Sentence examples for by the wave function from inspiring English sources

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In quantum mechanics, the dominant theory of 20th-century physics, the Newtonian notion of a classical particle with a well-defined trajectory is replaced by the wave function, a nonlocalized function of space and time.

Numerical resulTheserieshat the dynamic solutionscofcenthetion and pore pressures concentration are mainly relative to tHelmholtzhapequationsdence, arele obtainedence, dimensionless frequency of incident wave, stiffness and pore ratio of the poroelastic half-space and valley.

We indeed found that such different transport behaviors result from different coupled electronic states supported by the wave function results.

Thus, in Bohmian mechanics the configuration of a system of particles evolves via a deterministic motion choreographed by the wave function.

Indeed, from an orthodox point of view what should be meant by the wave function of a subsystem is entirely obscure.

The question then arises — and it is a critical question — as to what should be meant by the wave function of the subsystem.

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The analytical solutions of wave fields are expressed by employing the wave function expansion method and the expanded mode coefficients are solved by satisfying the boundary condition of the cutout.

The effective wave fields are expressed by using the wave function expansion method, and the expanded modal coefficients are determined by satisfying the continuous boundary conditions around the fibers.

Exact solutions are obtained by using the wave function expansion method, while the Born first approximation has been employed to derive explicit solutions that form the basis for efficient parametric inversion and eigenfunction back-propagation.

In 1926 Born submitted two papers in which he formulated the quantum mechanical description of collision processes and found that in the case of the scattering of a particle by a potential, the wave function at a particular spatiotemporal location should be interpreted as the probability amplitude of finding the particle at that specific space-time point.

By decreasing L, the wave function associated with the electron is more compressed and localized.

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