General Definitions

This section collects the laws and equations that will be used to build the instance models.

The Transfer Function of the Power Plant

Refname	GD:gdPowerPlant
Label	The Transfer Function of the Power Plant
Equation	\[\frac{1}{s^{2}+s+20}\]
Description	\(s\) is the Complex frequency-domain parameter (Unitless)
Notes	The Transfer Function of the Second Order System (from TM:tmSOSystem) is reduced to this equation by substituting the mass (m) to 1 Kg (from A:Spring Mass), the Damping Coefficient (\(c\)) to 1 (from A:Spring Damping Coefficient), and the Stiffness coefficient (\(k\)) to 20 (from A:Spring Stiffness Coefficient). The equation is converted to the frequency domain by applying the Laplace transform (from TM:laplaceTransform). Additionally, there are no external disturbances to the power plant (from A:External disturbance).
Source	pidWiki and abbasi2015
RefBy	IM:pdEquationIM