modelQuasiStaticAnalogElectroMagneticConverter

Electromagnetic converter to only (!) quasi-static analog, neglecting induced voltage

Information

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

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

  

where is the reference angle of the electrical and magnetic system, respectively. The induced voltage is identical to zero.

See also

Modelica.Magnetic.FundamentalWave.Components.SinglePhaseElectroMagneticConverter, Modelica.Magnetic.FundamentalWave.Components.PolyphaseElectroMagneticConverter, PolyphaseElectroMagneticConverter

Parameters

TypeNameDefaultDescription
RealeffectiveTurnsEffective 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 drop
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
SI.AnglegammaAngle of V_m fixed reference frame
SI.AngularVelocityomegader(port_p.reference.gamma)