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Thermal Expansion Analysis

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Slagathor

Mechanical
Jan 6, 2002
129
Are there any software packages out there that do a decent job of predicting deformation or complex shapes due to thermal effects?

The parts I want to analyze will be castings, so material is uniform. I am looking to minimize the angular distortion of mounting points, so as to maintain overall mechanical accuracy when the part is subjected to a moderate, uniform temperature rise.

Better still, would be the ability to assign a temperature gradient, and determine how the shape changes.

This must be similar to what designers of machine tools do...but I can not find a software package that describes this capability. Perhaps I am not using the right search terms, or talking to the right people.
 
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Yes of course...I know that...but what FEA. That is what I am looking for. I have not been able to find one that will predict deformation as a result of an applied thermal profile.
 
I was reviewing NEI Nastran NEIWorks 2.1, and I see they introduced a thermal stress/deflection feature in their most recent release.
 
I’m going to show my ignorance.

Uniform material at uniform temperature does not expand uniformly?


=====================================
(2B)+(2B)' ?
 
.. or are we talking about a temperuatre gradient within the part?

=====================================
(2B)+(2B)' ?
 
Complex closed loop parts, in my experience, do not hold their shape perfectly, even under uniform temperature rise. Think about a complex casing, with ribs, shells, etc.

Of course, in the real world, the temperature is never uniform, so a proper analysis would indeed assume a gradient, or custom temperature mapping....
 
With ribs etc. that would locally be cooler, you'd need a program that calculated the temperature profile and then calculated the deflection. Most FE packages can do this.

Tara

 
Complex closed loop parts, in my experience, do not hold their shape perfectly, even under uniform temperature rise. Think about a complex casing, with ribs, shells, etc.
Is this a result of residual stresses from forming the part?



=====================================
(2B)+(2B)' ?
 
@electricpete,

Yes, theoretically, an unconstrained component which is made of a single homogeneous isotropic material and subject to a uniform temperature change should expand / contract uniformly. However, many (most? all?) "real world" scenarios break at least one of those assumptions:

Unconstrained? Probably not - the part is probably attached to something or is sitting on something (most things are!), which may locally constrain its thermal expansion / contraction.

Single homogeneous isotropic material - OK, many components would approximate to this condition

Uniform temperature rise or fall? Probably not - many heating / cooling scenarios will produce some sort of thermal gradient ( a hot side and a cold side), and / or the attachment to another component can act like a "heat sink" leading to local thermal gradients.

As soon as you have thermal gradients, you have a non-trivial condition, and thermal analysis (including possibly FEA) may be warranted.

Cheers!

 
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