BOOK 2. THE BATH SCHOOL. N. LEVASHOV'S «SVETL BROOM» IN A. KHATYBOV'S «BATH SCHOOL» AND A LABOUR SPADE

F. Shkrudnev N. Levashov's "SvetL Broom" in A. Khatybov's "Bath School" and A Labour Spade 139 frequently occurring situations, when the gradients and temperatures of the plasma have the same direction perpendicular to the magnetic field Н , electric field Е ’ is naturally divided into three components E || , E’ 1 , E’ 2 (**Existing on their own). In this case, the "longitudinal" and "transverse" Ohm's laws are distinguished: ∥ = ∥ ∥ , = ( ( W − gh ij k i K )\ m l m [ ∇ ]) , and the ion pressure gradient is held by the Hall field. E’ 2 = Ñ p i /en . In a slightly ionized plasma, an additional contribution to the current density is given by the frictional force between the charged components and the neutral component. In the ionospheric plasma, the calculation of LF processes takes into account also the contribution of gravity. For a three-component plasma (electrons, one type of ions and one sort of neutral) , neglecting the transverse and longitudinal conductivities and the thermosil (**likewise in material resistance – if the beam of high-strength steel does not withstand the load when calculating, we replace it with a wooden one) . The fundamental Ohm's law is written down: k i h i \ m $ i + k i r, \ m $ i rs = W − ∇Z j \$ i + k j \$ i + k i \ ( \$ − v$ )( − $ ) , Where g – accele ation of gravity, U n – the velocity of the neutral component, v en , v in – the collision frequency with neutrals, respectively, of electrons and ions (**to create a mass-collapse effect), v e = v en + v ei + m e v in /m i – the total frequency of electron collisions, which determines the time of transfer of their momentum to heavy particles t e =1/ u e .. (** From the instruction on the destruction of cockroaches: ... to catch a cockroach, pour a powder in its mouth, hold its jaw so that it does not spit it and wait for 3 hours without releasing the cockroach from your hands until it stops breathing ...- similarly, Ohm's law for plasma). Proceeding from the above, we determine the potential, or that value of the charge (**after collisions of electrons, ions, neutrals and other debris, usually filling the plasma – after the successive transformation of metal-liquid-gas-plasma).