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Engineering · Mechanical Engineering
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Problem 6.70: Munson, Young and Okiishi's Fundamentals of Fluid Mechanics, (8th Edition)

Help please!Stokess first problem involves the instantaneous acceleration at time t 0 of a flat plate to a constant velocity UO while in contact with a semi-infinite, static fluid as shown in Fig. P6.70. For a constant fluid density and viscosity, the simplified Navier- Stokes equation is au a u where u is the fluid velocity in the x or velocity UO direction and y is a coordinate normal to the plate. Find the appropriate boundary conditions and initial conditions for this problem and then solve the differential equation to determine the velocity distribution u/UO foy, t). Hint: Assume that f is a function of a single variable n where n y/2 vut. Figure P6.70 Semi-infinite fluid Plate

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