Math 2.0

Fluid mechanics Foundations and kinematics of flow Concept

Weber number

Summary

The Weber number We=ρU2L/σ\mathrm{We} = \rho U^2 L / \sigma is the dimensionless number that compares the inertia of a fluid with its surface tension. It governs flows with interfaces between two fluids, such as drops, bubbles, sprays and thin films. When the Weber number is large, inertia can overcome surface tension and break drops and jets into smaller pieces.

Further reading

  1. Web https://en.wikipedia.org/wiki/Weber_number
About this page
TagZKGDMA1WZG
URIm2://ZKGDMA1WZG
Kindconcept
WritingW0 stub
MSC76M55, 76D45, 76T10
SpecializesDimensionless numbers in fluid mechanics
Same as
Changed3 November 2026

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