The chain of quantum mechanics equations
E.E. Perepelkin, B.I. Sadovnikov, N.G. Inozemtseva
TL;DR
This paper develops a comprehensive chain of quantum mechanics equations that incorporate wave functions depending on multiple derivatives of position, including velocity and acceleration, extending traditional formulations.
Contribution
It introduces a novel framework of quantum equations that account for higher-order derivatives of motion, expanding the scope of quantum mechanical modeling.
Findings
Formulation of a new chain of quantum equations including higher derivatives.
Potential applications in advanced quantum systems modeling.
Extension of wave function dependencies to acceleration and beyond.
Abstract
The chain of quantum mechanics equations is constructed for wave functions depending on coordinate and time as well as on velocity, acceleration and acceleration of higher orders.
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Taxonomy
TopicsComputational Physics and Python Applications · Experimental and Theoretical Physics Studies