Adiabatic process equation via pressure and volume¶

An adiabatic process is a type of thermodynamic process that occurs without transferring heat or mass between the thermodynamic system and its environment.

Links:

Wikipedia.

adiabatic_index¶: adiabatic_index, also known as heat capacity ratio, of the gas.

Symbol:: gamma
Latex:: \(\gamma\)
Dimension:: dimensionless

initial_temperature¶: Initial temperature of the system.

Symbol:: T_0
Latex:: \(T_{0}\)
Dimension:: temperature

final_temperature¶: Final temperature of the system.

Symbol:: T_1
Latex:: \(T_{1}\)
Dimension:: temperature

initial_volume¶: Initial volume of the system.

Symbol:: V_0
Latex:: \(V_{0}\)
Dimension:: volume

final_volume¶: Final volume of the system.

Symbol:: V_1
Latex:: \(V_{1}\)
Dimension:: volume

initial_pressure¶: Initial pressure inside the system.

Symbol:: p_0
Latex:: \(p_{0}\)
Dimension:: pressure

final_pressure¶: Final pressure inside the system.

Symbol:: p_1
Latex:: \(p_{1}\)
Dimension:: pressure

adiabatic_condition¶

p_0 * V_0^gamma = p_1 * V_1^gamma

Latex:: \[p_{0} V_{0}^{\gamma} = p_{1} V_{1}^{\gamma}\]