In this chapter, we discuss the line vortex (Fig. P10110) as an example of an irrotational flow
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In this chapter, we discuss the line vortex (Fig. P10–110) as an example of an irrotational flow field. The velocity components are ur = 0, uθ = Γ/(2πr), and uz = 0. Compute the viscous term of the u-component of the Navier–Stokes equation, and discuss. Verify that this velocity field is indeed irrotational by computing the z-component of vorticity.
FIGURE P10–110
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ΜΘ Γ = Ματ Σπι
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To compute the viscous term of the ucomponent of the NavierStokes equationwe need to calculate the Laplacian of the ucomponent of the velocity fieldTh...View the full answer
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Fluid Mechanics Fundamentals And Applications
ISBN: 9780073380322
3rd Edition
Authors: Yunus Cengel, John Cimbala
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