Problems 8.6
Question 1.iii
So, why is the rate of motion radially in a centrifugal field not a constant, unlike when settling under gravity? Take a look at the following equations: and
The acceleration in a centrifugal field is a function of radial position: with each new radial position there will be a new acceleration acting on the particle. Hence, we must integrate to find the total time taken for a particle to move from one radial position to another. In gravity the acceleration is constant and we do not need to integrate. |
| Note, 'g' is constant pretty much all over the Earth. | |
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