696} \approx 0.812 = 81.2\% \).


Why other options are incorrect:

  • Option A: 0.287 is the TUF of a half-wave rectifier.
  • Option B: 0.406 is the maximum power efficiency of a half-wave rectifier.
  • Option D: 0.672 is the TUF of a center-tapped full-wave rectifier secondary.

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