Physics, asked by Nylucy, 2 months ago

$QUESTION$

Prove that slope adiabatic curve is more then isothermal process .

NOTE:

• NO SPAMS.

• ACCURATE ANSWER.

• IF NOT KNOWING ANSWER, PLEASE DO NOT ANSWER THIS QUESTION.

☺

Answers

Answered by IISLEEPINGBEAUTYII

Answer:

Plotting these two processes on a pressure v/s volume graph, we obtain as follows: The red curve represents the isothermal process and the blue curve represents the adiabatic process. ... We can see from the graph, that the slope of adiabatic is higher than that of the isothermal process.

Answered by ITzUnknown100

Answer:

γ is always greater than 1 as the specific heat at constant pressure is always greater than that at the constant volume. Hence, the slope(steepness to be exact) is more in the case of adiabatic curve by the factor of γ in comparison to isothermal curve.

Explanation:

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Prove that slope adiabatic curve is more then isothermal process .NOTE:• NO SPAMS.• ACCURATE ANSWER.• IF NOT KNOWING ANSWER, PLEASE DO NOT ANSWER THIS QUESTION.☺​

Answers

γ is always greater than 1 as the specific heat at constant pressure is always greater than that at the constant volume. Hence, the slope(steepness to be exact) is more in the case of adiabatic curve by the factor of γ in comparison to isothermal curve.

$QUESTION$

Prove that slope adiabatic curve is more then isothermal process .

NOTE:

• NO SPAMS.

• ACCURATE ANSWER.

• IF NOT KNOWING ANSWER, PLEASE DO NOT ANSWER THIS QUESTION.

☺