Named after the German physicist Wilhelm Eduard Weber, the Weber number (We) represents the ratio of the inertial forces to the surface tension forces within a fluid flow.
Formula: We = (ρ * V^2 * L) / σ, where ρ is the density of the fluid, V is the velocity, L is a characteristic length, and σ is the surface tension.
A Weber number less than 1 implies that surface tension dominates over inertial forces, typically observed in capillary flows where the surface tension causes the fluid to resist deformation.
A Weber number greater than 1 implies that inertial forces dominate over surface tension, commonly seen in macroscopic fluid flows where surface tension effects are negligible compared to the flow's momentum.
In special cases, such as droplet formation or jet breakup, the Weber number provides insight into the balance between inertia and surface tension that governs these phenomena.
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