新时空概念与氖壳维度卷曲机制
Novel Spacetime Concept and Dimension Curling up Mechanism in Neon Shell
摘要：
欧几里德几何不能令人满意地描述动态电子轨道，因为即使是氢原子中的单个电子，薛定谔方程也是一项艰巨的数学任务。本文提出了一种新的时空概念，即把空间和时间看作是两个正交、对称、互补的量。它们是固有的物理量，不能脱离物理对象本身。在二维氦壳层中，空间和时间由两个相互作用的1 s电子实例化;在四维氖壳层中，空间和时间维度混合成四种类型的曲线向量，分别由2s、2 px、2 py和2 pz电子轨道表示。电子轨道的描述构成了对正则时空性质的解释，如谐振、电磁和波的传播。通过微分和积分运算，作者给出了惰性氖原子中每个电子的精确波函数，其中时空是连续的，以十个电子为刻度，三角函数是维度卷曲的机制。这种基于复变函数量纲解释的新时空观是经典力学的延伸，与相对论和量子物理学兼容。它为2 p轨道的几何结构带来了深刻的见解，并得到了化学的广泛支持。
英文摘要：
Euclidean geometry does not characterize dynamic electronic orbitals satisfactorily for even a single electron in a hydrogen atom is a formidable mathematical task with the Schrodinger equation. Here the author puts forward a new spacetime concept that regards space and time as two orthogonal, symmetric and complementary quantities. They are inherent physical quantities that cannot be divorced from physical objects themselves. In two-dimensional helium shell, space and time are instantiated by two interactive 1s electrons; in four-dimensional neon shell, space and time dimensions blend into four types of curvilinear vectors represented by 2s, 2px, 2py, and 2pz electronic orbitals. The description of electronic orbitals constitutes an explanation of canonical spacetime properties such as harmonic oscillation, electromagnetism, and wave propagation. Through differential and integral operations, the author formulates a precise wavefunction for every electron in an inert neon atom where spacetime, as dimensional graduated by ten electrons, is continuous, and trigonometric function is the mechanism for dimension curling up. This fresh spacetime view based on dimensional interpretation of complex functions is an extension of classical mechanics and is compatible with relativity and quantum physics. It brings sharp insight into the geometries of 2p-orbitals and has broad support from chemistry.
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