A rod of length l coefficient of thermal expansion alpha is heated by a temperature difference
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Hey dear,
From the given data, It seems you want to know how to calculate increased length.
● Answer- l' = l (1 + αΔT)
● Explanation-
# Given-
l = length of rod
∆T = temperature difference
α = coefficient of thermal expansion
# Solution-
Suppose, length of rod changes from l to L
l' during heating.
∆l = l' - l
Longitudinal strain is directly proportional to change in temperature,
Δl/l = αΔT
Δl = αΔTl
l' = l (1 + αΔT)
Hope this is helpful...
From the given data, It seems you want to know how to calculate increased length.
● Answer- l' = l (1 + αΔT)
● Explanation-
# Given-
l = length of rod
∆T = temperature difference
α = coefficient of thermal expansion
# Solution-
Suppose, length of rod changes from l to L
l' during heating.
∆l = l' - l
Longitudinal strain is directly proportional to change in temperature,
Δl/l = αΔT
Δl = αΔTl
l' = l (1 + αΔT)
Hope this is helpful...
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