The variance of this quantity for fluid particles is related to the energy dissipation and the kinem
The variance of this quantity for fluid particles is related to the energy dissipation and the kinematic viscosity by independent predictions of Heisenberg and Yaglom. The non-linearity of the Navier-Stokes equations comes from using the chain rule when calculating this quantity for a fluid parcel. In a simple harmonic oscillator, the maximum value for this quantity is the amplitude multiplied by omega squared, and power is proportional to charge squared times this quantity squared according to Larmor's formula. Velocity squared divided by radius gives this value for a body revolving along a circle of radius r. The amount of this due to gravity is about ten meters per second squared and it's the second time derivative of position. For 10 points, force is mass times what quantity?
The variance of this quantity for fluid particles is related to the energy dissipation and the kinematic viscosity by independent predictions of Heisenberg and Yaglom.
acceleration