Gravitomagnetism and Quantum Mechanics

While gravitomagnetism is required to correspond to classical mechanics it must also be consistent with quantum mechanics in the quantum regime.

Consider the basic relationship, E=hbar?

In the unrational form, flux density B is defined to be ?.

The source term for inertia is defined to be the vector potential integral over all space of the relative current distribution with respect to the mass in question. The propagation velocity is constrained to be consistent with observation of inertial forces and there will be no Lienard-Weichert terms for now.

Consider the nature of the Weiss molecular field of magnetic materials. While Weiss fit the data to his model, it was later explained as a quantum mechanical interaction. Consider these angular momentum moments to be gravitomagnetic and the interaction defined by the gravitomagnetic constant ?.

Consider the quantum mechanical interaction of electrons in an atom in a similar manner. Don't stop there, look at the nucleus as well. Require correspondence.

In all issues require correspondence with observation.