Instantaneous Power Theory Revisited with Classical Mechanics
CoRR(2024)
摘要
The paper revisits the concepts of instantaneous active and reactive powers
and provides a novel definition for basic circuit elements based on quantities
utilized in classical mechanics, such as absolute and relative velocity,
momentum density, angular momentum and apparent forces. The discussion
leverages from recent publications by the authors that interpret the voltage
and current as velocities in generalized Lagrangian coordinates. The main
result of the paper is a general and compact expression for the instantaneous
active and reactive power of inductances, capacitances and resistances as a
multivector proportional to the generalized kinetic energy and the geometric
frequency multivector. Several numerical examples considering stationary and
transient sinusoidal and non-sinusoidal conditions are discussed in the case
study.
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