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Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given Solution

STEP 0: Pre-Calculation Summary
Formula Used
roller_radius = 0.5*Pitch of the chain-Minimum Tooth Height
R = 0.5*p-hamin
This formula uses 2 Variables
Variables Used
Pitch of the chain - Pitch of the chain is usually defined as the distance between links, as measured from the center of the roller pin on one link to the center of the roller pin on the next link. (Measured in Meter)
Minimum Tooth Height - Minimum Tooth Height is the minimum limit of the tooth height on the sprocket wheel (Measured in Millimeter)
STEP 1: Convert Input(s) to Base Unit
Pitch of the chain: 12 Meter --> 12 Meter No Conversion Required
Minimum Tooth Height: 5 Millimeter --> 0.005 Meter (Check conversion here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
R = 0.5*p-hamin --> 0.5*12-0.005
Evaluating ... ...
R = 5.995
STEP 3: Convert Result to Output's Unit
5.995 Meter -->5995 Millimeter (Check conversion here)
FINAL ANSWER
5995 Millimeter <-- Radius of Rollers
(Calculation completed in 00.016 seconds)

10+ Design of Chain Drives Calculators

Number of Teeth on the Sprocket When Pitch Circle Diameter is Given
number_of_teeth = 180*(pi/180)*asin(Pitch Circle Diameter/Pitch) Go
Velocity Ratio of the Chain Drives
velocity_ratio = Angular speed of the driving member in rpm/Angular speed of the driven member in rpm Go
Number of Teeth on the Driven Sprocket When Velocity of the Chain Drives is Given
number_of_teeth_on_driven_sprocket = Number of Teeth on Driving Sprocket*Velocity ratio Go
Number of Teeth on Driving Sprocket When Velocity of the Chain Drives is Given
number_of_teeth_on_driving_sprocket = Number of Teeth on Driven Sprocket/Velocity ratio Go
Speed of Rotation of the Driving Shaft When Velocity Ratio of the Chain Drives is Given
angular_speed_driving_rpm = Velocity ratio*Angular speed of the driven member in rpm Go
Speed of Rotation of the Driven Shaft When Velocity Ratio of the Chain Drives is Given
angular_speed_driven_rpm = Angular speed of the driving member in rpm/Velocity ratio Go
Length of the Pitch When Pitch Circle Diameter is Given
pitch = Pitch Circle Diameter*sin(180/Number of teeth) Go
Pitch Circle Diameter in terms of Pitch
pitch_circle_diameter = Pitch/sin(180/Number of teeth) Go
Pitch Angle of the Sprocket
pitch_angle = 2*3.14/Number of teeth Go
Number of Teeth on the Sprocket When Pitch Angle of the Sprocket is Given
number_of_teeth = 360/Pitch Angle Go

Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given Formula

roller_radius = 0.5*Pitch of the chain-Minimum Tooth Height
R = 0.5*p-hamin

Define a Sprocket?

A sprocket, sprocket-wheel, or chainwheel is a profiled wheel with teeth, or cogs, that mesh with a chain, track, or other perforated or indented material. The name 'sprocket' applies generally to any wheel upon which radial projections engage a chain passing over it.

How to Calculate Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given?

Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given calculator uses roller_radius = 0.5*Pitch of the chain-Minimum Tooth Height to calculate the Radius of Rollers, The Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given formula is defined as the distance from the center of an axle to the ground. Radius of Rollers and is denoted by R symbol.

How to calculate Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given using this online calculator? To use this online calculator for Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given, enter Pitch of the chain (p) and Minimum Tooth Height (hamin) and hit the calculate button. Here is how the Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given calculation can be explained with given input values -> 5995 = 0.5*12-0.005.

FAQ

What is Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given?
The Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given formula is defined as the distance from the center of an axle to the ground and is represented as R = 0.5*p-hamin or roller_radius = 0.5*Pitch of the chain-Minimum Tooth Height. Pitch of the chain is usually defined as the distance between links, as measured from the center of the roller pin on one link to the center of the roller pin on the next link and Minimum Tooth Height is the minimum limit of the tooth height on the sprocket wheel.
How to calculate Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given?
The Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given formula is defined as the distance from the center of an axle to the ground is calculated using roller_radius = 0.5*Pitch of the chain-Minimum Tooth Height. To calculate Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given, you need Pitch of the chain (p) and Minimum Tooth Height (hamin). With our tool, you need to enter the respective value for Pitch of the chain and Minimum Tooth Height 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 Radius of Rollers?
In this formula, Radius of Rollers uses Pitch of the chain and Minimum Tooth Height. We can use 10 other way(s) to calculate the same, which is/are as follows -
  • pitch_angle = 2*3.14/Number of teeth
  • number_of_teeth = 360/Pitch Angle
  • pitch_circle_diameter = Pitch/sin(180/Number of teeth)
  • pitch = Pitch Circle Diameter*sin(180/Number of teeth)
  • number_of_teeth = 180*(pi/180)*asin(Pitch Circle Diameter/Pitch)
  • velocity_ratio = Angular speed of the driving member in rpm/Angular speed of the driven member in rpm
  • angular_speed_driving_rpm = Velocity ratio*Angular speed of the driven member in rpm
  • angular_speed_driven_rpm = Angular speed of the driving member in rpm/Velocity ratio
  • number_of_teeth_on_driving_sprocket = Number of Teeth on Driven Sprocket/Velocity ratio
  • number_of_teeth_on_driven_sprocket = Number of Teeth on Driving Sprocket*Velocity ratio
Where is the Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given calculator used?
Among many, Roller Radius When Minimum Tooth Height above the Pitch Polygon is Given calculator is widely used in real life applications like {FormulaUses}. Here are few more real life examples -
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