modelPartialIncompressibleFluid

Base class for adiabatic thermodynamic models assuming an incompressible fluid (rho = const)

Extends from ThermofluidStream.Idealized.Processes.AdiabaticThermodynamicModels.BaseClasses.PartialAdiabatic (Base class for adiabatic thermodynamic models for given outlet pressure).

Information

Base model of an adiabatic process. The model is supposed to compute the outlet specific enthalpy based on:

  • Inlet state
  • Outlet pressure
  • Isentropic efficiency

The model assumes an incompressible fluid (rho = const) to compute the adiabatic reversible reference process.

Parameters

TypeNameDefaultDescription
StringnamegetInstanceName()
Warnings
AssertionLevelassertionLevelAssertionLevel.warningAssertion level
RealrelTolDensity1e-2Relative tolerance for densities rho_in, rho_out

Components

TypeNameDefaultDescription
Medium.ThermodynamicStatestate_in (from PartialAdiabatic)Inlet state
Medium.AbsolutePressurep_out (from PartialAdiabatic)Outlet pressure
SI.Efficiencyeta_is (from PartialAdiabatic)Isentropic efficiency
Medium.SpecificEnthalpyh_out (from PartialAdiabatic)Outlet specific enthalpy
SI.SpecificEnthalpyw_t (from PartialAdiabatic)Specific technical work
SI.SpecificEnthalpyw_t_is (from PartialAdiabatic)Specific isentropic technical work
Medium.AbsolutePressurep_in (from PartialAdiabatic)Medium.pressure(state_in)Inlet pressure
Medium.MassFraction[Medium.nXi]Xi_in (from PartialAdiabatic)Medium.massFraction(state_in)Inlet mass fractions
Medium.TemperatureT_inMedium.temperature(state_in)Inlet temperature
Medium.TemperatureT_out_isIsentropic outlet temperature
Medium.SpecificEnthalpyh_inMedium.specificEnthalpy(state_in)Inlet specific enthalpy
Medium.Densityrho_inMedium.density(state_in)Inlet density
Medium.Densityrho_outMedium.density(Medium.setState_phX(p_out, h_out, Xi_in))Outlet density
RealdeltaDensityRelabs(rho_in - rho_out)/max(rho_in, rho_out)Relative difference of densities rho_in, rho_out
RealisDensityWithinTolsign(relTolDensity - deltaDensityRel)= 1.0 if density within tolerance, = -1.0 if tolerance is exceeded

Revisions

  • 2026, by Raphael Gebhart (raphael.gebhart@dlr.de):
    Initial version.