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Onsite现场学术活动部分此卷共3题
但每题下分不同数量的小题
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Question 1. Disk in a gas.
Imagine a disk of radius r moving with constant velocity v (perpendicular to the plane of the disk) in a certain contained volume of gas of density n that is in thermal equilibrium at temperature T . What is the drag force on the disk? The answer does not have to be rigorous. Assume that:
Hint: Finding the leading term in the force to within a numerical factor is sufficient.
Question 2. Minimum energies.
Figure 1: Wok on a table (above) and a planetary system (below) -see question 2
a) A wok, the famous Asian round-bottomed cooking vessel, can be modeled as a uniform hollow semi-sphere. Initially, you have a wok on your table with the open side down. What is the minimum energy needed to flip the wok such that in the end it has the open side up? Assume that the wok is made of a metal sheet with surface density σ and that the gravitational acceleration is g.
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