Select a material model to launch the daemon.
PC Model
Click to Launch Applet (Takes a Few Seconds)
The two fluids are chemically identical and represented by the phase-change model. Example: Liquid water and steam are mixed in a steady-flow mixing chamber to produce hot water. A steady flow of refrigerant is separated into flows of saturated vapor and saturated liquid in a separation chamber.
SL Model
Click to Launch Applet (Takes a Few Seconds) Constant density and constant specific heats (c_p=c_v=c) characterize the pure solid or liquid model. The two substances, A and B, are identical. Example: Oil at two different states are mixed in a steady-flow mixing chamber with no possibility of a phase change.
Gases: PG Model Click to Launch Applet (Takes a Few Seconds) Constant density and constant specific heats (c_p=c_v=c) characterize the pure solid or liquid model. The two gases, A and B, are identical. Example: CO2 at two different states are mixed in a steady-flow mixing chamber with no possibility of a phase change.
IG Model Click to Launch Applet (Takes a Few Seconds) Obeys the ideal gas equation (pv=RT). Specific heats are temperature dependent. The two gases, A and B, are identical. Example: CO2 at two different states are mixed in a steady-flow mixing chamber with no possibility of a phase change.
RG Model Click to Launch Applet (Takes a Few Seconds) Based on the generalized compressibility chart (pv=ZRT), the real gas model can handle a large number of fluids in their liquid, vapor or gaseous states. The two gases, A and B, are identical. Example: Propane at two different states are mixed in a steady-flow mixing chamber with the possibility of a phase change.

Two Different Gases:

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
The two gases, A and B, can be chemically different. Example: O2 and N2 are mixed in a steady-flow mixing chamber.
Specific Closed Process and Its Governing Balance Equations
System 
Animation of a mutli-flow, mixing, open steady system having all possible interactions with its surroundings. The mixing daemons also allow separation of flows (as in a flash chamber or a turbine with bleeding). For specific examples of multi-flow, mixing, open steady systems, visit TEST.VT.Chapter-4 pages.
Balance Equations  Read Chapter-3: Thermodynamics - A Problem Solving Approach by Bhattacharjee
Copyright 1998-: Subrata Bhattacharjee