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

Book 2. The Bath School. Chapter 3. Theory and practice in the description of the Object to be taken to the Bath 136 = 3< ∙ > / H Here е – the intensity of the microscopic electric field, i – density of micro currents, integration is performed along the conductor contour V, < > – fast averaging sign. (** Since the current is being violated with the use of fast movements, the form of this violence can already be selected from the taboo vocabulary). <e> = E , <i> = j , but in the general case <ej> ¹ Ej , so, in moving with speed n conductors (**see the taboo dictionary, for example, pencil) <ej>=E э ·j=E·j+j·[v·B]/C B – magnetic induction. The voltage drop determined in this way satisfies Ohm's law in integral form: U = R*I , where R – resistance of the chain section. 2. Current. Current is the density of electric charge, measured in Amperes. Ampere is a unit of electric current strength equal to the force of an unchangeable current, which when passing through two parallel conductors of infinite length and negligible (** not thinner than pencil), the area of a circular cross-section, located in a vacuum at a distance of 1 meter (** see translation into bast shoe) from each other, would cause on each section of 1 meter length the interaction force equal to 2*10 -7 Н. Ampere is also a unit of magnetomotive force along a closed contour linked to a DC circuit by force 1 А. The Power of Ampere: = [,∙J] K , where с – light speed in vacuum. j= r× v ( v – speed, r – bulk charge density). The power of Ampere is known as the Lorentz force. The charge density is always > 1. Sometimes the Ampere law is the integral relation L N⃗ ∙ ⃗ = 4 ∙ ⃗/ S Integral – along the contour. I – the total current flowing through a surface bounded by a closed space С .