Q2 Show if the following statements are (true) or (false) :/ 1- The value of thermal conductivity for solid material depends on type of material only. Unsteady state heat flow means Heat flow dependent of time. 2- 3- The convection resistance at the outside cylinder surface is equal to (1/ a .d .h) where (d-outside cylinder diameter ,h= convection heat transfer coefficient).

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
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Author:Kreith, Frank; Manglik, Raj M.
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Chapter2: Steady Heat Conduction
Section: Chapter Questions
Problem 2.26P
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Q2
Show if the following statements are (true) or (false) : S
1-
The value of thermal conductivity for solid material depends on type of material only.
Unsteady state heat flow means Heat flow dependent of time.
2-
3-
The convection resistance at the outside cylinder surface is equal to (1/ a .d .h) where (d-outside
cylinder diameter ,h= convection heat transfer coefficient).
In a plane plate having a (Ax) thickness and (A )cross section area ,If the thermal conductivity varies
with temperature according to a linear relation (k=6T) , the resultant equation for the heat flow is:
-6A
4-
Ax
5-
Consider a medium in which the heat conduction equation is given in its simplest form as
1 a
().
ar
ат, 1 дт
so that heat transfer is steady, one dimensional, constant thermal
a ôt
conductivity without heat generation in the medium.
The critical thickness of insulation for a circular pipe is equal to (2 k/h) where (k= thermal
conductivity and h= convection heat transfer coefficient).
6-
%3D
Transcribed Image Text:Q2 Show if the following statements are (true) or (false) : S 1- The value of thermal conductivity for solid material depends on type of material only. Unsteady state heat flow means Heat flow dependent of time. 2- 3- The convection resistance at the outside cylinder surface is equal to (1/ a .d .h) where (d-outside cylinder diameter ,h= convection heat transfer coefficient). In a plane plate having a (Ax) thickness and (A )cross section area ,If the thermal conductivity varies with temperature according to a linear relation (k=6T) , the resultant equation for the heat flow is: -6A 4- Ax 5- Consider a medium in which the heat conduction equation is given in its simplest form as 1 a (). ar ат, 1 дт so that heat transfer is steady, one dimensional, constant thermal a ôt conductivity without heat generation in the medium. The critical thickness of insulation for a circular pipe is equal to (2 k/h) where (k= thermal conductivity and h= convection heat transfer coefficient). 6- %3D
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