Bernoullis Equation Of Flow
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Bernoulli’s Equation of Flow
Bernoulli’s equation is based on Euler’s theory of fluid flow and it obtained by integrating the Euler’s equation of motion.
∂P / ρ + g dz + v dz = 0
Integrating
∫ ∂P / ρ + ∫ g dz + ∫ v dv = Constant
For incompressible flow ρ is constant.
P/ρ + gz + V2/2 = Constant
P / ρg + z + V2/2g = Constatn
This equation is called as Bernoulli’s equation.
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∂P / ρ + g dz + v dz = 0
Integrating
∫ ∂P / ρ + ∫ g dz + ∫ v dv = Constant
For incompressible flow ρ is constant.
P/ρ + gz + V2/2 = Constant
P / ρg + z + V2/2g = Constatn
This equation is called as Bernoulli’s equation.
For more help in Bernoulli’s Equation of Flow click the button below to submit your homework assignment