modelMembraneMassTransfer

model for mass transfer through membrane in quasi-counter flow arrangement

Information

This model calculates the locally distributed mass transfer through a thin membrane. The model is based on the Solution-Diffusion model. It uses the permeability to describe the process of sorption, diffusion and desorption of the water vapour. For detailed information see [1].

References

[1]: Koester, S.; Roghmans, F.; Wessling, M.: Water vapor permeance: The interplay of feed and permeate activity ; Journal of Membrane Science; Vol. 485 (2015) pp. 69-78

Parameters

TypeNameDefaultDescription
Integern2Segmentation of membrane
RealnParallelnumber of parallel air ducts
Modelica.Units.SI.LengthlengthMemlength of membrane in flow direction
Modelica.Units.SI.LengthwidthMemwidth of membrane
Modelica.Units.SI.LengththicknessMemthickness of membrane
Modelica.Units.SI.DensityrhoMemdensity of membrane
Modelica.Units.SI.AreaareaMemlengthMem*widthMem*nParallelsurface area of membrane
Modelica.Units.SI.PartialPressurep_startstart value for mean partial pressure at membrane's surfaces
Modelica.Units.SI.PartialPressuredp_startstart value for partial pressure difference between membrane's surfaces

Components

TypeNameDefaultDescription
RealperMemmembrane's permeability in Barrer
RealcoeCroCouscoefficient for mass transfer reduction due to cross-flow portion
Utilities.MassTransfer.MassPortmassPorts_amass port to component boundary
Utilities.MassTransfer.MassPortmassPorts_bmass port to component boundary

Revisions

  • November 20, 2018, by Martin Kremer:
    Changing mass transfer calculation: Now using permeability and thickness of membrane instead of permeance.
  • August 21, 2018, by Martin Kremer:
    First implementation.