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Adiabatic process is considered one the most difficult concept.
36 Questions around this concept.
When a gas expands adiabatically
A given system undergoes a change in which the work done by the system equals the decrease in its internal energy. The system must have undergone an
During an adiabatic process, the pressure of a gas is found to be proportional to the cube of its absolute temperature. The ratio for the gas is
In a P-V diagram for an ideal gas for different process is as shown . In graph curve OR represents
For an adiabatic process which of the following statement is not true
For a thermodynamic process, specific heat of gas is zero. The process is
Adiabatic process -
When a thermodynamic system undergoes a process, such that there is no exchange of heat takes place between the system and surroundings, this process is known as adiabatic process.
In this process P, V and T changes but .
From first law of thermodynamics -
Now in adiabatic -
So, for adiabatic process
Now, let us take two cases, first is for expansion in which the work done is positive and second one is compression in which the work done is negative -
Equations of Adiabatic process -
1. - - - - Relating Pressure and volume
2. - - - - -Relating Temperature and volume
3.
For the slope of adiabatic curve on PV curve, we have to differentiate the adiabatic relation -
As,
So,
So we can say that in the given graph, the slope =
Also, we have studied that the slope of the isothermal curve on PV diagram is =
So, we can say that the -
With the help of graph we can see that the adiabatic curve is more steeper than the isothermal curve-
or,
Specific heat in the adiabatic process - Specific heat of gas during adiabatic change is zero. Mathematically -
Note- Even though heat is not supplied or taken out during the process but still, the temperature change is taking place. So we can say that Specific heat for an adiabatic process is zero.
Work done in the adiabatic process -
So, if is increasing then the work done will be decreasing. As we know that -
Elasticity in the adiabatic process - As,
Where,
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