Jeff Hiller
COMSOL Employee
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Posted:
9 months ago
3 juil. 2024, 08:36 UTC−4
Updated:
9 months ago
3 juil. 2024, 09:15 UTC−4
Hello Hyeontak,
If you want to capture how the air pressure is affected by the (presumably small) change in the volume occupied by the air due to the deformation of the cube, without including the space occupied by the air in your geometry, consider using the method based on Gauss's theorem (a.k.a. the divergence theorem), which is discussed in this Discussion Forum thread and this blog post.
If not, things are simpler. Your idea of applying a pressure on the internal boundaries of the cube is correct although I would remove the volume occupied by the air from the model and use a "Heat Transfer in Solids" physics interface. I would imagine that the temperature of the air can be considered uniform within the cavity and equal to the temperature of the inner walls of the container, so I would use that temperature in the formula for the pressure on the inner walls.
Other than that, make sure that you have sufficient constraints to remove all 6 rigid body motions, and you should be all set.
Best,
Jeff
-------------------
Jeff Hiller
Hello Hyeontak,
If you want to capture how the air pressure is affected by the (presumably small) change in the volume occupied by the air due to the deformation of the cube, without including the space occupied by the air in your geometry, consider using the method based on Gauss's theorem (a.k.a. the divergence theorem), which is discussed in [this Discussion Forum thread](https://www.comsol.com/forum/thread/317481/how-to-calculate-the-volume-of-a-hole-inside-an-axisymmetric-2d-domain?last=2023-01-25T14:54:09Z) and [this blog post](https://www.comsol.com/blogs/computing-controlling-volume-cavity).
If not, things are simpler. Your idea of applying a pressure on the internal boundaries of the cube is correct although I would remove the volume occupied by the air from the model and use a "Heat Transfer in Solids" physics interface. I would imagine that the temperature of the air can be considered uniform within the cavity and equal to the temperature of the inner walls of the container, so I would use that temperature in the formula for the pressure on the inner walls.
Other than that, make sure that you have sufficient constraints to remove all 6 rigid body motions, and you should be all set.
Best,
Jeff
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Posted:
9 months ago
3 juil. 2024, 21:32 UTC−4
Updated:
9 months ago
3 juil. 2024, 21:57 UTC−4
Hello Hyeontak,
If you want to capture how the air pressure is affected by the (presumably small) change in the volume occupied by the air due to the deformation of the cube, without including the space occupied by the air in your geometry, consider using the method based on Gauss's theorem (a.k.a. the divergence theorem), which is discussed in this Discussion Forum thread and this blog post.
If not, things are simpler. Your idea of applying a pressure on the internal boundaries of the cube is correct although I would remove the volume occupied by the air from the model and use a "Heat Transfer in Solids" physics interface. I would imagine that the temperature of the air can be considered uniform within the cavity and equal to the temperature of the inner walls of the container, so I would use that temperature in the formula for the pressure on the inner walls.
Other than that, make sure that you have sufficient constraints to remove all 6 rigid body motions, and you should be all set.
Best,
Jeff
Hello Jeff, I'm so appreciate for your apply.
I think that I would better simulate my model step by step. As you said, I would make constraints to remove all 6 rigid body motions. I didn't do that at first, and the resulting graphics position was weird every time with error. Also, it looks much easier to remove the aire in the cube and use a "Heat Transfer in Solids" physics.
But I wonder which boundary of the cube should be set in the constraint. In real experiment, the cube is hanged and doesn't attached to any surfaces. Which constraint is proper for my model?
Someday, I want to consider the effects of cube deformation, change of air pressure and interaction between those. I'm sure that blog post you recommended will be helpful for my model.
Thank you very much, Jeff.
Best,
Hyeontak Kim
>Hello Hyeontak,
>
>If you want to capture how the air pressure is affected by the (presumably small) change in the volume occupied by the air due to the deformation of the cube, without including the space occupied by the air in your geometry, consider using the method based on Gauss's theorem (a.k.a. the divergence theorem), which is discussed in [this Discussion Forum thread](https://www.comsol.com/forum/thread/317481/how-to-calculate-the-volume-of-a-hole-inside-an-axisymmetric-2d-domain?last=2023-01-25T14:54:09Z) and [this blog post](https://www.comsol.com/blogs/computing-controlling-volume-cavity).
>
>If not, things are simpler. Your idea of applying a pressure on the internal boundaries of the cube is correct although I would remove the volume occupied by the air from the model and use a "Heat Transfer in Solids" physics interface. I would imagine that the temperature of the air can be considered uniform within the cavity and equal to the temperature of the inner walls of the container, so I would use that temperature in the formula for the pressure on the inner walls.
>
>Other than that, make sure that you have sufficient constraints to remove all 6 rigid body motions, and you should be all set.
>
>Best,
>
>Jeff
Hello Jeff, I'm so appreciate for your apply.
I think that I would better simulate my model step by step. As you said, I would make constraints to remove all 6 rigid body motions. I didn't do that at first, and the resulting graphics position was weird every time with error. Also, it looks much easier to remove the aire in the cube and use a "Heat Transfer in Solids" physics.
But I wonder which boundary of the cube should be set in the constraint. In real experiment, the cube is hanged and doesn't attached to any surfaces. Which constraint is proper for my model?
Someday, I want to consider the effects of cube deformation, change of air pressure and interaction between those. I'm sure that blog post you recommended will be helpful for my model.
Thank you very much, Jeff.
Best,
Hyeontak Kim
Ed Gonzalez
COMSOL Employee
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Posted:
9 months ago
4 juil. 2024, 08:55 UTC−4
Hi,
Since version 6.2 you can add "enclosed cavities" inside solid domains, thus simplifying the workflow, see Fluid Filled Cavities under https://www.comsol.com/release/6.2/structural-mechanics-module .
Hi,
Since version 6.2 you can add "enclosed cavities" inside solid domains, thus simplifying the workflow, see **Fluid Filled Cavities** under https://www.comsol.com/release/6.2/structural-mechanics-module .
Please login with a confirmed email address before reporting spam
Posted:
9 months ago
4 juil. 2024, 20:05 UTC−4
Hi,
Since version 6.2 you can add "enclosed cavities" inside solid domains, thus simplifying the workflow, see Fluid Filled Cavities under https://www.comsol.com/release/6.2/structural-mechanics-module .
Hi, Gonzalez. Thanks for your advice!
I'll try that feature after update my COMSOL to version 6.2 :)
>Hi,
>Since version 6.2 you can add "enclosed cavities" inside solid domains, thus simplifying the workflow, see **Fluid Filled Cavities** under https://www.comsol.com/release/6.2/structural-mechanics-module .
Hi, Gonzalez. Thanks for your advice!
I'll try that feature after update my COMSOL to version 6.2 :)