Automatic solution of multilayer stady heat transfer as a function of layers number

Forum|Forum|8 years ago
January 7, 2018
8 replies
10934 views

Hi,

I'm looking a way of automatic solution of HT problem with multilayer steady heat transfer with numbers of layer dependency.

I'd like to put n variable as number of materials layer then put thicknes and thermal conductivity as a consequences of layer namber and finally get a solution for n=2,3...k layers.

HT automatic solution as a number of layers.jpg

Thank you in advance for any idea

I enclose MP 4.0 file.

wzel

1_HT-automatic-solution-as-a-number-of-layers.zip

Other

Best answer by DJF

I think the link did that, although yours is complicated by having different equations at the start and end. But the concept is the same. Since I can probably use something similar someday, I took a stab at it. Seems to work - you can add or delete rows to the table. But user beware, etc.

T_start is the temp at the start of a 'plate', and T_end is the temp at the end of a plate.

V

ValeryOchkov

24-Ruby IV

May by this Mathcad-Websheet is any help for you

http://twt.mpei.ac.ru/MCS/Worksheets/Thermal/T-T-2-Chapter-3-3-3-1.xmcd

W

wzelik

Author

12-Amethyst

Thank you both, Valery and DJF.

The problem is that I have to solve the non-linear equation due convecting and radiation therms which are set as outflow boundary condition.
This is a first step to get interlayer and inflow temperatures.

wzel

D

DJF

Answer

16-Pearl

I think the link did that, although yours is complicated by having different equations at the start and end. But the concept is the same. Since I can probably use something similar someday, I took a stab at it. Seems to work - you can add or delete rows to the table. But user beware, etc.

T_start is the temp at the start of a 'plate', and T_end is the temp at the end of a plate.