Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number Calculator

✖Brinell Hardness Number for Bevel Gear is a number expressing the load applied in testing in kilograms divided by the spherical area of indentation produced in the specimen in square millimeters.ⓘ Brinell Hardness Number for Bevel Gear [BHN]

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✖The Material Constant is used to calculate the wear strength of the gear teeth and can be further simplified by fixed values of pressure angle and modulus of elasticity of the material.ⓘ Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number [K]

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Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number Solution

STEP 0: Pre-Calculation Summary

Formula Used

Material Constant = 0.16*(Brinell Hardness Number for Bevel Gear/100)^2
K = 0.16*(BHN/100)^2
This formula uses 2 Variables

Variables Used

Material Constant - (Measured in Newton per Square Millimeter) - The Material Constant is used to calculate the wear strength of the gear teeth and can be further simplified by fixed values of pressure angle and modulus of elasticity of the material.
Brinell Hardness Number for Bevel Gear - Brinell Hardness Number for Bevel Gear is a number expressing the load applied in testing in kilograms divided by the spherical area of indentation produced in the specimen in square millimeters.

STEP 1: Convert Input(s) to Base Unit

Brinell Hardness Number for Bevel Gear: 396 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

K = 0.16*(BHN/100)^2 --> 0.16*(396/100)^2

Evaluating ... ...

K = 2.509056

STEP 3: Convert Result to Output's Unit

2509056 Pascal -->2.509056 Newton per Square Millimeter (Check conversion here)

FINAL ANSWER

2.509056 Newton per Square Millimeter <-- Material Constant

(Calculation completed in 00.004 seconds)

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Home » Physics » Design of Machine Elements » Design of Gears » Design of Bevel Gears » Mechanical » Material Properties » Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number

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< Material Properties Calculators

Material Constant for Bevel Gear Wear Strength

LaTeX Go Material Constant = (Compressive Stress in Bevel Gear Tooth^2*sin(Pressure Angle)*cos(Pressure Angle)*(1/Modulus of Elasticity of Spur Pinion+1/Modulus of Elasticity of Spur Gear))/1.4

Wear Strength of Bevel Gear by Buckingham's Equation

LaTeX Go Wear Strength of Bevel Gear Tooth = (0.75*Face Width of Bevel Gear Tooth*Ratio Factor for Bevel Gear*Pitch Circle Diameter of Bevel Pinion*Material Constant)/cos(Pitch Angle for Bevel Gear)

Beam Strength of Tooth of Bevel Gear

LaTeX Go Beam Strength of Bevel Gear Teeth = Module of Bevel Gear*Face Width of Bevel Gear Tooth*Bending Stress in Bevel Gear Teeth*Lewis Form Factor*(1-Face Width of Bevel Gear Tooth/Cone Distance)

Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number

LaTeX Go Material Constant = 0.16*(Brinell Hardness Number for Bevel Gear/100)^2

Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number Formula

LaTeX Go

Material Constant = 0.16*(Brinell Hardness Number for Bevel Gear/100)^2
K = 0.16*(BHN/100)^2

Why material constant is used ?

The material constant is calculated for the term wear strength and to check the material wear strength.

How to Calculate Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number?

Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number calculator uses Material Constant = 0.16*(Brinell Hardness Number for Bevel Gear/100)^2 to calculate the Material Constant, Material Constant for Bevel Gear wear strength given Brinell hardness number is defined as the constant depending on the bevel gear material and determines the wear strength of that material. It is constant for the bevel gear material. Material Constant is denoted by K symbol.

How to calculate Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number using this online calculator? To use this online calculator for Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number, enter Brinell Hardness Number for Bevel Gear (BHN) and hit the calculate button. Here is how the Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number calculation can be explained with given input values -> 2.5E-6 = 0.16*(396/100)^2.

FAQ

What is Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number?

Material Constant for Bevel Gear wear strength given Brinell hardness number is defined as the constant depending on the bevel gear material and determines the wear strength of that material. It is constant for the bevel gear material and is represented as K = 0.16*(BHN/100)^2 or Material Constant = 0.16*(Brinell Hardness Number for Bevel Gear/100)^2. Brinell Hardness Number for Bevel Gear is a number expressing the load applied in testing in kilograms divided by the spherical area of indentation produced in the specimen in square millimeters.

How to calculate Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number?

Material Constant for Bevel Gear wear strength given Brinell hardness number is defined as the constant depending on the bevel gear material and determines the wear strength of that material. It is constant for the bevel gear material is calculated using Material Constant = 0.16*(Brinell Hardness Number for Bevel Gear/100)^2. To calculate Material Constant for Bevel Gear Wear Strength given Brinell Hardness Number, you need Brinell Hardness Number for Bevel Gear (BHN). With our tool, you need to enter the respective value for Brinell Hardness Number for Bevel Gear 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 Material Constant?

In this formula, Material Constant uses Brinell Hardness Number for Bevel Gear. We can use 1 other way(s) to calculate the same, which is/are as follows -

Material Constant = (Compressive Stress in Bevel Gear Tooth^2*sin(Pressure Angle)*cos(Pressure Angle)*(1/Modulus of Elasticity of Spur Pinion+1/Modulus of Elasticity of Spur Gear))/1.4

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