Thermal Strain given Coefficient of Linear Expansion Formula

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Thermal Strain given Coef. of Linear Expansion is the deformation or change in shape or size of a material in response to a change in temperature. Check FAQs
εc=αLΔTrise
εc - Thermal Strain given Coef. of Linear Expansion?αL - Coefficient of Linear Expansion?ΔTrise - Temperature Rise?

Thermal Strain given Coefficient of Linear Expansion Example

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Here is how the Thermal Strain given Coefficient of Linear Expansion equation looks like with Values.

Here is how the Thermal Strain given Coefficient of Linear Expansion equation looks like with Units.

Here is how the Thermal Strain given Coefficient of Linear Expansion equation looks like.

0.0425Edit=0.0005Edit85Edit
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Thermal Strain given Coefficient of Linear Expansion Solution

Follow our step by step solution on how to calculate Thermal Strain given Coefficient of Linear Expansion?

FIRST Step Consider the formula
εc=αLΔTrise
Next Step Substitute values of Variables
εc=0.0005K⁻¹85K
Next Step Prepare to Evaluate
εc=0.000585
LAST Step Evaluate
εc=0.0425

Thermal Strain given Coefficient of Linear Expansion Formula Elements

Variables
Thermal Strain given Coef. of Linear Expansion
Thermal Strain given Coef. of Linear Expansion is the deformation or change in shape or size of a material in response to a change in temperature.
Symbol: εc
Measurement: NAUnit: Unitless
Note: Value can be positive or negative.
Coefficient of Linear Expansion
The Coefficient of Linear Expansion is a material property that measures the rate of change of the material's linear dimensions in response to a change in temperature.
Symbol: αL
Measurement: Coefficient of Linear ExpansionUnit: K⁻¹
Note: Value can be positive or negative.
Temperature Rise
Temperature Rise is the increment in temperature of a unit mass when the heat is applied.
Symbol: ΔTrise
Measurement: Temperature DifferenceUnit: K
Note: Value can be positive or negative.

Other formulas in Thermal Stress category

​Go Thermal Strain
ε=ΔLl0
​Go Thermal Strain given Thermal Stress
εs=σthE
​Go Thermal Stress given Coefficient of Linear Expansion
σc=αLΔTriseE
​Go Thermal Stress given Thermal Strain
σs=εE

How to Evaluate Thermal Strain given Coefficient of Linear Expansion?

Thermal Strain given Coefficient of Linear Expansion evaluator uses Thermal Strain given Coef. of Linear Expansion = Coefficient of Linear Expansion*Temperature Rise to evaluate the Thermal Strain given Coef. of Linear Expansion, The Thermal Strain given Coefficient of Linear Expansion formula is defined as the measure of the strain induced in a material due to thermal expansion or contraction when subjected to a temperature change. Thermal Strain given Coef. of Linear Expansion is denoted by εc symbol.

How to evaluate Thermal Strain given Coefficient of Linear Expansion using this online evaluator? To use this online evaluator for Thermal Strain given Coefficient of Linear Expansion, enter Coefficient of Linear Expansion L) & Temperature Rise (ΔTrise) and hit the calculate button.

FAQs on Thermal Strain given Coefficient of Linear Expansion

What is the formula to find Thermal Strain given Coefficient of Linear Expansion?
The formula of Thermal Strain given Coefficient of Linear Expansion is expressed as Thermal Strain given Coef. of Linear Expansion = Coefficient of Linear Expansion*Temperature Rise. Here is an example- 0.0425 = 0.0005*85.
How to calculate Thermal Strain given Coefficient of Linear Expansion?
With Coefficient of Linear Expansion L) & Temperature Rise (ΔTrise) we can find Thermal Strain given Coefficient of Linear Expansion using the formula - Thermal Strain given Coef. of Linear Expansion = Coefficient of Linear Expansion*Temperature Rise.
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