Launch an Open Process Daemon by Selecting a Material Model.
PC Model
Click to Launch Applet (Takes a Few Seconds)
The working substance is a phase-change (PC) fluid. That is, it can exist as a sub-cooled liquid, superheated  vapor, or as a mixture of saturated liquid and vapor. Example: Saturated water vapor escaping a pressure cooker. 
Gases: PG Model Click to Launch Applet (Takes a Few Seconds) Obeys the ideal gas equation (pv=RT). Moreover, the specific heats  are assumed constant. A perfect gas (PG) is a simplified ideal gas. Example: Air enters an evacuated chamber.
IG Model Click to Launch Applet (Takes a Few Seconds) Obeys the ideal gas equation (pv=RT). Specific heats are temperature dependent; thus, the IG model is more accurate than the PG model. Example: Air (variable specific heat) enters an evacuated chamber.
RG Model Click to Launch Applet (Takes a Few Seconds) Based on the generalized compressibility chart (pv=ZRT), the real gas (RG) model can handle a large number of fluids with different phase compositions. But generality comes at the expense of accuracy. Example: A propane tank is filled from a supply line. Note that use of the PC model will produce more accurate results.

Binary Mixtures

The mixture contains two gases, A and B, with its composition expressed in terms of the mass or mole fraction of gas-A.
Click to Launch Applet (Takes a Few Seconds)
PG+PG
Model
Click to Launch Applet (Takes a Few Seconds)
IG+IG
Model
Click to Launch Applet (Takes a Few Seconds)
RG+RG
Model
General Mixtures
Mixture can contain any number of species from 1 to n (n>60).
Click to Launch Applet (Takes a Few Seconds)
n-PG Model
Click to Launch Applet (Takes a Few Seconds)
n-IG Model
Open Process and Its Governing Balance Equations
System 
Animation of an unsteady open system going through a process - a transition from a unique b-state to a unique f-state. The uniform-flow, uniform-state assumption used to simplify the analysis of an open process requires the anchor states to be uniform. For specific examples of open processes visit VT, section 5.E.
Balance Equations  Read Chapter-3: Thermodynamics - A Problem Solving Approach by Bhattacharjee
Copyright 1998-:  Subrata Bhattacharjee