How does one calculate the velocity and strengh of a whirlpool?

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In summary, the strength of an earthquake in Japan was powerful enough to capture a boat in its pull, while the pull created by a bathtub's whirlpool is minimal in comparison. This is due to the amount of water and current involved. The difference in scale is also a factor, as the small whirlpool can still pull in relatively smaller objects. There are several Wiki pages that provide further information on whirlpools, including vortexes, whirlpools, and maelstroms.
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Niaboc67
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For example the earthquake in Japan awhile back had the strength to capture a boat within it's pull. Yet the whirlpool created when someone pulls a plug on the bathtub is hardly any pull whatsoever. This may be a simplistic way of putting it, and i know it has to do with the amount of water and current. How would something like this be put into a mathematical equation too.

Thanks
 
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Niaboc67 said:
For example the earthquake in Japan awhile back had the strength to capture a boat within it's pull. Yet the whirlpool created when someone pulls a plug on the bathtub is hardly any pull whatsoever.
Thanks

thats purely a question of scale. The small whirlpool in a plughole in the tub will still pull in objects of a relative smaller size

Dave
 

1. How does one measure the velocity of a whirlpool?

The velocity of a whirlpool can be measured by using a flow meter or by tracking the movement of objects or debris caught in the whirlpool. Another method is to use a stopwatch and measure the time it takes for a floating object to make one full rotation in the whirlpool.

2. What units are used to calculate the velocity of a whirlpool?

The velocity of a whirlpool is typically measured in units of distance per time, such as meters per second (m/s) or feet per second (ft/s).

3. How does the strength of a whirlpool affect its velocity?

The strength of a whirlpool, or the force of its rotation, directly affects its velocity. The stronger the whirlpool, the faster the water will move and the higher the velocity will be.

4. Can the velocity of a whirlpool be calculated without entering the whirlpool?

Yes, the velocity of a whirlpool can be estimated without entering it by observing its size and shape. The bigger and deeper the whirlpool, the higher the velocity is likely to be. Additionally, the shape of the whirlpool can also give an indication of its velocity; a more narrow and tightly-spinning whirlpool will have a higher velocity compared to a wider and more loosely-spinning one.

5. Are there any formulas or equations to calculate the velocity and strength of a whirlpool?

There are various equations and formulas that can be used to calculate the velocity and strength of a whirlpool, such as the Bernoulli's equation, the Navier-Stokes equation, and the centrifugal force equation. However, these calculations can be complex and may require advanced mathematical knowledge and data about the specific whirlpool in question.

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