Non-Force and Force Electromagnetic Fields

Non-force electromagnetic fi elds in nature and experiments on earth: Part 2

“…In our opinion, the main cause of plasma instability (it is secondary) in a tokamak "donut" is the mutual generation of a toroidal two-component magnetic ield of 5 T strength and higher, created inside a tokamak, with a poloidal ield of conductors located on the outer side of the tokamak, exciting a poloidal ield with "Preload" of the heated plasma to the center of the toroidal cavity of the tokamak and "release" of the plasma from the walls of the tokamak. In this basic construction, as it seems, one important circumstance, described in detail in [9,12], is not taken into account. This circumstance is due, as is mentioned above, to a possible self-generation of the main toroidal magnetic ield H T inside the tokamak "donut" with a poloidal ield H P .…”

“…The above-said suggests an idea of solving the problem of suppressing self-generation by uninterrupted exclusion of a strong poloidal magnetic ield inside the tokamak by means of the outer poloidal magnetic ield directing in the anti-phase to arising in the tokamak "donut" magnetic ield [12].…”

“…In a tokamak, when the plasma is con ined, it is necessary to preserve the original toroidal magnetic ield and a weak poloidal one. When con ining plasma, it is necessary not to generate a strong transverse (a poloidal magnetic ield), but to reduce the transverse ield by any means in order not to contribute to the self-generation of these magnetic ields [9,12]. This greatly reduces the penetration of particles to the tokamak walls.…”

Non-force electromagnetic fields

“…The elucidation of the principal properties of the toroidal and poloidal electromagnetic ields will be presented based on [9,12,13]. To this end, it is required to calculate the Lorentz force of the following pairs of the electromagnetic ield H P, E T as well as H T, E P : (25) Formulas (25) re lect the Lorentz non-zero force for the irst pair of the force electromagnetic ields H P, E T. The Lorentz force for the second pair is written down in a similar way: (26) In formulas (26), the Lorentz force L F is identically equal to zero due to the fact that the vector product of the toroidal magnetic ield with itself is equal to zero in the context of the coinciding direction.…”

“…The electrodynamics of the above-mentioned ields is somewhat different from Maxwell's standard electrodynamics. Here we present the equations from the author's publications [4,7,9,11,12]: (36) Equations (36) in their form are close to Maxwell's standard equations, although they have in their structure the effects nonintrinsic of standard equations. For example, the electric ield in its composition contains Larmor's effect as…”