In PDE tool What is the difference between Convection heat transfer coefficient(h) and heat transfer coefficient(q)? I know Convection heat transfer coefficient( htc ) but not sure about heat transfer coefficient. Is it the overall htc of the object?

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Additionally I've encountered another two problems:
2. In BC parameters, what is weight(h) and temperature(r)? Could you please provide any theoretical reference related with these?
3. What is the difference between Heat source(Q) and heat flux (g)? As far as I've figured out the unit for heat source(Q) is Watt and for heat flux is W/m^2. Am I right?

Accepted Answer

arun
arun on 13 Jul 2015
Edited: arun on 13 Jul 2015
We use "h" for "Convection heat transfer coefficient" in heat transfer, "h" for enthalpy in thermodynamics. please don't confuse those things because that are just a alphabet to mention some quantity.
In matlab pdetool uses "h" alphabet like h*u=r for Dirichlet b.c. This is to generalize the b.c that can be applied for complex problem where we are uncertain about exact boundary condition, where we can try partial weight to different boundary locations (especially in script file) and we can do different different simulations. In well-pose problem if we want to use b.c u=0; then we should give h=1; and r=0.
In Neumann b.c "q" acts similar to "h" in Dirichlet b.c.
In heat transfer, source(Q) is heat generated in the process and unit is joule. If u r doing some steady state analysis using numerical methods then we mostly define "Q" is heat produced per unit volume (J/m^3). If u r doing transient analysis (Q) is heat produced per unit volume per time (that is watt/m^3)
heat flux is denoted by (q): This is heat transferred per unit area. Here the heat may in joule or watt so unit of heat flux may be J/m^2 or W/m^2.
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Christian Wrobel
Christian Wrobel on 17 Feb 2021
if i try to solve the 2D transient heat transferproble for a circle with rotating, constant heat source at boundary with an infinite arc length eg. 15 °deg. Has the heatflux on the circle edge to given in [W/m^2] or [W/m] in this case?

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