论振动体电动力学(Ⅲ)—共振隧道效应与引力量子化  

On the Electrodynamics of Resonance Bodies(Ⅲ)-Resonance Tunnel Effect and Gravitational Quantization

作　　者：王鼎聪[1] 

机构地区：[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

出　　处：《石油化工高等学校学报》2012年第3期44-51,共8页Journal of Petrochemical Universities

摘　　要：提出了两个粒子共振相互作用有一共振势垒,一个粒子辐射的电磁场是否被另一个粒子吸收,辐射的频率与能吸收辐射的粒子产生的辐射频率必须满足共振条件,即频率相同或频率之比是整数倍。共振势垒具有隧道效应,辐射不能穿透的,两个粒子形成共振稳定状态,辐射能穿透的两个粒子之间没有共振相互作用。当两个粒子共振辐射的交集φ1∩φ2→1时,粒子间是的强相互作用,当共振辐射的交集φ1∩φ2→0时,表示两个粒子没有共振频率,两个粒子产生最低的共振相互作用—万有引力。没有共振辐射的费米子粒子的集合体,仍然产生费米子性质,两个费米子集合体辐射出没有共振频率的辐射,在空间仍满足能量守恒原理,必须满足共振内敛性原理,两个费米子集合体辐射产生一个最低的共振态-宏观物体的万有引力。光线在万有引力的弱共振场中保持直线性运动。There is a resonance energy barrier in two particle resonances was proposed, the electromagnetic field of a particle radiation is absorbed by another particle or not. The frequency of radiation and particles which can absorb radiation must accord with the resonance conditions, it＇s the same frequency or integer multiples. Resonance power barrier is provided with the tunneling effect, the particles which can not penetrate it form the particle resonant state, the particles which can penetrate don ＂t have the resonant interaction. When the intersection of the resonance radiation φ1∩φ2→ 1, it＇s the strong interaction of the particles, when the intersection of the resonance radiation φ1∩φ2→0, the two particles produce the lowest resonance effect. The gravity is the interaction force between the weak resonance of the two particles When the intersection of two resonance radiation φ1∩φ2→0, there is no the resonant frequency in the two particles. A collection of fermion particles which is no resonance radiation is still produced the nature of the fermions, the two collection of fermion is emitted the radiation which is no resonance frequency, which is still met the energy conservation principle in space, must be accorded with the principle of resonance introvert, they produce a lowest resonance state--gravitation. The light in the weak resonance field of gravitation maintain linearity movement.

关 键 词：万有引力 量子化 共振能垒 引力场 隧道效应 

分 类 号：TE621[石油与天然气工程—油气加工工程] O441[理学—电磁学]