In two phase flow systems, a heat pump is a device that transfers energy from a heat source to a destination called a "heat sink". Heat pumps are designed to move thermal energy opposite to the direction of spontaneous heat flow by absorbing heat from a cold area and releasing it to a warmer one. Reversible heat pump can also be used as a cooling system.
The target of this demo is to illustrate the modeling of a heat pump and more generally a heat transfer loop. Each component will be modeled and optimized separately in Simcenter Amesim software. All components will then be connected together to obtain the whole heat pump system model, first with an open loop and ultimately by closing the loop (step by step methodology).
NB for SimcenterAmesim users: the step by step methodology is further detailed in the Simcenter Amesim two-phase flow demo “Heat pump configuration”. The demo’s thermodynamic cycle values are presented there.
This demonstration example presents a basic heat pump technology. The final closed-loop model represents the whole system and permits the creation of the thermodynamic cycle.
The operating of the heat pump is synthesized in the picture below:
The simple P-H diagram of the heat pump is defined as follows:
According to this picture, the 4 transformations arising in the system will be modeled by focusing on the main components:
The compressor increases the refrigerant temperature and pressure. At both suction and discharge, the fluid is in gaseous state (superheated gas). It is modeled as follows in Simcenter Amesim:
Simcenter Amesim compressor model
The superheated refrigerant transfers its latent heat to air (or any other cooling fluid) during condensation process. At the outlet, the refrigerant remains at the same pressure level but has changed phase from gas to liquid.
Simcenter Amesim condenser model
With the new half heat exchanger components and the proper input parameters, the condenser could be modeled very quickly.
The refrigerant pressure (and thus temperature) is strongly reduced through an isenthalpic transformation.
Simcenter Amesim expansion device model
The cold refrigerant then absorbs heat from the air (or any other media) during evaporation process. At the outlet, the refrigerant pressure is almost unchanged but its state changed from liquid to gas.
Simcenter Amesim evaporator model
With the new half heat exchanger component and the proper input parameters, the evaporator could be modeled very quickly.
As presented above, the four major components are built separately. They should be connected together step by step in order to get an open loop heat pump as follows:
Once the open-loop model is created, signal connections should be replaced by direct connection. This should be done step by step. The final result is the following sketch:
Note that before making the last connection, the calculated charge of fluid should be re-used to ensure a proper initialization of the closed-loop model. The heat pump P-H diagram is consistent with the expected cycle:
As illustrated in this article, to create a two-phase flow heat transfer loop in Simcenter Amesim, these rules must be followed:
From such a very functional model, each component could then be refined and new components could be added using the presented methodology. Each component could be sized and validated separately before being connected to the heat transfer loop.
NB for Simcenter Amesim users: for more information, please refer to Simcenter Amesim demo “Heat pump configuration”.