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Physicist Reveals Why You Should Run in The Rain
Theoretical Physicist Jacques Treiner, from the University of Paris Cite, explains why you should run in the rain: ... Let p represent the number of drops per unit volume, and let a denote their vertical velocity. We'll denote Sh as the horizontal surface area of the individual (e.g., the head and ...
Theoretical Physicist Jacques Treiner, from the University of Paris Cite, explains why you should run in the rain:... Let p represent the number of drops per unit volume, and let a denote their vertical velocity. Therefore, all raindrops within a shorter distance will reach the surface: these are the drops inside a cylinder with a base of Sh and a height of aT, which gives: p.Sh.a.T. This is equal to the number of drops contained within a horizontal cylinder with a base area of Sv and a length of v.T.
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