🎬water exits a faucet and accelerates under gravity while its velocity increases as it falls
The animated demo demonstrates the continuity principle in one-dimensional steady flow: as water accelerates downward under gravity, its velocity increases, and to maintain a constant mass flow rate, the linear density and cross-sectional area of the stream must decrease. This explains why a stream of water from a faucet becomes visibly narrower as it falls—a clear, observable consequence of mass conservation and the inverse relationship between velocity and area in steady fluid motion.
Narrated Video
Condensed Notes
Previousthe difference between concentration change due to external flow and concentration change due to intNexthow the shape and peak height change for pure diffusion and pure decay and the combined scenario
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