Question

Question 2: In this Buck converter, the output load is changing. Calculate the critical value of the output load $P_o$ below which the converter will enter the discontinuous conduction mode of operation. (Hint: $I_{o,crit} = \frac{1}{2} * i_{L,crit}$)

          Question 2:
In this Buck converter, the output load is changing. Calculate the critical value of the output load $P_o$ below which
the converter will enter the discontinuous conduction mode of operation. (Hint: $I_{o,crit} = \frac{1}{2} * i_{L,crit}$)

Question 2:
In this Buck converter, the output load is changing. Calculate the critical value of the output load Po below which
the converter will enter the discontinuous conduction mode of operation. (Hint: Io,crit = (1)/(2) * iL,crit)

Added by Mary C.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sam Stansfield

Step 1

In discontinuous conduction mode, the inductor current goes to zero during a portion of the switching cycle. The critical value of the inductor current occurs when it reaches zero. Show more…

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Question 2: In this Buck converter, the output load is changing. Calculate the critical value of the output load P below which the converter will enter the discontinuous conduction mode of operation. (Hint: Io,crit = âˆšiL,crit)