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Switching Frequency ($f_{sw}$)

The rate at which the inverter switches its output voltage. It is a key design parameter, balancing output ripple reduction (higher fswf_{sw}) against switching losses (lower fswf_{sw}). fsw=1/Tswf_{sw} = 1/T_{sw}.
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The statement of the theorem

Define the switching period TswT_{sw} as the inverse of the switching frequency fswf_{sw}: Tsw=1fsw T_{sw} = \frac{1}{f_{sw}} The switching action is modeled by the periodic function s(t)s(t) with period TswT_{sw}. The total switching losses PswP_{sw} are proportional to fswf_{sw} and the switching energy EswE_{sw}: PswfswEsw P_{sw} \propto f_{sw} E_{sw} The design objective is to minimize PswP_{sw} subject to constraints on output ripple ΔVdc\Delta V_{dc}.