标题： 轻子的物理模型：带质量的电子、μ子、τ子及其无质量中微子 显示英文标题

标题： Physical model of leptons : Massive electrons, muons, tauons and their massless neutrons

摘要： 粒子物理模型（PhsMdl）通过真空和电子的物理模型（PhsMdls）提供，这在我们最近的工作中有所描述。 假设真空由动力子（dynamides）组成，在某些紧密晶格的连接处被流线化。 每个动力子包含一个中性对的无质量点状相反基本电荷（ElmElcChrgs）：电子子$(-)$和正电子子$(+)$。 在涨落的真空中，某个动力子的无质量电子子和正电子子的点状电荷（PntLk ElmElcChrgs）可能通过某种能量被激发或偏离，这种能量由光子或其他微观粒子（MicrPrts）引入。 无质量轻子（中微子）是无电荷涨落真空中的中性长寿命球形涡旋振荡激发态。 有质量的轻子是有电荷的长寿命球形涡旋激发态，其电荷为精细分布（FnSpr）的基本电荷（ElmElcChrg）。 所谓的“量子颤动”是重质量轻子的精细分布电荷（FnSpr ElmElcChrg）的自洽强关联涡旋谐波振荡运动。 不同的轻子具有不同大小的精细分布电荷的自洽强关联涡旋谐波振荡运动，这由它们的康普顿长度$\lambda =\frac{h}{m C} $决定，其中$m$是重质量轻子的质量。 在一种重质量轻子相互转化为另一种重质量轻子时，其点状电荷（PntLk ElmElcChrg）通过弱相互作用以带电中间矢量介子$W$的形式从一种自洽强关联涡旋谐波振荡运动转移到另一种自洽强关联涡旋谐波振荡运动。 显示英文摘要

摘要： The physical model (PhsMdl) of the leptons is offered by means of the PhsMdls of the vacuum and electron,described in our recent works. It is assumed that the vacuum is consistent by dynamides, streamlined in junctions of some tight crystalline lattice. Every dynamide contains a neutral pair of massless point-like (PntLk) contrary elementary electric charges (ElmElcChrgs): electrino $(-)$ and positrino $(+)$. The PntLk ElmElcChrgs of the massless electrino and positrino of some dynamide in the fluctuated vacuum may been excited or deviated by means of some energy, introduced by some photon or other micro particles (MicrPrts). The massless leptons (neutrinos) are neutral long-living solitary spherical vortical oscillation excitations of the uncharged fluctuating vacuum. The massive leptons are charged long-living solitary spherical vortical excitations of its fine spread (FnSpr) elementary electric charge (ElmElcChrg). So-called zitterbewegung is self-consistent strong-correlated vortical harmonic oscillation motion of the FnSpr ElmElcChrg of massive leptons. Different leptons have different self-consistent strong-correlated vortical harmonic oscillation motion of different sizes of their FnSpr ElmElcChrg, which is determined by their Kompton length $\lambda =\frac{h}{m C} $, where $m$ is the mass of the massive leptons. At mutual transition of one massive lepton into another massive lepton its PntLk ElmElcChrg move up by dint of weak interaction in the form of the charged intermediate vector meson $W$ from one self-consistent strong-correlated vortical harmonic oscillation motion of one size into another self-consistent strong-correlated vortical harmonic oscillation motion of another size.