Question

Determine the flow pattern (velocity distribution) of the system that is shown in the below figure, where the fluid properties are density and viscosity ($\rho$, $\mu$) is forced into the gap h(x) between a fixed slipper block and a wall moving at velocity U. If the gap is thin, h<<L, Neglecting gravity,

          Determine the flow pattern (velocity distribution) of the system that is shown in
the below figure, where the fluid properties are density and viscosity ($\rho$, $\mu$) is
forced into the gap h(x) between a fixed slipper block and a wall moving at velocity
U. If the gap is thin, h<<L, Neglecting gravity,
        
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Determine the flow pattern (velocity distribution) of the system that is shown in
the below figure, where the fluid properties are density and viscosity (ρ, μ) is
forced into the gap h(x) between a fixed slipper block and a wall moving at velocity
U. If the gap is thin, h<<L, Neglecting gravity,

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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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Determine the flow pattern (velocity distribution) of the system that is shown in the figure below, where the fluid properties are density (p) and viscosity (u). The fluid is forced into the gap (h) between a fixed slipper block and a wall moving at velocity (U). If the gap is thin (h << L), neglecting gravity. Oil inlet Fixed slipper block Oil outlet h (x) u (y) Moving wall
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Transcript

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00:01 In this cushion it is told that the road which connects the balls a and b is clamped at the center in such a way that it can freely rotate.
00:11 Now a particle of mass m is dropped from a height on the ball b and sticks to it.
00:18 So first of all i am drawing the diagram for this given cushion.
00:22 This is the road and two particles that is b and a is connected with this road whose masses is given to us that is m.
00:32 And it is told that a particle of mass m, this particle p whose mass m is dropped from a height that is h.
00:41 And after it collision, it sticks to it.
00:44 So it becomes like after collision, its condition is this is p particle, this is b particle and this is our a particle.
00:58 This is the condition after collision.
01:01 Now in the first part, we have to find the angular momentum and angular speed of the system just tougher after the collision.
01:10 So let the particle p collides with the ball with a speed u and the system moves with the speed v just after collision...
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