2D heat conduction of layered composite model

AI Thread Summary
A user is developing a 2D model to calculate temperature changes in a composite material heated from all edges. They are considering using a finite element model but have experience only with 1D conduction in homogeneous materials. Another participant suggests that the finite difference method may be more suitable for this problem. The original poster expresses intent to try the finite difference approach based on this advice. This discussion highlights the transition from 1D to 2D modeling in thermal analysis of layered materials.
geetar_king
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Hi, I am trying to formulate a 2D model to calculate the temperature change over time in a composite material.

The material consists of several layers, and is heated from all edges by a known temperature vs time profile.

I was thinking of creating a finite element model.

Can someone point me to a similar example? I have done 1D conduction model before but always with a homogeneous material. Do I just have to create nodes throughout and assign different material properties to each?

I have attached a schematic of what I am trying to describe.

Thanks
 

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geetar_king said:
Hi, I am trying to formulate a 2D model to calculate the temperature change over time in a composite material.

The material consists of several layers, and is heated from all edges by a known temperature vs time profile.

I was thinking of creating a finite element model.

Can someone point me to a similar example? I have done 1D conduction model before but always with a homogeneous material. Do I just have to create nodes throughout and assign different material properties to each?

I have attached a schematic of what I am trying to describe.

Thanks
To do the problem as you've defined it, then yes, you have to do it pretty much the way you described. I would be more inclined to use finite difference than finite element.

Chet
 
Thanks Chet, I will give it a try with finite difference method.
 
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