Linear Thermal Expansion of Solid Calculator

Initial Length:

m Km dm cm mm um nm pm Mile Yard Foot Inch

Temperature Difference:

C, K F, Rankine Reaumur

Coeffient of Linear Expansion:

C^-1, K^-1 F^-1, Ra^-1 Re^-1

Length Expansion:

m Km dm cm mm um nm pm Mile Yard Foot Inch

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Area Thermal Expansion Calculator

Initial Area:

m^2 km^2 Mile^2 Acres yd^2 ft^2 in^2 cm^2 mm^2

Temperature Difference:

C, K F, Rankine Reaumur

Coeffient of Area Expansion:

C^-1, K^-1 F^-1, Ra^-1 Re^-1

Area Expansion:

m^2 km^2 Mile^2 Acres yd^2 ft^2 in^2 cm^2 mm^2

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Volume Thermal Expansion Calculator

Initial Volume:

m^3 l ml ul yd^3 ft^3 in^3

Temperature Difference:

C, K F, Rankine Reaumur

Coeffient of Volume Expansion:

C^-1, K^-1 F^-1, Ra^-1 Re^-1

Volume Expansion:

m^3 l ml ul yd^3 ft^3 in^3

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Linear Thermal Expansion of Solids: When the temperature of a solid changed ΔT, the change of its length ΔL is very nearly proportional to its initial length multiplied by ΔT. The Linear Expansion equation is:
  ΔL = αL₀ΔT
Where:
α: the Coefficient of linear expansion
L₀: Initial length of the object
ΔL: Length change of the object
ΔT: Temperature change of the object

Area Thermal Expansion: When the temperature of a surface changed ΔT, the change of its area ΔA is very nearly proportional to its initial area multiplied by ΔT. The Area Expansion equation is:
  ΔA = γA₀ΔT
Where:
γ: the Coefficient of Area expansion
A₀: Initial area of the object
ΔA: Area change of the object
ΔT: Temperature change of the object

Volume Thermal Expansion: When the temperature of a volume changed ΔT, the change of its volume ΔV is very nearly proportional to its initial volume multiplied by ΔT. The Volume Expansion equation is:
  ΔV = βV₀ΔT
Where:
β: the Coefficient of volume expansion
V₀: Initial volume of the object
ΔV: Volume change of the object
ΔT: Temperature change of the object