For a charged particle in a magnetic field, this quantity equals pi times mass times the square of the Larmor radius times the square of the cyclotron frequency.
Kelvin proved that this quantity is at a minimum along the boundary for irrotational flow in a simply connected domain with a prescribed normal flux at the surface. For a charged particle in a magnetic field, this quantity equals pi times mass times the square of the Larmor radius times the square of the cyclotron frequency. For a collection of particles interacting via gravity, the average value of this quantity equals negative one-half times the average of V, according to the (*) virial theorem. The difference between this quantity and V gives the Lagrangian. In classical mechanics, p squared over 2m gives this quantity. Both momentum and this quantity remain unchanged after a perfectly elastic collision. One-half m times v squared gives this quantity. For 10 points, name this type of energy that moving objects have.
Kelvin proved that this quantity is at a minimum along the boundary for irrotational flow in a simply connected domain with a prescribed normal flux at the surface.
kinetic energy [accept T or K or KE; prompt on energy]