Let,
ρ → Density
T → Temperature
i → Specific internal energy
How can we represent i of a perfect gas in terms of ρ and/or T?
a) i=T
b) i ∝ (1/T)
c) i=(1/T)
d) i ∝ T
Answer: d
Explanation: i=Cv T is the relation between temperature and specific internal energy (where Cv is the specific heat at constant velocity). This can be used to get the energy equation in terms of specific internal energy.
Related Posts
In a nine node quadrilateral, the shape functions can be defined as _______
The gauss points for a triangular region differ from the _____ region.
The nodal temperature load can be evaluated by using _____
In six node triangular element, the gauss points of a triangular element can be defined by ____
Six node triangular elements is also known as _____
N1, is of the form ____
A _________ element by using nine-node shape function.
Join The Discussion