Mathematical theory of the magnetic coagulation ferromagnetic particles in soiled wastewater

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Developed a mathematical model of convergence ferroparticles in a magnetic field. Having repulsive forces between the magnetized particles in the transverse direction of the magnetic lines and inconsequential time compound particle pairs in the longitudinal direction to them over Brownian diffusion mechanism approach leads to a difference kinetics magnetic coagulation Smoluchowski of theory. A mathematical model of the probability distribution of the dispersed particles (aggregates), based on the principle of combining pairs of adjacent particles along magnetic field lines. Obtained statistical invariant equation for the mechanical dispersion of the distribution laws of impurity during coagulation.

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Magnetic coagulation, kinetics approach of the particles, the simulation of magnetic forces, the time of convergence, the probability distribution of the particles, the invariant equation

Короткий адрес: https://sciup.org/148202709

IDR: 148202709

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