Consideration is given to the influence of the Marangoni convection, which develops in a layer of liquid metal under the cathode spot, on its properties. The structure and parameters of the thermocapillary cell formed have been determined. It is shown that the convective transfer of heat plays a dominant role in the cathode spot and the thermal model, which ignores it, will lead to highly overestimated temperature values. We describe a dynamic model of equilibrium of the liquid-metal surface in the spot which explains the possibility of appearance of high local pressures in the fluid. We discuss the absolute instability of the cathode spot rest state and the hydrodynamic mechanism of motion, which is determined by breakdown of the symmetry of a convective cell. It appears that such different (at first glance) phenomena as the random motion of the cathode spot, the repulsion of the spots during the approach and division, the detention of the spot on the wetting line and the retrograde motion of the spot in a magnetic field can be explained in unified terms with the aid of the above-mentioned hydrodynamic mechanism. The cited effects are characterized by external actions on the spot of different nature, which give rise to an asymmetry of convection with respect to the heating centre and, consequently, the ordered motion of the cathode spot. The behaviour of the cathode spot on a liquid-metal layer of variable thickness is considered and a new method of detention of the spot is proposed. We propose ideas of experiments which would make it possible to determine the size of a thermocapillary cell and to check the hydrodynamic mechanism of the cathode spot motion. We discuss the relationship of the phenomena considered with the processes of ordering and self-organization in nonequilibrium systems.
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