Pure field electrodynamics of continuous complex charges. Tutorial for the 4th year course "Nonlinear Electrodynamics"
Булыженков И.Э. (Bulyzhenkov I.E.) Pure field electrodynamics of continuous complex charges. Tutorial for the 4th year course "Nonlinear Electrodynamics" // M.: MIPT. 2015. 77 p. 978-5-7417-0554-4

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## Pure field electrodynamics of continuous complex charges. Tutorial for the 4th year course "Nonlinear Electrodynamics" 0.0/5 rating (0 votes)/*<![CDATA[*/jQuery(function($) {$('#a871d6b9-4325-4264-b0bd-5b9de9776a2b-6419eeb27f330').ElementRating({ url: '/en/updates?task=callelement&format=raw&item_id=9050&element=a871d6b9-4325-4264-b0bd-5b9de9776a2b' }); });/*]]>*/

### Аннотация

Contents
1. Introductory Lecture 1: Invisible matter from the An­cient Greeks, Russian cosmism philosophers and Ein­stein’s directives toward pure fields physics – / 6 /
1. Is any logic in nonlocality? – / 6 /
2. Metaphysics questions should be addressed to ourselves – / 7 /
3. Material space plenum of the Ancient Greeks – / 8 /
4. From philosophy to physics – / 9 /
5. From physics of extended charges to proper mathe­matics of nonempty space – / 12 /
6. Toward better science of the nonlocal and indivisible Universe – / 14 /
7. Statements for class discussions – / 15 /
2. LECTURES 2-3: Radial electrons as non-dual field solutions – / 17 /
1. Continuous electron in the Poisson equation – / 17 /
2. Maxwell equations as local energy identities in nondual physics – / 22 /
3. Statements for class discussions – / 25 /
4. Sample of exam problems – / 25 /
5. Underlines – / 26 /
3. LECTURE 4-5: Maxwell equations – equalities can define and describe the elementary transverse wave with spirality and the longitudinal wave excitation of radial matter – / 28 /
1. General criteria for elementary objects – / 28 /
2. Spirality of the elementary Maxwell wave – / 29 /
3. Longitudinal inward, outward, and standing waves in nonempty space of the continuous electron – / 31 /
4. Underlines – / 33 /
4. LECTURES 6-7: 1912-1913 Mie theory of matter - Maxwell equations should have power to define and describe the elementary charge – / 34 /
1. The Poisson equation defines the elementary charge distribution – / 34 /
2. Post Coulomb potential generates finite energies of radial fields – / 37 /
3. All charges have the universal self-potential and finite self-energies – / 38 /
4. Unlike electric densities cannot be real functions – / 40 /
5. Underlines – / 43 /
5. LECTURE 8: Imaginary and real densities of continuous charges in joint material space – / 45 /
1. Complex densities of electric charges – / 45 /
2. Dark energy reservoir of bipolar formations – / 48 /
3. Spatial imbalance of the imaginary charge with its radial potential cannot generate mass – / 49 /
4. Spherical symmetry violation within elementary imagine densities can generate their real mass – / 51 /
5. Statements for class discussions – / 53 /
6. Sample of exam problems – / 54 /
7. Underlines – / 55 /
6. LECTURES 9-10: Only Euclidean electrodynamics complies with relativistic Sommerfeld quantization – / 57 /
1. Canonical four-momentum of charged energy carriers – / 57 /
2. Induced EM fields within rotating superconductors – / 59 /
3. Relativistic Sommerfeld quantization in 4D geometry of curved space-time – / 61 /
4. No physical grounds for SQUID accelerometers – / 62 /
5. Underlines – / 63 /
7. LECTURE 11: Charge scale verses fundamental electric orbit – / 65 /
1. Canonical momentum density – / 65 /
2. Proper magnetic flux is quantized together with ex­ternal one – / 67 /
3. New combinations of old fundamental constants – / 68 /
4. Underlines – / 71 /
8. LECTURES 12-14: Densities of electron’s continuum in gravitational and electromagnetic fields – / 72 /
1. Ricci curvatures for continuous mass-energies – / 72 /
2. Geodesic equations for continuous mass-energies – / 75 /
3. Motion of electrically charged densities in nonempty space – / 76 /
4. No self-acceleration due to electromagnetic radiation – / 79 /
5. Underlines – / 82 /

### Связанные материалы

Доклад: Заседание семинара 25 октября 2022 г. Круглый стол "Пространство и материя – это одно и тоже" (Платон) // Категории: Осенний семестр 2022 г.

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