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1 : (),.,.. (), -. -,.. [1-3] - (), - r 0e - r 0 - -, r m 1, , m 6, [4]. - ( ) - -, - 2r m - [1-3]. -, - - m 5e 0 /(r m 2 ), e 0 1, , , - [5] (), [6]), -,, -, - -.,,. 1. -,,, - - (), ( T 0 0, 0 1, [7]) -., E B (, ) - - e,, [1,7]., r m,, e, - m r m., - - E B - [1, 4, 7]. m, e - E B., - - [8], - -, [4].. 42 ISSN X

2 E B, -,, -, -, -, - [1, 8]. [1-3], -, 2r m.,,, - [9, 10]. -, - 0,,., - (, - ) -,,. - -, - (). 2., - [11]. -, ( m10-6 n e [12]), -, -,. - -, - - i (. 1).. 1. (1 ; 2 ) 2.1.., [11], -, - -,, -. (, - [11, 12]) ( ) -, - v er v r. - i H.. 1), - F el =e 0 0 v er H F L =q 0 v r H, 0 =410-7, q, - - [13]: - dv m er e = e0 0v er H ; (1) - dv r m = q 0vrH, (2) m e 9, [7], m -. - (q = e 0 =1, ; m 1836m e [7]),. (1) (2) - ISSN X

3 F el F L - v er v r, - - H. -, - r e r -, -, - i. r e r, - ( ( )) [12, 13], (1) (2) - : - - mever 2 = e 0v er H re 0 ; (3) m v 2 r = e 0v r H r 0. (4) (3) (4) r e r () - : m r e = ever e0 ; (5) 0H m vr r = e0. (6) 0H (5) (6), - r e r - v er v r -, H r k. - (5) (6) r /r e =(m v r )/(m e v er ). - T e T -,, v er v r. () - i - T me. - (6) [14] T me, - - : T me =5,83 4 ( I m t 1/ 3 ) c m, (7) I m, t m - - ; c =5, ) -1 - [7]. -, (I m 200 ; t m 10 [6]), (7), T me -, 18, ,6 [13]). (7) T me -, - [12] n e T me, - - v er v r -, - 1 ( [13]). T me T m v er v r - - : 3k v er = BT me me BTme ; (8) 3 v r = k, (9) m k B =1, [7]. (8) (9) T me 1, - v er 7,2610 5, v r 1, H, r T >r k (.. 1) -, : H = Im 2rT, (10) r T = r k r;r r - r k - - ; r k 0,093(I m ) 1/3 (t m ) 1/2, [15]. (I m 200 ; t m 10 ; r k 17,2 ) r3 (10), H 1, (- - B 0 H, 1,98 ).,. (5) (6) v er 7,2610 5, v r 1, H 1, , -, r e 2,1 r 89,8. r /r e 44 ISSN X

4 42,8.,, - H " -. - r e r - [12, 13], e (5) (6) - : v e er o0h e = = ; (11) re me vr eo0h = =. (12) r m (11) (12), -, - ), - e / =m /m e (11) (12) - H 1,5710 6,, e 3, , 1, , - r T 20,2, - r 89,4, n e , -, 22,310 7 r e 2,1., - v er v, m e m r e r ( ) -. -, -, ,,, - e, - -., - I m H, (5) (6) r e r, ,, r, - - r e r, - [13], [16] XY.. 1) 2r - () U e U. - U e U r T, r et >>r e (. 2). U e r T, - r,. - H B (.. 1), - () - B - 2r. B - r T r et U e, [7]: 2 2 dh B Ue 0 ( rt rk 2rT ret ). (13), t H B dh /, (I m 200 ; t m 10 ; r k 17,2 ; H 1, ) r T 20,2 (r3 ) 1, /(). (13) - r et 1, - r T U e 44,5. r T r et (.. 2) 2r. - -, r T U e, - ISSN X

5 r e, v et, - [13]: 2e0U v et = e. (14) me, ( ) -,, -.,, e - r e - r - r >>r e - << e., r (14) v et r, H r - r - ( ), [10] -. (14) v et r T 20,2, -,, U e 44,5 - () (.. 1 2) 3, et =v et /r T, - 1, ,, - T et =2/ et 32,22., U e U XY r r e r -., - n e. (), - () n e [12]. - q et, r T r et, : 2 qet 2 e0nert ret. (15) (15) n e (r T 20,2 ; r et 1 ), q et 4, i et - - : 2 q 3 et iet e Ue n eret. (16) T et me (16) r et 1 U e 44,5, i et - 13,87., r et 1 i et - -. v T, U U e - r r, (14) - : 2 0 v T = e Ue. (17) m (17) U U e 44,5, - v T -, 9, ,, r T 20,2, v et /v T 42,8. -, - -,,, r /r e 42,8. - T =v T /r, 4, ,, T T =2/ T 1,37. - (- ) - q et 4, q T - i T q T /T T 0,325., - i et /i T 42,7. -, -, - 46 ISSN X

6 , - i et. i T - (- ) (, -,.). r - i T r e - i et.. 2 -, - r i et, - r et, - r 0 >(r +r et ) i et, ( ) H et - i et H et i et /(2r T ), i et 13,87 r T 20,2 0, B et 0 H et, 0,43 ). - r T H et i et /(2r et ) r et 1 2,210 6, - B et 2,8.,, r T 20,2 i et 13,87, -, - E et. - E et r 0 2r T 40,4 [1,11]) - E et ( 0 / 0 ) 1/2 H et, 0 =8, [7]. H et 0, E et - 1, , -, E et ( 0 / 0 r ) 1/2 H et, r 81 - [7],, 1, ,,, - r T - i et,, [17]. [1,4,11] () ( ) () - - ( - [11]) -. -, - [1-3,11] "" i et - "" T,. "" T i et - "" L () i et -.,, ISSN X

7 -. "", - i - i et. "", - [9, 13]. [18]., - i et -. F e, -,, - - 2r k ( 108 ) r T -, - i (I m 200 ; t m 10 ; r k 17,2 ; H 1, ) F e 2 0 H I m r k 4, ( 4, ) [7]. [19] (, - ). "" T - r T i et, -, - : 3LT T, (18) RT L T = 0 r T [ln(4r T /r et )-2,45] [17], R T =2r T /( T r 2 et ) - r T, r et - T. - "" T, (18) T 5, () -1, - - Cu.?,, -, [12] - n e - T e. - n e n e. T e, U e 44,5 B r T 20,2, T e. - U e - T em, 44,5 0, [13]., - - r e - r r >>r e. U e, - r, -,, - i et - r - T >> Cu. (18) - (r T 20,2 ; r et 1 ; T 5, () -1 ),, "" T i et, - - r, - 3,4. r T - i et -,, r T i et - - -, 48 ISSN X

8 i et, - i c. - i c - E et, - i et. - i c, -, : i S c, (19) ; S c =4r 2 0 ( [1, 11] r 0 2r T ) [7, 13]: E = et 0 r. (20) t t E et - - : E et 0 H t et. (21) 0r t, H et tdh et /: dh et 1 di (2rT ) et. (22) di et / r T, '- i et : di Ue L T et + R T i et. (23) (23) (r T 20,2 ; r et 1 ) U e 44,5, L T 7,8310-8, R T 6, i et 13,87, - di et / - 5, , - R T - i et (23). (21) (22) E et t, 0, /(). (20) E et t, 423,1 2. (19) r 0 40,4 -, (I m 200 ; t m 10 ; r k 17,2 ) i c - - 8,7., - - i c - -., i c -, (- i et ) -. i c - - [7, 13], ( [5, 10]), -., (), r e 2r - e r e r -. 2r ( 42,8 ) 2r e, -. 2., - - -, -. ( 42,7 ) -, - 2r >>2r e, -. 3., i et - -,,, ISSN X

9 , T "" T i et -. - T - i et " T " L - T i c, -,, ( ) -, , // // // ,.,.,. // (- ) // ,.,...:, ,...:, ,...:, ,.,...:, :, // ,.,.. /.....:, /.... :, // () ,...: -, // :, :, :, Bibliograhy (transliterated): 1. Baranov M.I. `Elektrofizicheskaya riroda sharovoj molnii // `Elektrichestvo S Baranov M.I. `Elektricheskaya korona v mikrodiol'noj modeli sharovoj molnii // `Elektrichestvo S Baranov M.I. Raschetnaya ocenka temeratury v mikrodiol'noj modeli sharovoj molnii // `Elektrichestvo S Scherba A.A., Podol'cev A.D., Kucheryavaya I.N., Zolotarev V.M. `Elektricheskij transort olyarnyh molekul vody v neodnorodnom `elektricheskom ole olimernoj izolyacii vysokovol'tnyh kabelej // Tehnchna elektrodinamka (Kiev) S Smirnov B.M. Fizika sharovoj molnii // Usehi fizicheskih nauk Tom 160. Vy. 4. S Kuzhekin I.P., Larionov V.P., Prohorov E.N. Molniya i molniezaschita. M.: Znak, s. 7. Yavorskij B.M., Detlaf A.A. Sravochnik o fizike. M.: Nauka, s. 8. Duhin S.S., Deryagin B.V. `Elektroforez. M.: Nauka, s. 9. Golant V.E., Zhilinskij A.P., Saharov I.E. Osnovy fiziki lazmy. M.: Atomizdat, s. 10. Stahanov I.P. O fizicheskoj rirode sharovoj molnii. M.: Nauchnyj mir, s. 11. Nikitin A.I. Obrazovanie sharovoj molnii ri razvitii linejnoj molnii // `Elektrichestvo S Bortnik I.M., Beloglovskij A.A., Vereschagin I.P. i dr. `Elektrofizicheskie osnovy tehniki vysokih naryazhenij / Pod obsch. red. I.P. Vereschagina. M.: Izdatel'skij dom M`EI, s. 13. Kuz'michev V.E. Zakony i formuly fiziki / Otv. red. V.K. Tartakovskij. Kiev: Naukova dumka, s. 14. Baranov M.I. Priblizhennyj raschet maksimal'noj temeratury lazmy v sil'notochnom kanale iskrovogo razryada vysokovol'tnogo vozdushnogo kommutatora atmosfernogo davleniya // Tehnchna elektrodinamka (Kiev) S Lozanskij `E.D., Firsov O.B. Teoriya iskry. M.: Atomizdat, s. 16. Baranov M.I. `Elektrofizicheskij mikromehanizm yavleniya `elektromagnitnoj indukcii v neodvizhnom metallicheskom rovodnike // `Elektrichestvo S Knofel' G. Sverhsil'nye imul'snye magnitnye olya. M.: Mir, s. 18. Mesyac G.A. Imul'snaya `energetika i `elektronika. M.: Nauka, s. 19. Rajzer Yu.P. Fizika gazovogo razryada. M.: Nauka, s.,.,. "" " 61013,,., 47. (057) , M.I. Baranov Imrovement of microdiole model of ball lightning and electrodynamic develoment of theory of this henomenon. The new electrodynamic model of ball lightning (BL), containing an internal high temerature as a torus ower kernel and external electro-neutral high-olarized aquatic shell, is offered. The ower kernel of such BL is formed by electronic and roton microtorus with the elementary siral-circular currents, directed in oosite sides. The siral-circular electronic currents of conductivity of kernel of BL create the strong imulsive azimuthal magnetic field and suerstrong vortical radial electric field round him. Key words ball lightning, kernel and shell, theory. 50 ISSN X

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