Supernonradiative States, Neutrinos, and Higgs Bosons in Fractal Quantum Systems

Higgs Boson and Higgs Field in Fractal Models of the Universe: Active Femtoobjects, New Hubble Constants, Solar Wind, Heliopause

“…Using the parameters hL = 0.000118617 from [4,5], N hS from ( 21), we find the value N L3 = 119.5712542 and the estimate of the distance L 3 = 119.5712542 au. To estimate the distance L 1 (inside the heliosphere for L 1 < L 2 ), we use the characteristic distances L μe , L μμ , L μτ for e, μ, τ -leptons, respectively, determined by the expressions…”

“…The compound of the solar wind may include active nanoobjects [4][5][6][7] and femtoobjects. Based on the results of [1,2,[4][5][6][7], we introduce the main parameters ξ 2 p , A0 , r p of a model femtoobject (…”

“…In fractal quantum systems (such as atomic and muon hydrogen), model attoobjects can lead to a change in the main parameters (1), anomalies in magnetic properties (2) and stochastic behavior [8] of model femtoobjects and leptons. In our model, the main parameters of the model femtoobject are related to the resting energy of the Higgs boson E H 0 , the main parameter n A0 for black holes [1,2], the number of quanta n F , n F of the fermionic field (n F + n F = 1) from the anisotropic model (taking into account the presence of the Higgs field) [3], and the cosmological redshift z μ [1,2], the effective susceptibility χ 0 in the absence of the Higgs field [4][5][6][7] and the effective number N in the Dicke superradiation model [2]. The numerical values of these parameters are: E H 0 = 125.03238 GeV, n A0 = 58.04663887, n F = 0.945780069, n F = 0.054219931, z μ = 7.18418108, χ 0 = 0.257104198, N = 17.0073101.…”

“…The parameter sn(u μ ;k μ ) = sinϕ μ = 0.057234291 is related to the angle ϕ μ [1,2]; quantum numbers n Fτ = 0.950987889, n Fτ = 1 − n Fτ are related with the lepton quantum number τ L = (n Fτ ) 2 = 0.002402187 from [5]; parameters |S 1u | = 0.046741575, S 2u = 0.033051284 defined in [4]. Further, based on expressions (5), we find the numerical values of the characteristic parameters: r p = 0.876931544 fm, x p = 0.047473446 fm, y p = 0.828098429 fm, r pτ = 0.876478321 fm, r * pτ = 0.833520268 fm, r pμ = 0.841841587 fm.…”

“…Higgs field accounting made it possible to propose an anisotropic model of fractal cosmology, within the framework of which it is possible to describe the effect of accelerated expansion of the Universe [3]. In this case, a transition to the description of atomic defects, active nanoobjects, and neutrinos is possible [4,5]. Active objects in fractal quantum systems have their own characteristic features of behavior [6][7][8].…”