Solving the Navier-Stokes Equation for v(angular)

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The discussion focuses on solving the Navier-Stokes equation for the angular velocity, v(angular), in a fluid mechanics context. The equation presented is mu [d/dr (1/r d/dr (r v(angular)))] = 0, indicating a need for calculus techniques to find v(angular). Participants are encouraged to share methods or approaches for solving this equation. The mention of variables like mu (µ) and omega (ω) suggests a specific application in fluid dynamics. The conversation aims to clarify the steps necessary to derive v(angular) from the given equation.
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It has been a while since I've had calculus. I am working on a fluid mechanics problem:
I have reduced the Navier-Stokes equation and this is what I have:
mu [d/dr (1/r d/dr (r v(angular)))] = 0
How do I solve for v(angular) ?
 
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Hi jojoba! :smile:

(have a mu: µ and an omega: ω :wink:)
jojoba said:
It has been a while since I've had calculus. I am working on a fluid mechanics problem:
I have reduced the Navier-Stokes equation and this is what I have:
mu [d/dr (1/r d/dr (r v(angular)))] = 0
How do I solve for v(angular) ?

d(ωr) = Kr dr :wink:
 
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