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History of Fluid Mechanics
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19 set 2020
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Dominika
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Stokes (and Navier) Added Newtonian viscous term to the equation of motion, the fluid motion governing equation i.e. Navier‐Stokes equation is named after them.
Ludwig Prandtl Pointed out that fluid flows with small viscosity, such as water flows and airflows, can be divided into a thin viscous layer (or boundary layer) near solid surfaces and interfaces, patched on to an early in viscis outer layer, where the Euler and Bernoulli equations apply.
Archimedes (285-212 BC) Postulated the parallelogram law for addition of vectors and the laws of buoyancy. He further applied them to floating and submerged objects.
Leonardo da Vinci Stated the equation of conservation of mass in one‐dimensional steady‐state flow. He experimented with waves, jets, hydraulic jumps, eddy formation, etc.
Edme Mariotte Built the first wind tunnel and tested models in it.
Isaac Newton Postulated his laws of motion and the law of viscosity of linear fluids, now called Newtonian. The theory first yield the friction less assumption which led to several beautiful mathematical solutions.
Leonhard Euler Developed both the differential equations of motion andtheir integral form, now called Bernoulli equation.
William Froude Together with his son developed laws of model testing
Lord Rayleigh Proposed dimensional analysis.
Osborne Reynolds Published the classic pipe experiment and showed the importance of the dimensionless Reynolds number, named after him.
Navier (and Stokes) Added Newtonian viscous term to the equation of motion, the fluid motion governing equation, i.e. Navier‐Stokes equation is named after them.
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