✩ Show that the Slope of an adiabatic curve at any point is γ times the Slope of an isothermal curve at the corresponding limit.
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isothermal
PV = constant
p = k/v
dp/dv = - k/ v^2
= - k/ v × v
so -p/v
for adiabatic
p V^Y = k
dp/dv =- YK/ V^ (Y +1)
= -Y K/ V^Y × V
As p = k/V^Y
so it's - Y P/V
hence it's Y times
PV = constant
p = k/v
dp/dv = - k/ v^2
= - k/ v × v
so -p/v
for adiabatic
p V^Y = k
dp/dv =- YK/ V^ (Y +1)
= -Y K/ V^Y × V
As p = k/V^Y
so it's - Y P/V
hence it's Y times
Anonymous:
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