What Mass Should the Resting Pucks Have to Minimize Collisions?

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To minimize collisions when a frictionless puck of mass m slides down a ramp and collides with resting pucks, one should apply the principles of energy and momentum conservation. The mass of the resting pucks should be chosen to optimize the transfer of momentum, thereby slowing down the sliding puck effectively. The discussion emphasizes the importance of selecting an appropriate mass for the resting pucks to achieve the desired outcome with minimal collisions. The scenario parallels the physics involved in slowing down neutrons in a nuclear reactor. Understanding these principles is crucial for solving the problem efficiently.
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Homework Statement


A frictionless puck of mass m slides down a ramp with considerable speed. You wish to slow it down by having it collide (not necessarily head-on) with other pucks at rest with as few collisions as possible. What mass would you choose for the pucks at rest? (The same physics in this problem is essentially the same as that in slowing down neutrons in a nuclear reactor)

Homework Equations



There is a figure, but it just displays a frictionless puck sliding down a slide onto a table covered in a bunch of other pucks. There are no values.

The Attempt at a Solution

 
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Hi there,

Take the energy and momentum conservation principles to figure out this one.

Cheers
 
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