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Question: Coefficient of isothermal elasticity E<sub>θ</sub> and coefficient of adiabatic elasticity E<sub>φ</...

Coefficient of isothermal elasticity Eθ and coefficient of adiabatic elasticity Eφ are related by (γ=Cp/Cv)\left( \gamma = C _ { p } / C _ { v } \right)

A

Eθ=γEϕE _ { \theta } = \gamma E _ { \phi }

B

Eϕ=γEθE _ { \phi } = \gamma E _ { \theta }

C

Eθ=γ/EϕE _ { \theta } = \gamma / E _ { \phi }

D

Eθ=γ2EϕE _ { \theta } = \gamma ^ { 2 } E _ { \phi }

Explanation

Solution

Adiabatic elasticity =γ×= \gamma \times isothermal elasticity ⇒ Eϕ=γEθE _ { \phi } = \gamma E _ { \theta }.