Number of Balls of Ball Bearing given Angle between Balls Solution

STEP 0: Pre-Calculation Summary
Formula Used
Number of Balls in Bearing = 360/Angle between balls of bearing in degrees
z = 360/β
This formula uses 2 Variables
Variables Used
Number of Balls in Bearing - Number of Balls in Bearing refers to the number of balls that are present in the ball bearing.
Angle between balls of bearing in degrees - (Measured in Radian) - Angle between balls of bearing in degrees is defined as the enclosed angle between two adjacent balls of a ball bearing.
STEP 1: Convert Input(s) to Base Unit
Angle between balls of bearing in degrees: 24 Degree --> 0.41887902047856 Radian (Check conversion here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
z = 360/β --> 360/0.41887902047856
Evaluating ... ...
z = 859.436692696397
STEP 3: Convert Result to Output's Unit
859.436692696397 --> No Conversion Required
FINAL ANSWER
859.436692696397 859.4367 <-- Number of Balls in Bearing
(Calculation completed in 00.004 seconds)

Credits

Created by Kethavath Srinath
Osmania University (OU), Hyderabad
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Vishwakarma Government Engineering College (VGEC), Ahmedabad
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12 Stribeck’s Equation Calculators

Diameter of Ball of Bearing from Stribeck's Equation
Go Ball diameter of a bearing = sqrt((5*Static Load on Bearing)/(K Factor*Number of Balls in Bearing))
Number of Balls of Ball Bearing from Stribeck's Equation
Go Number of Balls in Bearing = 5*Static Load on Bearing/(K Factor*Ball diameter of a bearing^2)
K Factor for Ball Bearing from Stribeck's Equation
Go K Factor = 5*Static Load on Bearing/(Ball diameter of a bearing^2*Number of Balls in Bearing)
Static Load on Ball of Ball Bearing from Stribeck's Equation
Go Static Load on Bearing = K Factor*Ball diameter of a bearing^2*Number of Balls in Bearing/5
Diameter of Ball of Bearing given Force required to produce Permanent Deformation in Ball
Go Ball diameter of a bearing = sqrt(Force on Ball Bearing/K Factor)
Force required to produce Permanent Deformation of Balls of Ball Bearing given Static Load
Go Force on Ball Bearing = 5*Static Load on Bearing/Number of Balls in Bearing
Static Load on Ball of Ball Bearing given Primary force
Go Static Load on Bearing = Force on Ball Bearing*Number of Balls in Bearing/5
Number of Balls of Ball Bearing given Static Load
Go Number of Balls in Bearing = 5*Static Load on Bearing/Force on Ball Bearing
K Factor for Ball Bearing given Force required to produce Permanent Deformation of Balls
Go K Factor = Force on Ball Bearing/Ball diameter of a bearing^2
Force required to produce Permanent Deformation of Balls of Ball Bearing
Go Force on Ball Bearing = K Factor*Ball diameter of a bearing^2
Number of Balls of Ball Bearing given Angle between Balls
Go Number of Balls in Bearing = 360/Angle between balls of bearing in degrees
Angle between adjacent Balls of Ball Bearing
Go Angle between balls of bearing in degrees = 360/Number of Balls in Bearing

Number of Balls of Ball Bearing given Angle between Balls Formula

Number of Balls in Bearing = 360/Angle between balls of bearing in degrees
z = 360/β

Define Stribeck's Equation?

Stribeck curve is basically a curve between the coefficient of friction and bearing number. Unit load means the applied load divided by projected area, when we plot a coefficient of friction with bearing number, what we get at different domains and different regimes of lubrication.

How to Calculate Number of Balls of Ball Bearing given Angle between Balls?

Number of Balls of Ball Bearing given Angle between Balls calculator uses Number of Balls in Bearing = 360/Angle between balls of bearing in degrees to calculate the Number of Balls in Bearing, Number of Balls of Ball Bearing given Angle between Balls formula is defined as the number of balls that are present in the ball bearing. Number of Balls in Bearing is denoted by z symbol.

How to calculate Number of Balls of Ball Bearing given Angle between Balls using this online calculator? To use this online calculator for Number of Balls of Ball Bearing given Angle between Balls, enter Angle between balls of bearing in degrees (β) and hit the calculate button. Here is how the Number of Balls of Ball Bearing given Angle between Balls calculation can be explained with given input values -> 859.4367 = 360/0.41887902047856.

FAQ

What is Number of Balls of Ball Bearing given Angle between Balls?
Number of Balls of Ball Bearing given Angle between Balls formula is defined as the number of balls that are present in the ball bearing and is represented as z = 360/β or Number of Balls in Bearing = 360/Angle between balls of bearing in degrees. Angle between balls of bearing in degrees is defined as the enclosed angle between two adjacent balls of a ball bearing.
How to calculate Number of Balls of Ball Bearing given Angle between Balls?
Number of Balls of Ball Bearing given Angle between Balls formula is defined as the number of balls that are present in the ball bearing is calculated using Number of Balls in Bearing = 360/Angle between balls of bearing in degrees. To calculate Number of Balls of Ball Bearing given Angle between Balls, you need Angle between balls of bearing in degrees (β). With our tool, you need to enter the respective value for Angle between balls of bearing in degrees and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Number of Balls in Bearing?
In this formula, Number of Balls in Bearing uses Angle between balls of bearing in degrees. We can use 2 other way(s) to calculate the same, which is/are as follows -
  • Number of Balls in Bearing = 5*Static Load on Bearing/(K Factor*Ball diameter of a bearing^2)
  • Number of Balls in Bearing = 5*Static Load on Bearing/Force on Ball Bearing
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