Select a material model to launch a daemon.
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: Analyze a steady-flow steam turbine with one inlet and one exit.
SL Model
Click to Launch Applet (Takes a Few Seconds) Constant density and constant specific heats (c_p=c_v=c) characterize the solid/liquid (SL) model. Example: Liquid water is pumped steadily from a given inlet-state to a given exit-state with no possibility of a phase change.
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: Gaseous CO2 expands steadily in a nozzle from an  inlet-state to an exit-state with no possibility of phase change.
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: Gaseous CO2 expands steadily in a nozzle from an  inlet-state to an exit-state with no possibility of phase change.
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: Gaseous CO2 expands steadily in a nozzle from an  inlet-state to an exit-state with the possibility of phase change.
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
Single-flow Open Steady System and Its Governing Balance Equations
System 
Animation of a single-flow open steady system having all possible interactions with its surroundings. A single-flow system is characterized by a single inlet and a single exit state. As a reuslt, summation signs over inlet and exit ports are no longer necessary in the balance equations. For specific examples of single-flow 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