Euler's equation is useful in the analysis of which flow
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The equation of the Euler for steady flow of an ideal fluid along a streamline is a relation between a flowing fluid's velocity, pressure and density.
- The equation is based on the Second Law of Motion by The Newton. The integration of the equation gives Bernoulli's equation of the following fluid in the form of energy per unit mass.
- The equation is based on the assumption that the fluid is homogeneous and non-viscous, where the flow is continuous, steady and along streamline.
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Explain:
a) Bernoulli s. b) Reynolds
c) Navier- Stroke. d) Euler's
Ans:- Navier strokes
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