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Voltage Source Inverter (VSI) Architecture

A foundational power electronic topology using switching devices (e.g., IGBTs) to synthesize an AC output voltage waveform from a DC link. It is defined by the switching states and the DC bus voltage VdcV_{dc}.
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The statement of the theorem

Let S=(sa,sb,sc){0,1}3\mathbf{S} = (s_a, s_b, s_c) \in \{0, 1\}^3 be the switching state vector, where sis_i is the state of phase ii. The instantaneous output voltage vector Vout(t)\vec{V}_{out}(t) is defined by the linear combination of the DC link voltage VdcV_{dc} and the switching states: \vec{V}_{out}(t) = V_{dc} \cdot \begin{pmatrix} s_a - s_b \ s_b - s_c \ s_c - s_a \bigg/ 2 \biggend{pmatrix} where the components are defined relative to the phase voltages va,vb,vcv_{a}, v_{b}, v_{c}.