Hi. I'm writing a program that computes different results for a conductor such as rate of heat transfer in watts, coefficient of thermal conductivity, cross-sectional area in square meters, the kelvin temperatures on two sides and the thickness in meters. However, while the question shows me how to calculate the rate of heat transfer
H = kA(T2 - T1) / X
H = heat transfer in watts
k = coefficient of thermal conductivity
A = cross-sectional area in square meters
T2 = Kelvin temperature of one side
T1 = Kelvin temperature of another side
X = thickness in meters
I am unsure of the equation format for k, A, T2, T1 and X. I tried looking around for the precise format of the equations but to no avail. Any help would be appreciated. Thanks. :)
10 replies to this topic
#1
Posted 04 August 2011 - 07:31 PM
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#2
Posted 04 August 2011 - 08:41 PM
Assuming you've all those variables defined, you can plug it directly in to C without modification.
If one variable were missing the formula would need to be modified for compensation of the missing variable, however I assume you do not.
Is it translating kA(T2-T1) that you have trouble writing in C?
Remember that C uses infix notation, so you need either + - / * between variables or parentheses.
If one variable were missing the formula would need to be modified for compensation of the missing variable, however I assume you do not.
Is it translating kA(T2-T1) that you have trouble writing in C?
Remember that C uses infix notation, so you need either + - / * between variables or parentheses.
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#3
Posted 04 August 2011 - 10:53 PM
if u write the formula in compiler u should do it like this
H=k*A*(T2-T1)/X:D
H=k*A*(T2-T1)/X:D
#4
Posted 05 August 2011 - 11:37 AM
I think you guys misunderstood my question. What I'm asking is what the formula setup would be for k, A, T1, T2 and X in terms of conductivity. I'm already perfectly aware that H = kA(T2 - T1) / X. I'm referring more to the likes of:
k = H / A(T2 - T1) * X
Now, I'm not sure if the above equation that I put for k is correct or not. I'm assuming it may be.
k = H / A(T2 - T1) * X
Now, I'm not sure if the above equation that I put for k is correct or not. I'm assuming it may be.
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#5
Posted 05 August 2011 - 04:28 PM
h.png 978bytes
12 downloadswhere H=
awd.png 448bytes
305 downloads is the rate of heat flow, k is the thermal conductivity, A is the total cross sectional area of conducting surface, ΔT is temperature difference, and x is the thickness of conducting surface separating the two temperatures.
ggf.png 846bytes
9 downloadsΔT / x is the temperature gradient
here it is the equation of thermal conductivity:cool:
Attached Files
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#6
Posted 05 August 2011 - 04:34 PM
P (the rate of energy transfer) is proportional to the cross-sectional area A and the temperature difference, and inversely proportional to the length.
k, the thermal conductivity, is the proportionality constant, so:
P = kA(T2 - T1)/L:rolleyes:
k, the thermal conductivity, is the proportionality constant, so:
P = kA(T2 - T1)/L:rolleyes:
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#7
Posted 05 August 2011 - 05:21 PM
So, going by the terms of the equation, k would then be:
k = H * X / A * (T2 - T1)? :confused:
k = H * X / A * (T2 - T1)? :confused:
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#8
Posted 05 August 2011 - 08:41 PM
#9
Posted 06 August 2011 - 07:22 AM
Thanks. Do you also have specific formulas to calculate Area (A), Temperatures (T1 and T2) and Thickness (X)?
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#10
Posted 06 August 2011 - 10:34 AM
by the above formula of thermal conductivity or u want area by delta(T) and x?
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#11
Posted 07 August 2011 - 08:45 AM
Yes, the Area (A) and Thickness (X).
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Edited by Yuriy M, 18 August 2011 - 05:23 PM.
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