The isothermal elastic elasticity of a medium is e1 and the adiabatic elasticity in Ea. The velocity of sound in the medium is proportional to

Question

The isothermal elastic elasticity of a medium is e1 and the adiabatic elasticity in Ea. The velocity of sound in the medium is proportional to (A) E1 (B) Ea (C) √E1 (D) √Ea

Tardigrade Admin · Accepted Answer

After Laplace correction that sound transmission takes place in adiabatic condition, v =√ VE a / ρ ∴ v propto √ E a

Q. The isothermal elastic elasticity of a medium is $e_{1}$ and the adiabatic elasticity in $E_{a}$ . The velocity of sound in the medium is proportional to

$E_{1}$

$E_{a}$

$E_{1}$

$E_{a}$

After Laplace correction that sound transmission takes place in adiabatic condition, $v = V E_{a} / ρ$
$∴ v \propto E_{a}$

Q. The isothermal elastic elasticity of a medium is e1​ and the adiabatic elasticity in Ea​. The velocity of sound in the medium is proportional to

E1​

Ea​

E1​​

Ea​​

After Laplace correction that sound transmission takes place in adiabatic condition, v=VEa​/ρ​ ∴v∝Ea​​

Q. The isothermal elastic elasticity of a medium is $e_{1}$ and the adiabatic elasticity in $E_{a}$ . The velocity of sound in the medium is proportional to

$E_{1}$

$E_{a}$

$E_{1}$

$E_{a}$

After Laplace correction that sound transmission takes place in adiabatic condition, $v = V E_{a} / ρ$
$∴ v \propto E_{a}$