Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds Solution

STEP 0: Pre-Calculation Summary
Formula Used
Kinematic Viscosity in Centi-Stokes = (0.22*Viscosity in Saybolt Universal Seconds)-(180/Viscosity in Saybolt Universal Seconds)
zk = (0.22*t)-(180/t)
This formula uses 2 Variables
Variables Used
Kinematic Viscosity in Centi-Stokes - Kinematic Viscosity in Centi-Stokes is an atmospheric variable defined as the ratio between the dynamic viscosity μ and the density ρ of the fluid.
Viscosity in Saybolt Universal Seconds - Viscosity in Saybolt Universal Seconds where SSU is kinematic viscosity as determined by time in seconds required for 60 cc of fluid to flow through a standard orifice.
STEP 1: Convert Input(s) to Base Unit
Viscosity in Saybolt Universal Seconds: 160 --> No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
zk = (0.22*t)-(180/t) --> (0.22*160)-(180/160)
Evaluating ... ...
zk = 34.075
STEP 3: Convert Result to Output's Unit
34.075 --> No Conversion Required
FINAL ANSWER
34.075 <-- Kinematic Viscosity in Centi-Stokes
(Calculation completed in 00.004 seconds)

Credits

Created by Vaibhav Malani
National Institute of Technology (NIT), Tiruchirapalli
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Verified by Anshika Arya
National Institute Of Technology (NIT), Hamirpur
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12 Viscosity and Density of Lubricant Calculators

Viscosity of Lubricant in Terms of Sommerfeld Number of Bearing
Go Dynamic Viscosity of Lubricant = 2*pi*Sommerfeld Number of Journal Bearing*Unit bearing pressure for bearing/(((Radius of Journal/Radial clearance for bearing)^2)*Journal Speed)
Viscosity of Lubricant in Terms of Flow of Lubricant
Go Dynamic Viscosity of Lubricant = Pressure difference between slot sides*Breadth of slot for oil flow*(Oil film thickness^3)/(12*Length of slot in direction of flow*Flow of lubricant from slot)
Viscosity in Terms of Flow Coefficient and Flow of Lubricant
Go Dynamic Viscosity of Lubricant = Flow Coefficient*Load Acting on Sliding Bearing*(Oil film thickness^3)/(Total Projected Area of Bearing Pad*Flow of Lubricant across Bearing Pad)
Density of Lubricating Oil in Terms of Temperature Rise Variable
Go Density of Lubricating Oil = Temperature Rise Variable*Unit bearing pressure for bearing/(Specific heat of bearing oil*Temperature rise of bearing lubricant)
Area of moving plate of sliding contact bearing given absolute viscosity
Go Area of moving plate on oil = Tangential force on moving plate*Oil film thickness/(Dynamic viscosity of oil*Velocity of Moving Plate on Oil)
Velocity of Moving Plate in Terms of Absolute Viscosity
Go Velocity of Moving Plate on Oil = Tangential force on moving plate*Oil film thickness/(Dynamic viscosity of oil*Area of moving plate on oil)
Absolute Viscosity of Oil in Terms of Tangential Force
Go Dynamic viscosity of oil = Tangential force on moving plate*Oil film thickness/(Area of moving plate on oil*Velocity of Moving Plate on Oil)
Viscosity in Terms of Absolute Temperature for Sliding Contact Bearing
Go Dynamic viscosity of oil = 10^((Constant a for viscosity relationship+(Constant b for Viscosity Relationship/Absolute temperature of oil in Kelvin)))
Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds
Go Kinematic Viscosity in Centi-Stokes = (0.22*Viscosity in Saybolt Universal Seconds)-(180/Viscosity in Saybolt Universal Seconds)
Viscosity in Terms of Kinematic Viscosity and Density for Sliding Contact Bearing
Go Dynamic Viscosity of Lubricant = Kinematic viscosity of lubricant oil*Density of Lubricating Oil
Density in Terms of Kinematic Viscosity and Viscosity for Sliding Contact Bearing
Go Density of Lubricating Oil = Dynamic Viscosity of Lubricant/Kinematic viscosity of lubricant oil
Kinematic Viscosity given Viscosity and Density for Sliding Contact Ball Bearing
Go Kinematic viscosity of lubricant oil = Dynamic Viscosity of Lubricant/Density of Lubricating Oil

Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds Formula

Kinematic Viscosity in Centi-Stokes = (0.22*Viscosity in Saybolt Universal Seconds)-(180/Viscosity in Saybolt Universal Seconds)
zk = (0.22*t)-(180/t)

What is Sliding Contact Bearing?

The sliding contact bearings in which the sliding action is along the circumference of a circle or an arc of a circle and carrying radial loads are known as journal or sleeve bearings.

How to Calculate Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds?

Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds calculator uses Kinematic Viscosity in Centi-Stokes = (0.22*Viscosity in Saybolt Universal Seconds)-(180/Viscosity in Saybolt Universal Seconds) to calculate the Kinematic Viscosity in Centi-Stokes, The Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds formula is defined as the sum of 0.22 times the value of viscosity in saybolt universal seconds and 180 times the inverse of viscosity in saybolt universal seconds. Kinematic Viscosity in Centi-Stokes is denoted by zk symbol.

How to calculate Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds using this online calculator? To use this online calculator for Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds, enter Viscosity in Saybolt Universal Seconds (t) and hit the calculate button. Here is how the Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds calculation can be explained with given input values -> 34.075 = (0.22*160)-(180/160).

FAQ

What is Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds?
The Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds formula is defined as the sum of 0.22 times the value of viscosity in saybolt universal seconds and 180 times the inverse of viscosity in saybolt universal seconds and is represented as zk = (0.22*t)-(180/t) or Kinematic Viscosity in Centi-Stokes = (0.22*Viscosity in Saybolt Universal Seconds)-(180/Viscosity in Saybolt Universal Seconds). Viscosity in Saybolt Universal Seconds where SSU is kinematic viscosity as determined by time in seconds required for 60 cc of fluid to flow through a standard orifice.
How to calculate Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds?
The Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds formula is defined as the sum of 0.22 times the value of viscosity in saybolt universal seconds and 180 times the inverse of viscosity in saybolt universal seconds is calculated using Kinematic Viscosity in Centi-Stokes = (0.22*Viscosity in Saybolt Universal Seconds)-(180/Viscosity in Saybolt Universal Seconds). To calculate Kinematic Viscosity in Centi-Stokes in Terms of Viscosity in Saybolt's Unversal Seconds, you need Viscosity in Saybolt Universal Seconds (t). With our tool, you need to enter the respective value for Viscosity in Saybolt Universal Seconds 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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