Tipping Point of a Cylinder
Tipping Point of a Cylinder
Tipping points are conditions in which the impetus for change becomes unstoppable. The term has been popularized in the sociological sense by Malcolm Gladwell's 2000 bestseller. But "tipping point" was originally a term in physics. A cylinder will fall to one of its stable orientations, either upright or to one side, depending on whether its tilt angle is less than or greater than its tipping point . An inset shows a plot of potential energy , where is the height of the center of gravity.
α
α=arctan(h/2r)
V(α)=mgz
z
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