Answer:
Stokes' law - the statement that the force of resistance F, which meets a solid ball of radius R with slow uniform translational motion with a velocity in an unlimited viscous medium with a dynamic coefficient of viscosity (or in a laminar fluid flow), is equal to
"F=6\\pi R\\eta v,"
• "F_D" is the friction force acting on the interface between liquid and particles (in N),
•"\\eta" is an indicator of dynamic viscosity (N s / m 2)
• R is the radius of a spherical object (in m), and
• "v_s" is the particle deposition rate (in m / s).
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