Gear Ratio when Two Shafts A and B are Geared Together Calculator

✖Speed of Shaft B in RPM is the rotational speed of Shaft B, typically measured in revolutions per minute, describing the motion of the shaft in a mechanical system.ⓘ Speed of Shaft B in RPM [N_B]			+10% -10%
✖Speed of Shaft A in RPM is the rotational speed of Shaft A measured in revolutions per minute, describing the motion of the shaft in a mechanical system.ⓘ Speed of Shaft A in RPM [N_A]			+10% -10%

✖Gear Ratio is the ratio of the angular velocity of the output shaft to the angular velocity of the input shaft in a mechanical system.ⓘ Gear Ratio when Two Shafts A and B are Geared Together [G]

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Gear Ratio when Two Shafts A and B are Geared Together Solution

STEP 0: Pre-Calculation Summary

Formula Used

Gear Ratio = Speed of Shaft B in RPM/Speed of Shaft A in RPM
G = N_B/N_A
This formula uses 3 Variables

Variables Used

Gear Ratio - Gear Ratio is the ratio of the angular velocity of the output shaft to the angular velocity of the input shaft in a mechanical system.
Speed of Shaft B in RPM - Speed of Shaft B in RPM is the rotational speed of Shaft B, typically measured in revolutions per minute, describing the motion of the shaft in a mechanical system.
Speed of Shaft A in RPM - Speed of Shaft A in RPM is the rotational speed of Shaft A measured in revolutions per minute, describing the motion of the shaft in a mechanical system.

STEP 1: Convert Input(s) to Base Unit

Speed of Shaft B in RPM: 321 --> No Conversion Required
Speed of Shaft A in RPM: 107 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

G = N_B/N_A --> 321/107

Evaluating ... ...

G = 3

STEP 3: Convert Result to Output's Unit

3 --> No Conversion Required

FINAL ANSWER

3 <-- Gear Ratio

(Calculation completed in 00.004 seconds)

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Created by Anshika Arya

National Institute Of Technology (NIT), Hamirpur

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< Kinetics Calculators

Coefficient of Restitution

LaTeX Go Coefficient of Restitution = (Final Velocity of Body A After Elastic Collision-Final Velocity of Body B After Elastic Collision)/(Initial Velocity of Body B Before the Collision-Initial Velocity of Body A Before the Collision)

Centripetal Force or Centrifugal Force for given Angular Velocity and Radius of Curvature

LaTeX Go Centripetal Force = Mass*Angular Velocity^2*Radius of Curvature

Angular Acceleration of Shaft B given Gear Ratio and Angular Acceleration of Shaft A

LaTeX Go Angular Acceleration of Shaft B = Gear Ratio*Angular Acceleration of Shaft A

Angular Velocity given Speed in RPM

LaTeX Go Angular Velocity = (2*pi*Speed of Shaft A in RPM)/60

Gear Ratio when Two Shafts A and B are Geared Together Formula

LaTeX Go

Gear Ratio = Speed of Shaft B in RPM/Speed of Shaft A in RPM
G = N_B/N_A

What is Gear Ratio?

The gear ratio in the transmission is the ratio between the rotational speeds of two meshing gears. Since each gear has a different diameter, each of the axes rotates at a different speed when they are both engaged. Modifying the gear ratio is the equivalent of modifying the torque that is applied.

How to Calculate Gear Ratio when Two Shafts A and B are Geared Together?

Gear Ratio when Two Shafts A and B are Geared Together calculator uses Gear Ratio = Speed of Shaft B in RPM/Speed of Shaft A in RPM to calculate the Gear Ratio, Gear Ratio when Two Shafts A and B are Geared Together formula is defined as a measure of the rotational speed ratio of two interconnected shafts, where the speed of one shaft affects the speed of the other, commonly used in mechanical systems to adjust torque and speed. Gear Ratio is denoted by G symbol.

How to calculate Gear Ratio when Two Shafts A and B are Geared Together using this online calculator? To use this online calculator for Gear Ratio when Two Shafts A and B are Geared Together, enter Speed of Shaft B in RPM (N_B) & Speed of Shaft A in RPM (N_A) and hit the calculate button. Here is how the Gear Ratio when Two Shafts A and B are Geared Together calculation can be explained with given input values -> 0.000935 = 5.35/107.

FAQ

What is Gear Ratio when Two Shafts A and B are Geared Together?

Gear Ratio when Two Shafts A and B are Geared Together formula is defined as a measure of the rotational speed ratio of two interconnected shafts, where the speed of one shaft affects the speed of the other, commonly used in mechanical systems to adjust torque and speed and is represented as G = N_B/N_A or Gear Ratio = Speed of Shaft B in RPM/Speed of Shaft A in RPM. Speed of Shaft B in RPM is the rotational speed of Shaft B, typically measured in revolutions per minute, describing the motion of the shaft in a mechanical system & Speed of Shaft A in RPM is the rotational speed of Shaft A measured in revolutions per minute, describing the motion of the shaft in a mechanical system.

How to calculate Gear Ratio when Two Shafts A and B are Geared Together?

Gear Ratio when Two Shafts A and B are Geared Together formula is defined as a measure of the rotational speed ratio of two interconnected shafts, where the speed of one shaft affects the speed of the other, commonly used in mechanical systems to adjust torque and speed is calculated using Gear Ratio = Speed of Shaft B in RPM/Speed of Shaft A in RPM. To calculate Gear Ratio when Two Shafts A and B are Geared Together, you need Speed of Shaft B in RPM (N_B) & Speed of Shaft A in RPM (N_A). With our tool, you need to enter the respective value for Speed of Shaft B in RPM & Speed of Shaft A in RPM 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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