Is there someone help me about thermodynamics

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SUMMARY

This discussion focuses on the application of the adiabatic process in thermodynamics, specifically in calculating the final volume of air compressed from atmospheric pressure to 7 atm. The relevant formula is PVγ = constant, where γ (gamma) represents the ratio of heat capacities (Cp/Cv). For dry air at room temperature, γ is approximately 1.4. Participants emphasized the importance of understanding this constant to solve the problem effectively.

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  • Understanding of the adiabatic process in thermodynamics
  • Familiarity with the ideal gas law
  • Knowledge of heat capacity ratios (Cp and Cv)
  • Basic algebra for solving equations
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  • Study the derivation and applications of the adiabatic process in thermodynamics
  • Learn how to calculate heat capacities for different gases
  • Explore the implications of the ideal gas law in real-world scenarios
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Students and professionals in physics and engineering, particularly those focusing on thermodynamics, mechanical engineering, and anyone involved in gas compression processes.

opeth_35
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ı don't understand how i am going to use the formula of thermodynamics in adiabatic. actually there are a lots of constant in adiabatic..

the question is :
In the course of pumping up a bicycle tire, a liter of air at atmospheric pressure is compressed adiabatically to a pressure of 7 atm. (Air is mostly diatomic nitrogen and oxygen.)
(a)
What is the final volume of this air after compression?
PV^gamma = const i am trying but i cat..
thaks for helping me about that now
 
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opeth_35 said:
ı don't understand how i am going to use the formula of thermodynamics in adiabatic. actually there are a lots of constant in adiabatic..

the question is :
In the course of pumping up a bicycle tire, a liter of air at atmospheric pressure is compressed adiabatically to a pressure of 7 atm. (Air is mostly diatomic nitrogen and oxygen.)
(a)
What is the final volume of this air after compression?
PV^gamma = const i am trying but i cat..
thaks for helping me about that now
what is [itex]\gamma[/itex]?
You know the initial P and the initial V, so what is [itex]PV^{\gamma}[/itex]?
You know that this value is equal to [itex]P_{final}V_{final}^{\gamma}[/itex]. So you now have one equation and one unknown, so you can solve that.

AM
 
gamma is the ratio of heat capacities, Cp/Cv
For dry air at room temperature gamma is 1.4.
It's good to memorize this because it is seen in numerous cituations, such as otto cycles.
 

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