modelSinglePhaseElectroMagneticConverter

Single-phase electromagnetic converter

Information

The single-phase winding has an effective number of turns, and a respective orientation of the winding, . The current in winding is .

The total complex magnetic potential difference of the single-phase winding is determined by:

  

In this equation the magnetomotive force is aligned with the orientation of the winding.

The voltage induced in the winding depends on the cosine between the orientation of the winding and the angle of the complex magnetic flux. Additionally, the magnitudes of the induced voltages are proportional to the respective number of turns. This relationship can be modeled by means of

  

The single-phase electromagnetic converter is a special case of the PolyphaseElectroMagneticConverter

See also

PolyphaseElectroMagneticConverter

Parameters

TypeNameDefaultDescription
RealeffectiveTurnsEffective number of turns
SI.AngleorientationOrientation of the resulting fundamental wave V_m phasor
ComplexNeffectiveTurns*Modelica.ComplexMath.exp(Complex(0, orientation))Complex number of turns

Connectors

TypeNameDefaultDescription
Modelica.Electrical.Analog.Interfaces.PositivePinpin_pPositive pin
Modelica.Electrical.Analog.Interfaces.NegativePinpin_nNegative pin
Interfaces.PositiveMagneticPortport_pPositive complex magnetic port
Interfaces.NegativeMagneticPortport_nNegative complex magnetic port

Components

TypeNameDefaultDescription
SI.VoltagevVoltage
SI.CurrentiCurrent
SI.ComplexMagneticPotentialDifferenceV_mComplex magnetic potential difference
SI.MagneticPotentialDifferenceabs_V_mModelica.ComplexMath.abs(V_m)Magnitude of complex magnetic potential difference
SI.Anglearg_V_mModelica.ComplexMath.arg(V_m)Argument of complex magnetic potential difference
SI.ComplexMagneticFluxPhiComplex magnetic flux
SI.MagneticPotentialDifferenceabs_PhiModelica.ComplexMath.abs(Phi)Magnitude of complex magnetic flux
SI.Anglearg_PhiModelica.ComplexMath.arg(Phi)Argument of complex magnetic flux