Final circumference given circumferential strain for rotating thin disc Calculator

✖Circumferential strain refers to the deformation or change in the dimensions of an object in the circumferential direction (around the circumference) when it is subjected to stress or force.ⓘ Circumferential Strain [e₁]			+10% -10%
✖Initial circumference refers to the starting or original measurement of the circumference of a circle or object.ⓘ Initial Circumference [C_initial]			+10% -10%

✖Final circumference refers to the circumference of an object (typically a circle or a disc) after some process or change has occurred.ⓘ Final circumference given circumferential strain for rotating thin disc [C₂]

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Final circumference given circumferential strain for rotating thin disc Solution

STEP 0: Pre-Calculation Summary

Formula Used

Final Circumference = (Circumferential Strain+1)*Initial Circumference
C₂ = (e₁+1)*C_initial
This formula uses 3 Variables

Variables Used

Final Circumference - (Measured in Meter) - Final circumference refers to the circumference of an object (typically a circle or a disc) after some process or change has occurred.
Circumferential Strain - Circumferential strain refers to the deformation or change in the dimensions of an object in the circumferential direction (around the circumference) when it is subjected to stress or force.
Initial Circumference - (Measured in Meter) - Initial circumference refers to the starting or original measurement of the circumference of a circle or object.

STEP 1: Convert Input(s) to Base Unit

Circumferential Strain: 2.5 --> No Conversion Required
Initial Circumference: 2.4 Millimeter --> 0.0024 Meter (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

C₂ = (e₁+1)*C_initial --> (2.5+1)*0.0024

Evaluating ... ...

C₂ = 0.0084

STEP 3: Convert Result to Output's Unit

0.0084 Meter -->8.4 Millimeter (Check conversion here)

FINAL ANSWER

8.4 Millimeter <-- Final Circumference

(Calculation completed in 00.020 seconds)

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< Relation of Parameters Calculators

Angular speed of rotation for thin cylinder given hoop stress in thin cylinder

Go Angular Velocity = Hoop Stress in Disc/(Density of Disc*Radius of Disc)

Density of cylinder material given hoop stress (for thin cylinder)

Go Density of Disc = Hoop Stress in Disc/(Angular Velocity*Radius of Disc)

Mean radius of cylinder given hoop stress in thin cylinder

Go Radius of Disc = Hoop Stress in Disc/(Density of Disc*Angular Velocity)

Hoop stress in thin cylinder

Go Hoop Stress in Disc = Density of Disc*Angular Velocity*Radius of Disc

Final circumference given circumferential strain for rotating thin disc Formula

Final Circumference = (Circumferential Strain+1)*Initial Circumference
C₂ = (e₁+1)*C_initial

What is the Allowable Stress?

Allowable stress, also known as allowable strength, is the maximum stress that a material or structure can safely withstand without experiencing failure or permanent deformation. Allowable stress is the stress at which a member is not expected to fail under the given loading conditions.

What is Compression Stress Force?

Compression stress force is the stress that squeezes something. It is the stress component perpendicular to a given surface, such as a fault plane, that results from forces applied perpendicular to the surface or from remote forces transmitted through the surrounding rock.

How to Calculate Final circumference given circumferential strain for rotating thin disc?

Final circumference given circumferential strain for rotating thin disc calculator uses Final Circumference = (Circumferential Strain+1)*Initial Circumference to calculate the Final Circumference, Final circumference given circumferential strain for rotating thin disc formula is defined as a method to determine the new circumference of a rotating disc based on the initial circumference and the applied circumferential strain, reflecting material deformation under rotational stress. Final Circumference is denoted by C₂ symbol.

How to calculate Final circumference given circumferential strain for rotating thin disc using this online calculator? To use this online calculator for Final circumference given circumferential strain for rotating thin disc, enter Circumferential Strain (e₁) & Initial Circumference (C_initial) and hit the calculate button. Here is how the Final circumference given circumferential strain for rotating thin disc calculation can be explained with given input values -> 8400 = (2.5+1)*0.0024.

FAQ

What is Final circumference given circumferential strain for rotating thin disc?

Final circumference given circumferential strain for rotating thin disc formula is defined as a method to determine the new circumference of a rotating disc based on the initial circumference and the applied circumferential strain, reflecting material deformation under rotational stress and is represented as C₂ = (e₁+1)*C_initial or Final Circumference = (Circumferential Strain+1)*Initial Circumference. Circumferential strain refers to the deformation or change in the dimensions of an object in the circumferential direction (around the circumference) when it is subjected to stress or force & Initial circumference refers to the starting or original measurement of the circumference of a circle or object.

How to calculate Final circumference given circumferential strain for rotating thin disc?

Final circumference given circumferential strain for rotating thin disc formula is defined as a method to determine the new circumference of a rotating disc based on the initial circumference and the applied circumferential strain, reflecting material deformation under rotational stress is calculated using Final Circumference = (Circumferential Strain+1)*Initial Circumference. To calculate Final circumference given circumferential strain for rotating thin disc, you need Circumferential Strain (e₁) & Initial Circumference (C_initial). With our tool, you need to enter the respective value for Circumferential Strain & Initial Circumference 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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