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Braking Torque When Work Done by the Brake is Given Solution

STEP 0: Pre-Calculation Summary
Formula Used
braking_torque = Energy Absorbed by the Brake/Angle of Rotation
T3 = E/θ
This formula uses 2 Variables
Variables Used
Energy Absorbed by the Brake - Energy Absorbed by the Brake is defined as the energy absorbed by the brakes when a brake is applied . (Measured in Joule)
Angle of Rotation - Angle of Rotation is defined as by how many degrees the object is moved with respect to reference line. (Measured in Radian)
STEP 1: Convert Input(s) to Base Unit
Energy Absorbed by the Brake: 100 Joule --> 100 Joule No Conversion Required
Angle of Rotation: 20 Radian --> 20 Radian No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
T3 = E/θ --> 100/20
Evaluating ... ...
T3 = 5
STEP 3: Convert Result to Output's Unit
5 Newton Meter -->500 Newton Centimeter (Check conversion here)
FINAL ANSWER
500 Newton Centimeter <-- Braking or fixing torque on the fixed member
(Calculation completed in 00.016 seconds)

10+ Design of Brakes Calculators

Radius of Gyration When Kinetic Energy of the Rotating Body is Given
radius_of_gyration = sqrt(2*Kinetic Energy Absorbed/(Mass*(Final Angular Velocity^2-Initial angular velocity^2))) Go
Mass of the System When Kinetic Energy of Rotating Body is Given
mass = 2*Kinetic Energy Absorbed/((Initial angular velocity^2-Final Angular Velocity^2)*Radius of gyration^2) Go
Final Angular Velocity of the Body When Kinetic Energy of Rotating Body is Given
final_angular_velocity = sqrt(Initial angular velocity^2-(2*Kinetic Energy Absorbed/Moment of Inertia)) Go
Initial Angular Velocity of the Body When Kinetic Energy of the Rotating Body is Given
initial_angular_velocity = sqrt((2*Kinetic Energy Absorbed/Mass)+Final Angular Velocity^2) Go
Initial Velocity of the System When Kinetic Energy Absorbed by the Brakes is Given
initial_velocity = sqrt((2*Kinetic Energy Absorbed/Mass)+Final Velocity^2) Go
Final Velocity When Kinetic Energy Absorbed by the Brakes is Given
final_velocity = sqrt(Initial Velocity^2-(2*Kinetic Energy Absorbed/Mass)) Go
Moment of Inertia of the System When Kinetic Energy of the Rotating Body is Given
moment_of_inertia = 2*Kinetic Energy Absorbed/(Initial angular velocity^2-Final Angular Velocity^2) Go
Kinetic energy of a Rotating Body
kinetic_energy_absorbed = Moment of Inertia*(Initial angular velocity^2-Final Angular Velocity^2)/2 Go
Mass of the System When Kinetic Energy Absorbed by the Brakes is Given
mass = 2*Kinetic Energy Absorbed/(Initial Velocity^2-Final Velocity^2) Go
Kinetic Energy Absorbed by the Brake
kinetic_energy_absorbed = Mass*(Initial Velocity^2-Final Velocity^2)/2 Go

Braking Torque When Work Done by the Brake is Given Formula

braking_torque = Energy Absorbed by the Brake/Angle of Rotation
T3 = E/θ

Define Braking Torque?

Brake torque is essentially the power of the braking system. The force exerted by the caliper, multiplied by the effective radius of the system equals the brake torque. Increasing either the force applied by the caliper, or the effective radius results in increased brake torque.

How to Calculate Braking Torque When Work Done by the Brake is Given?

Braking Torque When Work Done by the Brake is Given calculator uses braking_torque = Energy Absorbed by the Brake/Angle of Rotation to calculate the Braking or fixing torque on the fixed member, The Braking Torque When Work Done by the Brake is Given formula is defined as the force exerted by the caliper, multiplied by the effective radius of the system equals the brake torque. Braking or fixing torque on the fixed member and is denoted by T3 symbol.

How to calculate Braking Torque When Work Done by the Brake is Given using this online calculator? To use this online calculator for Braking Torque When Work Done by the Brake is Given, enter Energy Absorbed by the Brake (E) and Angle of Rotation (θ) and hit the calculate button. Here is how the Braking Torque When Work Done by the Brake is Given calculation can be explained with given input values -> 500 = 100/20.

FAQ

What is Braking Torque When Work Done by the Brake is Given?
The Braking Torque When Work Done by the Brake is Given formula is defined as the force exerted by the caliper, multiplied by the effective radius of the system equals the brake torque and is represented as T3 = E/θ or braking_torque = Energy Absorbed by the Brake/Angle of Rotation. Energy Absorbed by the Brake is defined as the energy absorbed by the brakes when a brake is applied and Angle of Rotation is defined as by how many degrees the object is moved with respect to reference line.
How to calculate Braking Torque When Work Done by the Brake is Given?
The Braking Torque When Work Done by the Brake is Given formula is defined as the force exerted by the caliper, multiplied by the effective radius of the system equals the brake torque is calculated using braking_torque = Energy Absorbed by the Brake/Angle of Rotation. To calculate Braking Torque When Work Done by the Brake is Given, you need Energy Absorbed by the Brake (E) and Angle of Rotation (θ). With our tool, you need to enter the respective value for Energy Absorbed by the Brake and Angle of Rotation 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 Braking or fixing torque on the fixed member?
In this formula, Braking or fixing torque on the fixed member uses Energy Absorbed by the Brake and Angle of Rotation. We can use 10 other way(s) to calculate the same, which is/are as follows -
  • kinetic_energy_absorbed = Mass*(Initial Velocity^2-Final Velocity^2)/2
  • mass = 2*Kinetic Energy Absorbed/(Initial Velocity^2-Final Velocity^2)
  • initial_velocity = sqrt((2*Kinetic Energy Absorbed/Mass)+Final Velocity^2)
  • final_velocity = sqrt(Initial Velocity^2-(2*Kinetic Energy Absorbed/Mass))
  • kinetic_energy_absorbed = Moment of Inertia*(Initial angular velocity^2-Final Angular Velocity^2)/2
  • moment_of_inertia = 2*Kinetic Energy Absorbed/(Initial angular velocity^2-Final Angular Velocity^2)
  • initial_angular_velocity = sqrt((2*Kinetic Energy Absorbed/Mass)+Final Angular Velocity^2)
  • final_angular_velocity = sqrt(Initial angular velocity^2-(2*Kinetic Energy Absorbed/Moment of Inertia))
  • radius_of_gyration = sqrt(2*Kinetic Energy Absorbed/(Mass*(Final Angular Velocity^2-Initial angular velocity^2)))
  • mass = 2*Kinetic Energy Absorbed/((Initial angular velocity^2-Final Angular Velocity^2)*Radius of gyration^2)
Where is the Braking Torque When Work Done by the Brake is Given calculator used?
Among many, Braking Torque When Work Done by the Brake is Given calculator is widely used in real life applications like {FormulaUses}. Here are few more real life examples -
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