Does anyone know equations that can be used to equate fluid viscosity

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    Fluid Viscosity
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The discussion focuses on using terminal velocity to calculate fluid viscosity. The key equation provided is v_t = mg/(6πRη), where v_t is terminal velocity, m is mass, g is gravitational acceleration, R is the radius of the sphere, and η represents fluid viscosity. This equation is derived from Stokes' Law, which applies to a sphere falling through a viscous fluid. Participants emphasize the importance of accurate measurements for mass, radius, and terminal velocity to ensure reliable viscosity calculations. Understanding this relationship is crucial for applications in fluid dynamics and engineering.
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Does anyone know equations that can be used to equate fluid viscosity using the terminal velocity of a mass falling down a tube of that liquid?

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tntcoder said:
Does anyone know equations that can be used to equate fluid viscosity using the terminal velocity of a mass falling down a tube of that liquid?
Try this equation for terminal velocity of a falling sphere of radius R:

v_{t} = \frac{mg}{6\pi R\eta}

where \eta is the viscosity of the fluid. This is derived from Stokes' Law.

AM
 
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