Euler’s equation in the differntial form for motion of liquids is given by A. {dp}/\rho - gdz+ vdv =0 B. {dp} /\rho+gdz -gdz= 0 C.{dp }/ \rho +gdz+ vdv= 0 D. { \rhodp } +gdz+ vdv= 0

SSC JE Mechanical Engineering 2018 Set 5 Paper

Question : 176 of 200

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Euler’s equation in the differntial form for motion of liquids is given by
A.

{dp}/ρ - gdz+ vdv =0

{dp} /ρ+gdz -gdz= 0

{dp }/ ρ +gdz+ vdv= 0

{ ρdp } +gdz+ vdv= 0

Solution:

⇒

{ P }/ ρ +g z+ v^2/2= Constant

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