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An ac voltage Vi = 12 sin(100 πt)V is applied between points A and B in a network of two ideal diodes and three resistors as shown in figure. During the positive half-cycle of the input voltage Vi

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Question

An ac voltage Vi = 12 sin(100 πt)V is applied between points A and B in a network of two ideal diodes and three resistors as shown in figure. During the positive half-cycle of the input voltage Vi supplied to the network.

  1. Identify which of the two diodes will conduct and why?
  2. Redraw an equivalent circuit diagram to show the flow of current.
  3. Calculate the output voltage drops V0 across the three resistors when the input voltage attains its peak value.
Numerical
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Solution

a. During positive half-cycle:

A is positive w.r.t. B.

Diode D1 is reverse-biased.

Diode D2 becomes forward-biased.

D2 conducts because it is forward-biased.

b. 

c. Peak input voltage:

Req = `3/2` kΩ

I = `12/(3//2)`

= `(12 xx 2)/3`

= `24/3`

= 8 mA

R(1Ω) = 1 × 4 mA

= 4 V

R(2kΩ) = 2 kΩ × 4 mA

= 8 V

V(3kΩ) = 4 mA × 3 kΩ

= 12 V

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2025-2026 (March) 55/1/1
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