P=T⋅ωm
- if P>0 power flow from PS to M
- if P<0 power flow from M to PS

I : T>0 & ωm>0 ⟷ forward motoring
II : T<0 & ωm>0 ⟷ forward breaking
III: T<0 & ωm<0 ⟷ reverse motoring
IV: T>0 & ωm<0 ⟷ reverse breaking
The load torque equation is defined as the sum of external load torque plus and related torque losses.
TL=TF+TL∗
where TL∗ is the physical load torque and TF is the motor friction torque.
The friction torque equation is composed of a number of motor related frictions. Some are constant, some are short lived, and others related to speed.
TF=TS+TC+TV+TW
- Static friction (TS) - exists in static to low speed condition
- Coulomb friction (TC) - independent of speed
- Viscous friction (TV) - linearly proportional to speed
- Windage friction (TW) - proportional to the square of speed (ω2)
