modelTwoPortResistance

Model of a resistance with two electrical ports

Extends from Buildings.Electrical.AC.OnePhase.Lines.TwoPortResistance (Model of a resistance with two electrical ports).

Information

Resistance that connects two AC three-phase balanced interfaces. This model can be used to represent a cable in a three-phase balanced AC system.

See model Buildings.Electrical.AC.OnePhase.Lines.TwoPortResistance for more information.

Parameters

TypeNameDefaultDescription
BooleanuseHeatPort (from ConditionalHeatPort)false= true, if heatPort is enabled
SI.TemperatureT (from ConditionalHeatPort)293.15Fixed device temperature if useHeatPort = false
Modelica.Units.SI.ResistanceR (from PartialTwoPortResistance)Resistance at temperature T_ref
Modelica.Units.SI.TemperatureT_ref (from PartialTwoPortResistance)298.15Reference temperature
Modelica.Units.SI.TemperatureM (from PartialTwoPortResistance)507.65Temperature constant (R_actual = R*(M + T_heatPort)/(M + T_ref))

Connectors

TypeNameDefaultDescription
Buildings.Electrical.Interfaces.BaseTerminalterminal_n (from PartialBaseTwoPort)Electric terminal side p
Buildings.Electrical.Interfaces.BaseTerminalterminal_p (from PartialBaseTwoPort)Electric terminal side n
Modelica.Thermal.HeatTransfer.Interfaces.HeatPort_aheatPort (from ConditionalHeatPort)Conditional heat port

Components

TypeNameDefaultDescription
SI.PowerLossPower (from ConditionalHeatPort)Loss power leaving component via heatPort
SI.TemperatureT_heatPort (from ConditionalHeatPort)Temperature of heatPort
Modelica.Units.SI.ResistanceR_actual (from PartialTwoPortResistance)Actual resistance = R*(M + T_heatPort)/(M + T_ref)

Revisions

  • August 25, 2014, by Marco Bonvini:
    Revised documentation.