Adiabatic Process with Ideal Gas - First Law of Thermodynamics Derivation (Integration, Natural Log)

The P-V relation for an ideal gas undergoing an adiabatic (quasistatic/reversible) process is derived from the First Law of Thermodynamics, the Ideal Gas Law and the adiabatic condition of Q=0. Integration, exponent laws and logarithm laws are used.
#Thermodynamics
#Adiabatic
#KonstantinLakic

[@Shweta_25e]

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Excellent explanation, thx for sharing!!!

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[@courtneyjongwe7610]

Thank you soo much this was very helpful

[@zhubajie6940]

A constant specific heat c v0 ideal gas is a perfect gas not an ideal gas.ideal gas only obey the ideal gas lawthat is Z is 1

[@cruiseworld1563]

Thanks for this because I just have find an easy way to prove y=Cp/Cv 😇

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[@deepvision8877]

Excellent and clear explanation, thank you.

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Great work you talented young man!

[@bexruznarzulloyev3920]

Great explanation! Could you give an explanation for polytropic process please?!

[@WritersDigest-b8f]

Just like the first law of thermodynamics is
Q added = Work done by the gas in the cylinder + Change in internal Energy
The second law is The work heat added is work done by the gas + heat rejected to the surroundings?

[@kavitarani7128]

Thank you so much for such a great explanation

[@escapingpeople951]

Isn't FlOT is..dQ=dU+dw??
Heat given to system=change in internal energy+work done
hey bro! Plese reply soon

[@yaascine]

tysm i was really confused about this for a long time , GENIUS

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[@IceHockeyCreamer]

How can P=nRT/V and P=const/(V)^gamma at the same time?

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Me