What is a Potential Energy Equation?

Quantum potential energy was first proposed by David Bohm (David Bohm ^[1-2] ) in 1952 and is the central conceptual form of De Broglie's quantum mechanics (material wave theory). In 1975, Bohm and Basil Hiley ^[3] interpreted it as the potential energy of information acting on particles. Quantum potential energy can also be called Bohm potential energy or quantum Bohm potential energy.

The method of quantum potential energy can be used for the modeling of quantum effects without explicitly solving the Schrodinger equation. Quantum potential energy can also be combined with Monte Carlo method simulation to simulate carrier transport problems that can be used for (deep) sub-micron elements, such as the carrier fluid dynamics equation (Hydrodynamic, HD, here refers to the element carrier transport phenomenon The dynamic equation is independent of the fluid, and is named only because the type of the formula described is similar to traditional fluid mechanics ^[5]

Quantum potential energy in Schrödinger equation.

Schrödinger's general equation is:

In quantum mechanics, energy is a general term for kinetic energy, potential energy, mechanical energy, and thermal energy.

Energy contains kinetic energy and potential energy, kinetic energy + potential energy = mechanical energy (external energy) + thermal energy (object internal energy) = object energy