Class Description
The electrical equations of all variations of the asynchronous model are based on the AsynchronousEquivalentCircuit diagram for the direct- and quadrature- axes, with two equivalent rotor windings in each axis.
Equations for conversion between equivalent circuit and time constant reactance forms:
Xs = Xm + Xl
X' = Xl + Xm x Xlr1 / (Xm + Xlr1)
X'' = Xl + Xm x Xlr1 x Xlr2 / (Xm x Xlr1 + Xm x Xlr2 + Xlr1 x Xlr2)
T’o = (Xm + Xlr1) / (omega0 x Rr1)
T'‘o = (Xm x Xlr1 + Xm x Xlr2 + Xlr1 x Xlr2) / (omega0 x Rr2 x (Xm + Xlr1)
Same equations using CIM attributes from AsynchronousMachineTimeConstantReactance class on left of “=” and AsynchronousMachineEquivalentCircuit class on right (except as noted):
xs = xm + RotatingMachineDynamics.statorLeakageReactance
xp = RotatingMachineDynamics.statorLeakageReactance + xm x xlr1 / (xm + xlr1)
xpp = RotatingMachineDynamics.statorLeakageReactance + xm x xlr1 x xlr2 / (xm x xlr1 + xm x xlr2 + xlr1 x xlr2)
tpo = (xm + xlr1) / (2 x pi x nominal frequency x rr1)
tppo = (xm x xlr1 + xm x xlr2 + xlr1 x xlr2) / (2 x pi x nominal frequency x rr2 x (xm + xlr1).
Attributes
| Name | Type | Description |
|---|---|---|
| rr1 | PU | Damper 1 winding resistance. |
| rr2 | PU | Damper 2 winding resistance. |
| xlr1 | PU | Damper 1 winding leakage reactance. |
| xlr2 | PU | Damper 2 winding leakage reactance. |
| xm | PU | Magnetizing reactance. |
Relationships
Inherits from
Descendant classes
- No descendant classes
Leaf/Root class
| IsLeaf | IsRoot |
|---|---|
| False | False |
Associations
None