Can Uneven Heating and Mechanical Rotation Generate Winds?

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The discussion revolves around the possibility of creating a closed system that generates its own wind through uneven heating and mechanical rotation. It is confirmed that such systems, known as closed convective loops, do exist and require a heat source and a heat sink to function effectively. The movement of air in these systems is influenced by various forces, including friction, inertia, gravity, and density. Key dimensionless numbers, such as the Grashof number and Reynolds number, help describe the dynamics of air movement in both planetary and confined environments. While creating a non-computational model of Earth-like winds in a smaller system is theoretically possible, it would require specific conditions, such as the right atmospheric gases and proximity to a heat source. Practical applications of these concepts include convection furnaces and heaters.
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Is it possible to create a closed off wind "box"?
I've had a question bugging me lately and no matter how much I google, I can't seem to find an answer. I'm sure this probably isn't possible, and my logic is probably flawed (Earth sciences isn't my forte), so I figured I'd ask you fine folks here.

First, my understanding of wind, it's caused by uneven heating of the planet + the rotation of the planet.

Would it be possible to make a container that generates its own winds based on uneven heating and mechanical rotation of the closed system? (not that I want to make something like this, just curious if it's even possible)

Sorry if this is a ridiculous question.

Thanks!
 
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Short answer: yes, it exists:
https://web.ornl.gov/sci/buildings/conf-archive/1985 B3 papers/055.pdf

This talks about closed convective loops in buildings. It needs a source of heat and and a heat sink (cold) to work. I'm not sure about the practical uses. The "wind" would not be all that powerful.

I think you want the term: 'closed convective loop' if you google for more information.

@russ_watters knows far more about this I'm sure.
 
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jim mcnamara said:
Short answer: yes, it exists:
https://web.ornl.gov/sci/buildings/conf-archive/1985 B3 papers/055.pdf

This talks about closed convective loops in buildings. It needs a source of heat and and a heat sink (cold) to work. I'm not sure about the practical uses.

I think you want the term: 'closed convective loop' if you google for more information.

@russ_watters knows far more about this I'm sure.

Oh cool! Yes, the term is exactly what I was looking for. Googling "wind box" or "wind in a box" returns some interesting results, but nothing that helped my question. Thank you!
 
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No, it's not a ridiculous question. The movement of air in a system, whether planet Earth or a box, is controlled by a combination of forces. Those forces include friction (viscous drag), inertia, gravity, and density. A (not the only) key dimensionless number that summarizes the relationship between these forces is the Grashof number, the ratio of buoyancy to viscous force. Another important number is the Reynolds number, the ratio of inertial to viscous force.

Air movement on a planetary scale is controlled by buoyancy and inertial forces, while air in a box is controlled by viscous forces. Search dimensionless numbers for more information. The Chemical Engineer's Handbook by Perry and Chilton has a few pages on scaling of chemical processes that may be of interest.
 
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jrmichler said:
No, it's not a ridiculous question. The movement of air in a system, whether planet Earth or a box, is controlled by a combination of forces. Those forces include friction (viscous drag), inertia, gravity, and density. A (not the only) key dimensionless number that summarizes the relationship between these forces is the Grashof number, the ratio of buoyancy to viscous force. Another important number is the Reynolds number, the ratio of inertial to viscous force.

Air movement on a planetary scale is controlled by buoyancy and inertial forces, while air in a box is controlled by viscous forces. Search dimensionless numbers for more information. The Chemical Engineer's Handbook by Perry and Chilton has a few pages on scaling of chemical processes that may be of interest.

Thanks for the explanation! Are viscous forces the only forces we'd be able to created in a closed system? Would we need basically a planet to create a non-computational model of Earth like winds?
 
elusiveshame said:
Would we need basically a planet to create a non-computational model of Earth like winds?
Yes. But if the planet was made of a dense material such as solid gold, and with the right gases in the atmosphere to get comparable Grashof and Reynolds numbers, and closer to the sun for more solar heat, then you could scale it down to less than 1000 miles diameter. Although the ratio of atmosphere depth to planet radius might cause problems with the model.

Have you checked out windy.com? Mesmerizing. And it gives an idea of the complexity of the problem.
 
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jrmichler said:
Yes. But if the planet was made of a dense material such as solid gold, and with the right gases in the atmosphere to get comparable Grashof and Reynolds numbers, and closer to the sun for more solar heat, then you could scale it down to less than 1000 miles diameter. Although the ratio of atmosphere depth to planet radius might cause problems with the model.

Have you checked out windy.com? Mesmerizing. And it gives an idea of the complexity of the problem.

Gotcha. I'll def check out windy.com, thanks!
 
jim mcnamara said:
I'm not sure about the practical uses.
There are convection/gravity furnaces/heaters.
 
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