Chapter 7 Flashcards
Define a perfect gas.
A gas in which the intermolecular forces are neglected.
The energy of a given molecule is the sum of what?
It’s transnational, rotational, vibrational, and electronic energies.
The sum of the energies of all the molecules in a given volume of gas is defined as the ____.
Internal energy of the gas.
The internal energy per unit mass is defined by what variable?
Entropy – e
For a perfect gas, both e and h are functions of ____. only.
Temperature
When temperatures are below _____K the specific heats are usually ____.
1000K
constant.
What is a “Calorically Perfect” gas?
As gas in which the two specific heats (cp and cv) are constant.
Define an Adiabatic Process.
One in which no heat is added to or taken away from the system.
Define a Reversible Process.
One in which no dissipative phenomena occur, this is, where the effects of viscosity, thermal conductivity, and mass diffusion are absent.
Defin Isentropic process.
One that is both adiabatic and reversible.
What are the three main dissipative phenomena?
- Viscosity
- Thermal Conductivity
- Mass diffusion
Explain why many practical flows can be modeled as isentropic?
The viscous boundary layer adjacent to the surface is thin compared with the entire flow field, and hence large regions of the flow can be assumed isentropic.
Entropy is a function of what two variables?
Temperature and pressure.
True or False
Entropy increases with increasing temperature.
True.
True or False
Entropy decreases with increasing temperature.
False, it decreases with decreasing temperature.
How does pressure affect entropy?
As pressure increases, entropy decreases and VV.
Incompressible flows obey ____ laws.
Mechanical Laws
What are the primary dependant variables for compressible flow?
p, V, rho, e, and T
Is Bernoulli’s equation valid for compressible flow?
No
What is static pressure?
The measure of the purely random motion of molecules in a gas.
What is stagnation pressure?
The pressure existing at a point (or points) in the flow where V=0.
What is the total temperature?
Note: Define it conceptually
If a fluid element is adiabatically slowed to zero velocity the temperature of the fluid element will change. At the point of zero velocity, the temp of the fluid element is the total temperature.