Torricelli's Law Formula and Derivation - Torricelli’s Theorem.
My question is now this: if we changed the area of the spigot - ever so slightly making it greater or less, but not so much as to deem the hole too big for Torricelli's Law to work - but kept the height h of the hole the same, would velocity change (as the continuity equation would suggest), or stay the same (as Torricelli's Law would suggest)?
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Torricelli's Law The goals of this worksheet are to show the application of differential equations to drained process in vessels through Torricelli's Law and to show the application of Maple Tools to visualize graphically this phenomenon.
Torricelli's law definition is - a law in hydrodynamics: the speed of efflux of a liquid from an orifice is equal to that of a body falling freely through a distance equal to the total head of the liquid at the orifice.
Torricelli’s Law (or Torricelli’s theorem), a statement of the speed of efflux of a liquid from an orifice in an open container. In equation form the law is, where h is the height of the free surface of the liquid above the center of the orifice and g is the acceleration of gravity. The law was discovered by E. Torricelli in 1641. It follows from.
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