polytropic process derivation
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Answered by
4
hiiii mate here your answer ✔️ ✔️
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Stay away from running things by the rule book, you could have done the calculation yourself.
W=∫21pdVW=∫12pdV
pVn=const=CpVn=const=C
W=∫21CVndVW=∫12CVndV
W=[C⋅V1−n1−n]21W=[C⋅V1−n1−n]12
W=C⋅V1−n21−n−C⋅V1−n11−nW=C⋅V21−n1−n−C⋅V11−n1−n
multiply with −1−1−1−1
W=−C⋅V1−n2n−1+C⋅V1−n1n−1W=−C⋅V21−nn−1+C⋅V11−nn−1
W=C⋅V1−n1n−1−C⋅V1−n2n−1W=C⋅V11−nn−1−C⋅V21−nn−1
replace with CV−ni=piCVi−n=pi
W=p1⋅V1−p2⋅V2n−1W=p1⋅V1−p2⋅V2n−1
I went the longer way instead of commenting on the switched denominator to add some value for other readers to this question.
______________________________
❤️ I hope you mark as brainlist answer ⭐❤️✨✨✨✨
______________________________
Stay away from running things by the rule book, you could have done the calculation yourself.
W=∫21pdVW=∫12pdV
pVn=const=CpVn=const=C
W=∫21CVndVW=∫12CVndV
W=[C⋅V1−n1−n]21W=[C⋅V1−n1−n]12
W=C⋅V1−n21−n−C⋅V1−n11−nW=C⋅V21−n1−n−C⋅V11−n1−n
multiply with −1−1−1−1
W=−C⋅V1−n2n−1+C⋅V1−n1n−1W=−C⋅V21−nn−1+C⋅V11−nn−1
W=C⋅V1−n1n−1−C⋅V1−n2n−1W=C⋅V11−nn−1−C⋅V21−nn−1
replace with CV−ni=piCVi−n=pi
W=p1⋅V1−p2⋅V2n−1W=p1⋅V1−p2⋅V2n−1
I went the longer way instead of commenting on the switched denominator to add some value for other readers to this question.
______________________________
❤️ I hope you mark as brainlist answer ⭐❤️✨✨✨✨
Answered by
0
hi
hope this helps you...
hope this helps you...
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