Increase in length due to expansion Formula

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The Increase in Bar Length value is the value of the increase in length. Check FAQs
ΔLBar=lαt
ΔLBar - Increase in Bar Length?l - Length of rail?α - Coefficient of Expansion?t - Rise in Temperature at which the track is laid?

Increase in length due to expansion Example

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With units
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Here is how the Increase in length due to expansion equation looks like with Values.

Here is how the Increase in length due to expansion equation looks like with Units.

Here is how the Increase in length due to expansion equation looks like.

4.416Edit=1280Edit1.2E-5Edit30Edit
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Increase in length due to expansion Solution

Follow our step by step solution on how to calculate Increase in length due to expansion?

FIRST Step Consider the formula
ΔLBar=lαt
Next Step Substitute values of Variables
ΔLBar=1280cm1.2E-5°C⁻¹30°C
Next Step Convert Units
ΔLBar=12.8m1.2E-5K⁻¹30K
Next Step Prepare to Evaluate
ΔLBar=12.81.2E-530
Next Step Evaluate
ΔLBar=0.004416m
LAST Step Convert to Output's Unit
ΔLBar=4.416mm

Increase in length due to expansion Formula Elements

Variables
Increase in Bar Length
The Increase in Bar Length value is the value of the increase in length.
Symbol: ΔLBar
Measurement: LengthUnit: mm
Note: Value can be positive or negative.
Length of rail
Length of rail in cm. The standard length is 1300 cm.
Symbol: l
Measurement: LengthUnit: cm
Note: Value should be greater than 0.
Coefficient of Expansion
The Coefficient of Expansion is the change in length per unit change in temperature of a solid. It is expressed in per °C.
Symbol: α
Measurement: Coefficient of Linear ExpansionUnit: °C⁻¹
Note: Value should be greater than 0.
Rise in Temperature at which the track is laid
The Rise in Temperature at which the track is laid is the minimum temperature that exceeds the normal temperature at which the track is laid.
Symbol: t
Measurement: Temperature DifferenceUnit: °C
Note: Value should be greater than 0.

Other formulas in Rail Joints, Welding of Rails and Sleepers category

​Go Force required to prevent expansion
F=αtAE

How to Evaluate Increase in length due to expansion?

Increase in length due to expansion evaluator uses Increase in Bar Length = Length of rail*Coefficient of Expansion*Rise in Temperature at which the track is laid to evaluate the Increase in Bar Length, The Increase in length due to expansion formula is defined as product of length of rail to the coefficient of expansion and rise in temperature at which track is laid. Increase in Bar Length is denoted by ΔLBar symbol.

How to evaluate Increase in length due to expansion using this online evaluator? To use this online evaluator for Increase in length due to expansion, enter Length of rail (l), Coefficient of Expansion (α) & Rise in Temperature at which the track is laid (t) and hit the calculate button.

FAQs on Increase in length due to expansion

What is the formula to find Increase in length due to expansion?
The formula of Increase in length due to expansion is expressed as Increase in Bar Length = Length of rail*Coefficient of Expansion*Rise in Temperature at which the track is laid. Here is an example- 4416 = 12.8*1.15E-05*30.
How to calculate Increase in length due to expansion?
With Length of rail (l), Coefficient of Expansion (α) & Rise in Temperature at which the track is laid (t) we can find Increase in length due to expansion using the formula - Increase in Bar Length = Length of rail*Coefficient of Expansion*Rise in Temperature at which the track is laid.
Can the Increase in length due to expansion be negative?
Yes, the Increase in length due to expansion, measured in Length can be negative.
Which unit is used to measure Increase in length due to expansion?
Increase in length due to expansion is usually measured using the Millimeter[mm] for Length. Meter[mm], Kilometer[mm], Decimeter[mm] are the few other units in which Increase in length due to expansion can be measured.
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