![]() ![]() possible energies of the particle correspond to those values of ‘E’ for which there are a solution of the Schrödinger time-independent equation that satisfies the boundary conditions. The Schrödinger time-independent equation is used in this chapter to find the wave function and the energy of a particle moving in an infinite and a finite potential well and to study the states of the simple harmonic oscillator. The wave function ψ(x) and the energy (E) of the stationary states of a particle may be obtained by solving the Schrödinger time-independent equation. A feasibility study for application of this technology as a control system for operating modes of the mixing unit with the aim to increase the mixing quality is conducted. In this paper, the experiment concerning the possibility to implement a control system for the resonant mode of a wave mixer with the application of neural network technology based on electrodynamic excitation is set up. ![]() This mode of medium motion permits to secure the intensive mixing in combination with wave impact which in its turn permits to get qualitatively new results related to the conversion of physical and rheological properties of mixing medium. Whereby this method of flotation organization permits to realize complex differently directed flotations (up to opposite flotations) in one volume with relatively substantial shift of liquid medium, absence of dead zones, and diffusion of transverse waves in the volume. In other words, it is possible to organize the transfer of the mixing staff throughout the whole volume due to oscillatory impact alone. One of the main ideas of wave mixing is based on the feasibility to organize the complex quasi-one-directed flotations of liquid medium due to its interaction with solid bodies (the mixture working organs) which are dipped into mixing medium and are making oscillations relatively to it. ![]()
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