jostpuur
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- 19
This is a good problem. I would be satisfied, if it was mathematically shown that the fluid could accelerate and get pushed into a small tube from a large tank, with smaller action by spinning than by going in symmetric manner. By "action" I mean the action of the Hamilton's principle. I have no idea if this indeed is the case, but I hope it is, and that it could be shown with some elegant proof.
If the initial condition is perfectly symmetric, then the water should start get into the tube without spinning, but I am probably not wrong to guess, that this is an unstable flow. That means, a small disturbance will make the flow find another stable extrema of action. So I don't think the Coriolis force claim is unreasonable.
If the initial condition is perfectly symmetric, then the water should start get into the tube without spinning, but I am probably not wrong to guess, that this is an unstable flow. That means, a small disturbance will make the flow find another stable extrema of action. So I don't think the Coriolis force claim is unreasonable.