Viscosity & Specific Gravity - Force Engineered Products

Kinematic viscosity can be obtained by dividing the dynamic viscosity of a fluid by its density. ν = μ / ρ. where ν = kinematic viscosity, μ = absolute or dynamic viscosity, ρ = density. In the SI-system the unit is m 2 /s . The Stokes(St) is the cgs physical unit for kinematic viscosity, named after George Gabriel Stokes, where 1 St = 10 Dynamic Viscosity - an overview | ScienceDirect Topics Dynamic Viscosity (VIS) and Reynolds Number (RE) (Formulae F19.9) Dynamic viscosity is used to calculate the Reynolds number, which reflects the ratio of momentum to viscous forces present in a fluid. The Reynolds number is used in many performance calculations, such as for disc windage, and has a second-order effect on component efficiencies. Viscosity & Specific Gravity - Force Engineered Products Viscosity - Property of a liquid that resists any force tending to produce flow. It is the evidence of cohesion between the particles of a fluid which causes a liquid to offer resistance analogous to friction. An increase in the temperature usually reduces the viscosity; conversely, a temperature reduction usually increases the viscosity. Calculate blend ratio of two known oils to achieve desired

Apparent viscosity - Wikipedia

Viscosity - Wikipedia Non-Newtonian fluids exhibit a variety of different correlations between shear stress and shear rate. One of the most common instruments for measuring kinematic viscosity is the glass capillary viscometer. In coating industries, viscosity may be measured with a cup in which the efflux time is measured. How to Calculate Viscosity? - Short Tutorials

What is Viscosity? - Definition, Measurement & Equation

To obtain kinematic viscosity (v = ny), multiply the measured flow time (t f) by the so-called capillary constant (K C). This constant needs to be determined for each capillary by calibrating the capillary, i.e. by measuring a reference liquid of known viscosity. v = KC⋅tf v = K C ⋅ t f Viscosity of Fluids & Velocity Gradient - Fluid Mechanics Nov 16, 2017