quantitykind:ActivePower

Type
Description

$$Active Power$$ is, under periodic conditions, the mean value, taken over one period $$T$$, of the instantaneous power $$p$$. In complex notation, $$P = \mathbf{Re} \; \underline{S}$$, where $$\underline{S}$$ is $$\textit{complex power}$$".

Properties
$$P = \frac{1}{T}\int_{0}^{T} pdt$$, where $$T$$ is the period and $$p$$ is instantaneous power.
Annotations
$$Active Power$$ is, under periodic conditions, the mean value, taken over one period $$T$$, of the instantaneous power $$p$$. In complex notation, $$P = \mathbf{Re} \; \underline{S}$$, where $$\underline{S}$$ is $$\textit{complex power}$$".
Active Power(en)

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