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α= 0.0001 Δt = 50 ℃ L=40m Δl = α*Δt*L= 0.02m but result is Δl = 0.1293 K m The unit of Δt applied K instead of ℃. Δt = 323.15 K How can i get the result 0.02m
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There is delta temperatures for that. For unit conversion, 0°C = 273.15K. 50°C = 323.15K. Unitwise 1*Δ°C = 1*K obviously. In your calculation, ΔT become 323.15K. But it should be 50K actually. This is because °C is converted to K. Use delta versions for temperature changes. Regards
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thank you. can the unit of Δl be expressed in just (mm)?
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You have to have a K divisor for that. If you put a K as denominator for α, that will do. Or you can put as divisor for the equation. But alpha makes more sense. Regards
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Greetings! The Coefficient of Expansion is not unitless, it has units 「1 / change in temperature」; I would apply the unit directly to α. Just for reference, here is my definition of α for aluminum: Hope this helps! -Kenny Lemens, P.E. ᵂᴵ |
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German Al behaves significantly different (23 µm/(m*K) which is approx 13 µm/(m*°F)), your value looks more like that for german steel (12 µm/(m*K)). |
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1 user thanked mkraska for this useful post.
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Rank: Advanced Member Groups: Registered
Joined: 11/01/2018(UTC) Posts: 134 Location: Wisconsin Was thanked: 62 time(s) in 39 post(s)
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Thanks mkraska1
Thank you for identifying my error, I had my values for Aluminum and Steel flipped.
- Kenny Lemens, P.E. ᵂᴵ |
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