Mathematical Proof of the Indivisibility of the Electron

Consistency with Experimental Observations

1.                   完美解释电子的绝对稳定性:主流物理仅将电子视为 “稳定基本粒子”,无定量稳定性依据;本模型通过精细结构常数衍生的流速比例,直接给出了电子无法被拆分的数学条件,与实验观测完全一致。
Perfectly explains the absolute stability of the electron: mainstream physics treats the electron as a "stable elementary particle" without a quantitative basis for its stability. This model directly provides the mathematical conditions for the electron's indivisibility through the velocity ratio derived from the fine-structure constant, which is fully consistent with experimental observations.

2.                   规避了经典介质模型的矛盾:本模型中的介质并非经典以太,其特性仅在普朗克尺度、极高能标下显现,兼容相对论光速不变原理。
Avoids the contradictions of classical medium models: the medium in this model is not classical ether, and its properties only manifest at the Planck scale and extremely high energy scales, compatible with the principle of the constancy of the speed of light in relativity.

3.                   为未来实验提供了明确预言:只有达到普朗克能标量级的撞击能量,才能击穿轴向低密度通道,显现内部双椭圆环流结构,验证本模型的正确性。
Provides clear predictions for future experiments: only impact energies on the order of the Planck scale can break through the axial low-density channels, revealing the internal double-ellipse circulation structure and verifying the correctness of this model.