Set equal to the gravitational potential energy to determine escape velocity, for 10 points, identify this quantity, expressed as one-half moment of inertia times angular velocity squared in rotations and classically defined as one-half mass times velocity squared for a moving object.
For a gas, this quantity is described as a function of electron density in the von Weizsacker functional. Its relativistic version is given by quantity gamma minus 1 times mc squared, and it appears as capital T in the Lagrangian expression where this quantity's counterpart is subtracted from it, while the two are added in the Hamiltonian. Set equal to the gravitational potential energy to determine escape velocity, for 10 points, identify this quantity, expressed as one-half moment of inertia times angular velocity squared in rotations and classically defined as one-half mass times velocity squared for a moving object.
For a gas, this quantity is described as a function of electron density in the von Weizsacker functional.
{kinetic} energy