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In a Buck-Boost converter, L=25 μΗ. It is operating in dc steady state under the following

In a Buck-Boost converter, \(L=25 \mu \mathrm{H}\). It is operating in dc steady state under the following conditions: \(V_{i n}=12 \mathrm{~V}, D\) \(=0.6, P_{o}=36 \mathrm{~W}\), and \(f_{s}=400 \mathrm{kHz}\). Assume ideal components.

In this Buck-Boost 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.

(a) Calculate \(I_{\text {L.crit }}\) and \(I_{o, \text { crit }}\)

(b) Calculate \(P_{o, \text { crit }}\)

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