Distance between Plates given Dynamic Viscosity of Fluid Solution

STEP 0: Pre-Calculation Summary
Formula Used
Distance Between Plates Carrying Fluid = Dynamic Viscosity of Fluid*Velocity of Moving Plate/Shear Stress on Lower Surface
y = μ*u/𝜏
This formula uses 4 Variables
Variables Used
Distance Between Plates Carrying Fluid - (Measured in Meter) - Distance between Plates Carrying Fluid is the vertical distance between the parallel plates between which the fluid is kept.
Dynamic Viscosity of Fluid - (Measured in Pascal Second) - Dynamic Viscosity of Fluid is the measure of its resistance to flow when an external shear force is applied.
Velocity of Moving Plate - (Measured in Meter per Second) - Velocity of Moving Plate is the rate of change of position of the lower plate with respect to time, with respect to fixed upper plate. Due to this a shear stress will be induced on fluid.
Shear Stress on Lower Surface - (Measured in Pascal) - Shear stress on lower surface refers to the amount of shear force that acts on a small element of the surface of the lower plate parallel to adjacent fluid layer. .
STEP 1: Convert Input(s) to Base Unit
Dynamic Viscosity of Fluid: 0.0796 Pascal Second --> 0.0796 Pascal Second No Conversion Required
Velocity of Moving Plate: 14.7 Meter per Second --> 14.7 Meter per Second No Conversion Required
Shear Stress on Lower Surface: 58.506 Pascal --> 58.506 Pascal No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
y = μ*u/𝜏 --> 0.0796*14.7/58.506
Evaluating ... ...
y = 0.02
STEP 3: Convert Result to Output's Unit
0.02 Meter --> No Conversion Required
FINAL ANSWER
0.02 Meter <-- Distance Between Plates Carrying Fluid
(Calculation completed in 00.004 seconds)

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9 Applications of Fluid Force Calculators

Torque given Thickness of Oil
​ Go Torque Exerted on Disc = (pi*Dynamic Viscosity of Fluid*Angular Velocity*(Outer Radius of Disc^4-Inner Radius of disc^4))/(2*Thickness of Oil*sin(Tilt Angle))
Dynamic Viscosity of Gases
​ Go Dynamic Viscosity of Fluid = (Sutherland Experimental Constant 'a'*Absolute Temperature of Fluid^(1/2))/(1+Sutherland Experimental Constant 'b'/Absolute Temperature of Fluid)
Shear Stress using Dynamic Viscosity of Fluid
​ Go Shear Stress on Lower Surface = Dynamic Viscosity of Fluid*(Velocity of Moving Plate)/(Distance Between Plates Carrying Fluid)
Dynamic Viscosity of Fluids
​ Go Dynamic Viscosity of Fluid = (Shear Stress on Lower Surface*Distance Between Plates Carrying Fluid)/Velocity of Moving Plate
Distance between Plates given Dynamic Viscosity of Fluid
​ Go Distance Between Plates Carrying Fluid = Dynamic Viscosity of Fluid*Velocity of Moving Plate/Shear Stress on Lower Surface
Dynamic Viscosity of Liquids
​ Go Dynamic Viscosity of Fluid = Experimental Constant 'A'*e^((Experimental Constant 'B')/(Absolute Temperature of Fluid))
Total Surface Area of Object Submerged in Liquid
​ Go Surface Area of the Object = Hydrostatic Force/(Specific Weight of the Fluid*Vertical Distance from Centroid)
Total Hydrostatic Force
​ Go Hydrostatic Force = Specific Weight of the Fluid*Vertical Distance from Centroid*Surface Area of the Object
Friction Factor given Frictional Velocity
​ Go Darcy's Friction Factor = 8*(Friction Velocity/Mean Velocity)^2

Distance between Plates given Dynamic Viscosity of Fluid Formula

Distance Between Plates Carrying Fluid = Dynamic Viscosity of Fluid*Velocity of Moving Plate/Shear Stress on Lower Surface
y = μ*u/𝜏

Define Dynamic Viscosity

Dynamic viscosity, often simply referred to as viscosity, is a fundamental property of fluids that describes their resistance to flow when subjected to an applied force or shear stress. It is a measure of the internal friction within a fluid as it moves, and it quantifies how easily the fluid can be deformed or sheared.
Materials with high dynamic viscosity flow sluggishly, while those with low dynamic viscosity flow more readily. For example, honey has a higher dynamic viscosity compared to water, which is why honey flows more slowly than water. Dynamic viscosity is a crucial property in various fields, including fluid mechanics, engineering, and materials science, where it influences processes such as fluid flow, lubrication, and polymer processing.

What is Parallel-Plate Viscometer,

Parallel-plate viscometer is a device that is used to measure dynamic viscosity of fluid. Two parallel plates are separated by a small distance, and the fluid whose viscosity is being measured is placed between these plates. The top plate is fixed, while the bottom plate can be moved or rotated. The dynamic viscosity of the fluid is then determined by measuring the force required to move the bottom plate at a certain velocity through the fluid.

How to Calculate Distance between Plates given Dynamic Viscosity of Fluid?

Distance between Plates given Dynamic Viscosity of Fluid calculator uses Distance Between Plates Carrying Fluid = Dynamic Viscosity of Fluid*Velocity of Moving Plate/Shear Stress on Lower Surface to calculate the Distance Between Plates Carrying Fluid, Distance between Plates given Dynamic Viscosity of Fluid can be referred as the the vertical distance between two plates carrying fluid in a parallel-plate viscometer experimental setup. Distance Between Plates Carrying Fluid is denoted by y symbol.

How to calculate Distance between Plates given Dynamic Viscosity of Fluid using this online calculator? To use this online calculator for Distance between Plates given Dynamic Viscosity of Fluid, enter Dynamic Viscosity of Fluid ), Velocity of Moving Plate (u) & Shear Stress on Lower Surface (𝜏) and hit the calculate button. Here is how the Distance between Plates given Dynamic Viscosity of Fluid calculation can be explained with given input values -> 0.02 = 0.0796*14.7/58.506.

FAQ

What is Distance between Plates given Dynamic Viscosity of Fluid?
Distance between Plates given Dynamic Viscosity of Fluid can be referred as the the vertical distance between two plates carrying fluid in a parallel-plate viscometer experimental setup and is represented as y = μ*u/𝜏 or Distance Between Plates Carrying Fluid = Dynamic Viscosity of Fluid*Velocity of Moving Plate/Shear Stress on Lower Surface. Dynamic Viscosity of Fluid is the measure of its resistance to flow when an external shear force is applied, Velocity of Moving Plate is the rate of change of position of the lower plate with respect to time, with respect to fixed upper plate. Due to this a shear stress will be induced on fluid & Shear stress on lower surface refers to the amount of shear force that acts on a small element of the surface of the lower plate parallel to adjacent fluid layer. .
How to calculate Distance between Plates given Dynamic Viscosity of Fluid?
Distance between Plates given Dynamic Viscosity of Fluid can be referred as the the vertical distance between two plates carrying fluid in a parallel-plate viscometer experimental setup is calculated using Distance Between Plates Carrying Fluid = Dynamic Viscosity of Fluid*Velocity of Moving Plate/Shear Stress on Lower Surface. To calculate Distance between Plates given Dynamic Viscosity of Fluid, you need Dynamic Viscosity of Fluid ), Velocity of Moving Plate (u) & Shear Stress on Lower Surface (𝜏). With our tool, you need to enter the respective value for Dynamic Viscosity of Fluid, Velocity of Moving Plate & Shear Stress on Lower Surface and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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