SR_8
Function SR_8(a, b, k) returns the thermal resistance between the surface of an annular contact area that is exposed to a uniform heat flux and is located on the surface of a semi-infinite half-space. The resistance is based on the average temperature of the annular space.
The calling protocol is:
R = SR_8(a, b, k)
Inputs:
a = inner radius of the annulus [m or ft]
b = outer radius of the annulas [m or ft]
k = thermal conductivity of the material [W/m-K or Btu/hr-ft-R]
Outputs:
R = resistance [K/W or R-hr/Btu]
Rohsenow, W.M, J. P. Hartnett, and Y. I. Cho, Handbook of Heat Transfer, 3rd Edition, McGraw Hill, (1998).
Example:
$UnitSystem SI Mass J K Pa Radian
$VarInfo R8 units=K/W
a=0.5 [m]
b=1 [m]
k=1 [W/m-K]
R8=sr_8(a,b,k)
{Solution:
R8 = 0.09385 [K/W]}