Multi Physics System Simulation Tool

φSim Multi Physics System Simulation Tool

for fluid power, mechatronic and energetic engineering

 

What is PhiSim

 

PhiSim multi domain libraries

  • Fully integrated within Matlab and Simulink
  • Extended dynamic dialogs
  • Physical units management
  • Results storage and post-processing
  • Physical ports connectivity
  • Multi-domain system libraries (1D mechanics, Electrical, thermics and thermal fluids)

Thermal-Fluid models compatible with liquids, gases, mixtures, refrigerants and much more.
 
- Multi domain libraries -
 
 
- Engine Model with turbocharger -
 
- PhiSim representation of the Engine Model with turbocharger -
 

Fluids properties

Several thermal fluids are available (one phase liquid and gas, two phases, moist air, combustion mixture and gas mixture)
 
- Thermal fluid properties -
 
- Dialog box for fluids parameterization -
 
Fluids properties are available both as dll functions and as tabulation format.

 
Tools and components characterization


Some of the components of the library PhiSim such as valves, heat exchangers, pumps, require functional parameters.
A GUI allows calculating thermal fluids properties. The type of the fluid can be a gas or liquid, one phase, two-phase, moist gas or gas mixture.

It is possible to calculate one point or a mapping for several combinations of points.
 

Examples :
 
The hydraulic pumps are characterized by a two-dimensional curve giving the variation of the (dP) pressure at the pump as a function of (Qm) mass flow and (N) pump speed.
 
The model of the pump uses the PhiGraph principle and representation called Rateau which calculates the flow rate Q from dP and N and its dialog parameters require Rateau parameters a, b and c
 
 
The pressure drop characteristics are updated during simulation depending on the current behaviour of the circuit for the following elements :
  • Straight pipes
  • Changes of section (Sudden enlargement and Sudden contraction
  • Gradual enlargement / contraction
  • Tee : Branch flowing asunder (1=input, 2 and 3 outputs), D1=D3, 2=Foot
  • Tee : Branch flowing together (1 and 2 inputs, 3 output), D1 = D3, 2=Foot
  • Y-pipe straight
     
 
Heat exchangers characterization 
The heat exchanger model use NTU formulas and require the Heat transfer coefficient AU function of mass flow of the two fluids.