An alternating voltage of 250 V, 50 Hz is applied to a full wave rectifier. If the internal resistance of each diode is \(10\Omega\) and the load resistance is \(5k\ \Omega\) , the peak value of output current is
KEAM - 2025,
Answer: B
The peak output current is 0.07 A.
250 V is the rms value, so the peak voltage is \(250\sqrt{2} \approx 353.6\) V. In a full-wave rectifier one diode conducts at a time, in series with the load:
\[ \begin{aligned} I_{0} &= \frac{V_{0}}{r_{d} + R_{L}} = \frac{353.6}{10 + 5000} \\ &\approx 0.0706\ \text{A} \approx 0.07\ \text{A} \end{aligned} \]
Using 250 V as the peak gives 0.05 A, the trap in option A.
Please log in or register to report this question.