|
1/a = С (160) + С (162) = 1 + p Ч (p + 1) / 2! = 1 + 136 = 137, | (1) |
ra/re = 1/a = 137, | (2) |
G(L) = {1} Д G + ЛФК Д G = ({1} + ЛФК) Д G, | (3) |
N = N(G(L)) = 1ЧN(G)+N(ЛФК)Ч N(G) = (1 + 10)Ч13610 = 2,381122664625Ч1022, | (4) |
N = re / ro (это уже точное соотношение !), | (5) |
N = mo / m e (точное соотношение !), | (6) |
h/(2pc) = me Чre = (mo/N)Ч(roЧN) = moЧro, | (7) |
1/a = 137+5/139=137+(10/4) SNn=1(1-2/137)Ч(2/137)2n-1@137 + 0,035971223021582..., | (8) |
P(X= m) = (2 / 137)m Ч (1- 2 / 137). | (9) |
A(L)Ы exp(A) = A0 + A1/1! + A2/2! +A3/ 3! +... | (10) |
ro = (h g / (2 p c3))1/2 = 1,62 Ч10-33 см, | (11) |
mo = h / (2 p c ro) = 2,18 Ч10-5 г. | (12) |
(rЧ 21/2/ N1/2)4 Чexp(- r / ro) / (12N1/2) = 1Ч8Ч(r/N)3/(11N), | (13) |
(h b>Чexp(- ro /r)/(2pc r))4 = 1Ч(2p)3 Ч2p/(16N), | (14) |
ro = 2 Ч12 Чe/ (11N3/2) [единиц размерности длины] =1,614 Ч10-33 [единиц размерности длины], | (15) |
h / 2 p cЧro= mo = p e / N1/ 4 [единиц размерности массы] = =2,175533 Ч10-5[единиц размерности массы], |
(16) |
dh / (2p c) = d mo Ч ro + mo Ч d ro = d m e Ч re + m e Ч d re, | (17) |
(b0 + Db) e2 = (b0 m e Ч re + b01/2 m e Ч (Db / 2)re - (Db / 2) m e Ч ( b01/2)re)Чc2. | (18) |
Db e2 = (b01/ 2 m e Ч (Db / 2)re - (Db / 2) m e Ч ( b01/ 2)re)Чc2. | (19) |
d m e Ч re + m e Ч d re = b01/2(Db / 2) m e Ч re - m e Ч b01/2(Db / 2)Чre, | (20) |
d m e = b01/2(Db / 2) m e = (db/ 2) Ч m e, где db = b01/2Db, | (21) |
d re = - (db/ 2) Ч re, | (22) |
d m o = (db/ 2) Ч m o = m oЧ (db db2/ 8) / 2 = m oЧ (0,03597 0,000324) / 2 = |
(23) |
d rо = (db/ 2) Ч rо = rоЧ 0,035646 / 2, | (24) |
d re = (- / +) (db/ 2) Ч rо Ч N. | (25) |
me = m o / N = 0,913705Ч10-27г. | (26) |
We = q2 / r q = W1 + W2 = m eЧc2, | (27) |
(dr(dr3/dt)/dt)/3 -2 r(dr/dt)2 = g Чm. | (28) |
(d2r3/dt2)/(3m) = 2 r c2/m + g, | (29) |
(d2r3/dt2)/(3m) @3g. | (30) |
(с2 / m) Ч (d2М(R R*)3 / dr2) = g. | (31) |
D = log(11Ч 13610)/log(137/2)10 = 1,22..., | (32) |
d@1,25, | (33) |
f = mf 2 2p/hc ~ 10-14, | (34) |
f = DD = (D / N1/2) / (4Ч137) = 1,45Ч10-14. | (35) |
1 = D Ч g1/4 Ч me1/2 / (4Ч 137Ч f Ч re1/2Ч c) = D Ч g1/4 Ч q / (4Ч 1371/2Ч f Ч reЧ c2) | (36) |
4 = D Ч g1/4 Ч me1/2Ч a / (f Ч re1/2Ч c) = D Ч g1/4 Ч q Ч a1/2 / (f Ч reЧ c2) и др. | (37) |
*JМl = (Gmtm d lu Wtul). *Ftu 2 Wu(ut). *Flt, | (38) |
Jэi = 2 i. W(ko)[kDi] (Gmkm dnl e ikl e ikl Wkln). Hn, | (39) |
Jэo = 2 i. W(ki)[kDi] e ikl w[iko .Hl], где wiko = Gmim d ok - Wiko, | (40) |
*Jмi = 2 i. W(ko)[kBi] + (Gmkm d nl e ikl e ikl Wkln). En, | (41) |
*Jмo = 2 i. W(ki)[kBi] + e ikl w[iko.El], | (42) |
*JМi wjqo = 2 i. W(ko)[kBi] wjqo + (*Gin - *Win). e jqn . E[n. wjq]o, | (43) |
e ikl w[iko.El] = 2 i. W(ki)[kBi], | (44) |
*JМi wjqo = 2 i. W(ko)[kBi] . wjqo (*Gin - *Win). 2 i. W(qi)[qBj]. | (45) |
*JМi = 2 i. (W(ko)[k Bi] + R-1. (*Gin - *Win). W(qi)[q Bj] . Wjqo), | (46) |
Bi = Hm. gim / g и Bj = Hm. gjm/g. | (47) |
*JМi = 2 i. (W(ko)[kgi]m + R-1 . (*Gin - *Win). W(qi)[qgj]m. Wjqo). Hm/g. | (48) |
VMim =2 i. (W(ko)[kgi]m + R-1 . (*Gin - *Win). W(qi)[qgj]m . Wjqo)/g. | (49) |
mpi = dpi + Vpi = dpi + gpm. Vim = dpi + 2 i. (W(ko)[k gi]m + R-1 . (*G in - *Win). W(qi)[q gj]m. Wjqo). gpm/g, | (50) |
epi = dpi + 2 i. (W(ko)[k gi]m - R-1 . (*Gin - *Win). W(qi)[q gj]m. Wjqo). gpm/g. | (51) |
Z = (e / m)1/2 = 0 при epi = 0 или |
(52) |
Tmc = Fmg. Fcg + *Fmg. *Fcg = (Fmg + i . *Fmg). (Fcg i . *Fcg) є 0. | (53) |
Fmg = + i . *F mg. | (54) |
Bi ЬЮ -Di, | (55) |
*JМi = 2 i. (W(ko)[kgi]m + R-1 . (*Gin - *Win). W(qi)[qgj]m. Wjqo). Hm/g | (56) |
*JМi = -2 i . (W(ko)[kgi]m + R-1 . (*Gin- *Win). W(qi)[qgj]m. Wjqo). Еm | (57) |
W(ko)[kgi]m +R-1. (*Gin - *Win).W(qi)[qgj]m. Wjqo є W(ko)[kgi]m - R-1 . (*Gin - *Win).W(qi)[qgj]m . Wjqo | (58) |
W(ko)k = 0 | (59) |
Gmkm d nl = Wkln , | (60) |
Z = (eэ/mэ)1/2 = 1 (СГС) ~ 370 Ом (СИ). | (61) |
Smc- gmc . S/ 2 = k. Tmc, | (62) |