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Given the planar velocity field vr = -A sin(?t) sin θ r 2 vθ = A sin(?t) cos θ r 2 , where A and ? are known constants,
1. Determine the vorticity.
2. Compute the dilatation rate ∇ · v¯.
3. Comment on the existence of velocity potential and stream function and, if they do exist, compute them.
4. Find the acceleration for points along the line θ = 0
5. Obtain the trajectories and the streamlines.
6. Determine the fluid line that at t = 0 is given by θ = 0 and 0 < r < ∞.
a how deep must a submarine be immersed in sea water specific gravity is 1.03 for its shell to experience an absolute
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1.) Answer the following questions. a.) Briefly describe the problem resulting from the overaging of a precipitation hardened alloy. b.) At what temperature does a 5.0wt% Cu-Al alloy completely solidify when slowly cooled from 700oC? c.) What is the ..
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