Linked from

The 6 pages that link to Kelvin's circulation theorem, each with the reason it gives.

• VorticityRelated: Its conservation law connects circulation directly to the evolution of vorticity.

• Euler equationsRelated: It follows from Euler dynamics under these assumptions and constrains vortex evolution.

• CurlRelated: It connects curl-related vorticity to circulation conservation in ideal fluids.

• VortexRelated: It explains why ideal-fluid vortices can retain their circulation as they move.

• Potential vorticityRelated: It is a related ideal-flow conservation law, expressed through circulation rather than local potential vorticity.

• Helmholtz's theoremsRelated: Conserved circulation underlies the conservation of vortex strength.