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Tensile stress in spokes of rimmed flywheel Solution

STEP 0: Pre-Calculation Summary
Formula Used
tensile_stress = ((Tensile Force/(Width of rim*Thickness of rim))+((6*Bending moment)/(Width of rim*(Thickness of rim^2))))
σt = ((P/(brim*tr))+((6*M)/(brim*(tr^2))))
This formula uses 4 Variables
Variables Used
Tensile Force - Tensile force is the stretching forces acting on the material and has two components namely, tensile stress and tensile strain. (Measured in Newton)
Width of rim - The width of rim is the dimension of the spokes in the rimmed flywheel. (Measured in Millimeter)
Thickness of rim - The Thickness of rim is defined as 0.56 time the value of the circular pitch. (Measured in Meter)
Bending moment - The Bending moment is the reaction induced in a structural element when an external force or moment is applied to the element, causing the element to bend. (Measured in Newton Meter)
STEP 1: Convert Input(s) to Base Unit
Tensile Force: 10 Newton --> 10 Newton No Conversion Required
Width of rim: 20 Millimeter --> 0.02 Meter (Check conversion here)
Thickness of rim: 0.001 Meter --> 0.001 Meter No Conversion Required
Bending moment: 0.5 Newton Meter --> 0.5 Newton Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
σt = ((P/(brim*tr))+((6*M)/(brim*(tr^2)))) --> ((10/(0.02*0.001))+((6*0.5)/(0.02*(0.001^2))))
Evaluating ... ...
σt = 150500000
STEP 3: Convert Result to Output's Unit
150500000 Pascal -->15050 Newton per Square Centimeter (Check conversion here)
15050 Newton per Square Centimeter <-- Tensile Stress
(Calculation completed in 00.016 seconds)

< 10+ Design of flywheel Calculators

Coefficient of Fluctuation of Speed of Flywheel in Terms of Maximum and Minimum Angular Velocity
coefficient_of_fluctuation_of_speed = 2*(Maximum Angular Velocity-Minimum Angular Velocity)/(Maximum Angular Velocity+Minimum Angular Velocity) Go
Coefficient of Fluctuation of Speed of Flywheel in Terms of Min and Max RPM
coefficient_of_fluctuation_of_speed = 2*(Maximum RPM Value-Minimum RPM Value)/(Maximum RPM Value+Minimum RPM Value) Go
Coefficient of Fluctuation of Speed of Flywheel in terms of Mean Rpm
coefficient_of_fluctuation_of_speed = 2*(Maximum RPM Value-Minimum RPM Value)/(Maximum RPM Value+Minimum RPM Value) Go
Moment of inertia of flywheel
moment_of_inertia = Input torque on driving member-Output torque or load torque on driven member/Angular Acceleration Go
Coefficient of Fluctuation of Speed of Flywheel in Terms of Mean Angular Velocity
coefficient_of_fluctuation_of_speed = (Maximum Angular Velocity-Minimum Angular Velocity)/Mean angular speed Go
Energy output from the flywheel
energy_output_from_flywheel = Moment of Inertia*(Mean angular speed^2)*Coefficient of fluctuation of speed Go
Coefficient of Steadiness in Terms of Mean Angular Velocity
coefficient_of_steadiness = Mean angular speed/(Maximum Angular Velocity-Minimum Angular Velocity) Go
Coefficient of Steadiness in Terms of Mean Speed in RPM
coefficient_of_steadiness = Mean speed in r.p.m/(Maximum RPM Value-Minimum RPM Value) Go
Coefficient of Fluctuation of Energy in Terms of Maximum Fluctuation of Energy of Flywheel
coefficient_of_fluctuation_of_energy = Maximum fluctuation of energy/Work done per cycle Go
Mean angular velocity
mean_angular_speed = (Maximum Angular Velocity+Minimum Angular Velocity)/2 Go

Tensile stress in spokes of rimmed flywheel Formula

tensile_stress = ((Tensile Force/(Width of rim*Thickness of rim))+((6*Bending moment)/(Width of rim*(Thickness of rim^2))))
σt = ((P/(brim*tr))+((6*M)/(brim*(tr^2))))

What is flywheel?

A flywheel is a heavy rotating body that acts as a reservoir of energy. The energy is stored in the flywheel in the form of kinetic energy. The flywheel acts as an energy bank between the source of power and the driven machinery.

How to Calculate Tensile stress in spokes of rimmed flywheel?

Tensile stress in spokes of rimmed flywheel calculator uses tensile_stress = ((Tensile Force/(Width of rim*Thickness of rim))+((6*Bending moment)/(Width of rim*(Thickness of rim^2)))) to calculate the Tensile Stress, The Tensile stress in spokes of rimmed flywheel is the stress which is induced to the tensile force P. Tensile Stress is denoted by σt symbol.

How to calculate Tensile stress in spokes of rimmed flywheel using this online calculator? To use this online calculator for Tensile stress in spokes of rimmed flywheel, enter Tensile Force (P), Width of rim (brim), Thickness of rim (tr) & Bending moment (M) and hit the calculate button. Here is how the Tensile stress in spokes of rimmed flywheel calculation can be explained with given input values -> 15050 = ((10/(0.02*0.001))+((6*0.5)/(0.02*(0.001^2)))).

FAQ

What is Tensile stress in spokes of rimmed flywheel?
The Tensile stress in spokes of rimmed flywheel is the stress which is induced to the tensile force P and is represented as σt = ((P/(brim*tr))+((6*M)/(brim*(tr^2)))) or tensile_stress = ((Tensile Force/(Width of rim*Thickness of rim))+((6*Bending moment)/(Width of rim*(Thickness of rim^2)))). Tensile force is the stretching forces acting on the material and has two components namely, tensile stress and tensile strain, The width of rim is the dimension of the spokes in the rimmed flywheel, The Thickness of rim is defined as 0.56 time the value of the circular pitch & The Bending moment is the reaction induced in a structural element when an external force or moment is applied to the element, causing the element to bend.
How to calculate Tensile stress in spokes of rimmed flywheel?
The Tensile stress in spokes of rimmed flywheel is the stress which is induced to the tensile force P is calculated using tensile_stress = ((Tensile Force/(Width of rim*Thickness of rim))+((6*Bending moment)/(Width of rim*(Thickness of rim^2)))). To calculate Tensile stress in spokes of rimmed flywheel, you need Tensile Force (P), Width of rim (brim), Thickness of rim (tr) & Bending moment (M). With our tool, you need to enter the respective value for Tensile Force, Width of rim, Thickness of rim & Bending moment 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 Tensile Stress?
In this formula, Tensile Stress uses Tensile Force, Width of rim, Thickness of rim & Bending moment. We can use 10 other way(s) to calculate the same, which is/are as follows -
• moment_of_inertia = Input torque on driving member-Output torque or load torque on driven member/Angular Acceleration
• coefficient_of_fluctuation_of_speed = (Maximum Angular Velocity-Minimum Angular Velocity)/Mean angular speed
• mean_angular_speed = (Maximum Angular Velocity+Minimum Angular Velocity)/2
• energy_output_from_flywheel = Moment of Inertia*(Mean angular speed^2)*Coefficient of fluctuation of speed
• coefficient_of_fluctuation_of_speed = 2*(Maximum Angular Velocity-Minimum Angular Velocity)/(Maximum Angular Velocity+Minimum Angular Velocity)
• coefficient_of_fluctuation_of_speed = 2*(Maximum RPM Value-Minimum RPM Value)/(Maximum RPM Value+Minimum RPM Value)
• coefficient_of_fluctuation_of_speed = 2*(Maximum RPM Value-Minimum RPM Value)/(Maximum RPM Value+Minimum RPM Value)
• coefficient_of_steadiness = Mean angular speed/(Maximum Angular Velocity-Minimum Angular Velocity)
• coefficient_of_steadiness = Mean speed in r.p.m/(Maximum RPM Value-Minimum RPM Value)
• coefficient_of_fluctuation_of_energy = Maximum fluctuation of energy/Work done per cycle Let Others Know