4D Quantization of Metric Matter-space-time in Steady Chemical Structures

I. Bulyzhenkov
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Abstract

Coulomb and Newton "fundamental forces" are consequences of the nonlocal organization of energy currents, and these consequences with inverse square accelerations cannot change the steady quantization of an extended charge, including its metric distributions in the chemical bonds of micromolecules, mesoscopic clusters and macroscopic superconductors. Based on the Bohr-Sommerfeld quantization of charged particles, there are no theoretical grounds for developing SQUID-type instruments to calculate electric and gravitational interactions-consequences with quantum precision. The self-coherent nonlocality of isolated molecules and holonomic crystals maintans the metric organization of curved space-time with material 3D space under Euclidean geometry. The metrical shaping and 4D quantization of the elementary material continuum  quantitatively introduce the Sommerfeld constant and the Plank length.
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稳定化学结构中度量物质-时空的4D量子化
库仑和牛顿“基本力”是能量流非局域组织的结果,这些结果与反平方加速度不能改变扩展电荷的稳定量子化,包括其在微分子、介观团簇和宏观超导体化学键中的度规分布。基于带电粒子的玻尔-索默菲尔德量子化,没有理论依据来开发squid类型的仪器来计算电和引力相互作用——具有量子精度的后果。在欧几里德几何条件下,孤立分子和完整晶体的自相干非定域性维持了弯曲时空与物质三维空间的度量组织。基本材料连续体的定形和四维量化定量地引入了索默菲尔德常数和普兰克长度。
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