Journal of Petrochemical Universities

Journal of Petrochemical Universities ›› 2012, Vol. 25 ›› Issue (4): 29-37.DOI: 10.3969/j.issn.1006-396X.2012.04.008

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On the Electrodynamics of Resonanec Bodies(Ⅳ)— Gauge Transformations and Symmetry of Resonance Field

  

  1. Fushun Research Institute of Petroleum and Petrochemicals, China Petroleum and Chemical  Corporation (SINOPEC), Fushun Liaoning 113001, P.R.China
  • Received:2012-05-25 Published:2012-08-25 Online:2012-08-25

论振动体电动力学(4)———共振场规范变换与对称性

王鼎聪   

  1. 中国石油化工股份有限公司抚顺石油化工研究院,辽宁抚顺113001
  • 作者简介:王鼎聪(1957-),男,辽宁抚顺市,高级工程师

Abstract: The resonance point lattice concept was put forward to explain the symmetry of the microscopic particles, atoms, molecules and macroscopic objects. The resonance point of the lattice is the electromagnetic gauge transformation of the cumulative resonance point and has a gauge transformation, showing the U1 symmetry. The resonance point of the lattice is the angular momentum conservation movement, is the circumference of inertial motion. Electronic angular momentum causes the direction of the resonance field, the electric field to produce a centripetal force, the magnetic field generated tangent eccentric exercise. Electrons in different energy level transition probability of the different resonance lattice resonance radiation has the symmetry. The difference between the center of mass balance produces a symmetry breaking of the resonance radiation, electrons release energy to produce a non-gauge transformations, asymmetric radiation. Atomic and molecular crystals are determined by the resonance point lattice between the resonance point of the lattice will produce nuclear resonance precession of the nuclear role model. Resonance radiation - photons in the dissemination process of fermion aggregates (planet) to produce the weak interaction, this function of photon energy attenuation, the attenuation constant for the Hubble constant H0.

Key words: Resonance point, Lattice, Gauge transformation, Symmetry, Angular momentum, Resonance radiation, Photon

摘要:  提出了共振点点阵概念来解释微观粒子、原子、分子和宏观物体的对称性。共振点点阵是电磁规范变换,累加的共振点之和具有规范变换,呈U1对称性。共振点点阵是角动量守恒运动,是圆周惯性运动。电子角动量产生的原因是共振场方向决定的,电场产生了向心力,磁场产生了切线离心运动。电子在不同能级跃迁是不同共振点阵的几率,共振辐射具有对称性。质心平衡差较大产生了共振辐射的对称性破缺,电子所释放能量产生了非规范变换,非对称性的辐射。原子和分子晶体是共振点点阵所决定的,核子之间共振点点阵将产生共振进动核子作用模型。共振辐射-光子在传播的过程与费米子聚集体(星球)产生弱相互作用,这个作用使光子能量发生衰减,衰减常数为哈勃常数H0。

关键词: 共振点 , 点阵 , 规范 , 变换 对称性 , 角动量 , 共振辐射 , 光子

Cite this article

WANG Ding-cong. On the Electrodynamics of Resonanec Bodies(Ⅳ)— Gauge Transformations and Symmetry of Resonance Field[J]. Journal of Petrochemical Universities, 2012, 25(4): 29-37.

王鼎聪. 论振动体电动力学(4)———共振场规范变换与对称性[J]. 石油化工高等学校学报, 2012, 25(4): 29-37.