运动正则粒子的自旋、惯性和引力的性质
On the nature of spin, inertia and gravity of a moving canonical particle
摘要：
有人建议，一个运动的正则粒子与被视为“软”细胞空间的真空相互作用。这种相互作用导致粒子周围空间的基本激发--惯性子--的出现。假设这样的运动不仅导致粒子沿路径的空间振荡，而且导致粒子质心的振荡。这种现象最终导致粒子的各向异性脉动，这与自旋的概念有关。粒子与空间的相互作用被看作是物质波的起源，而物质波被看作是粒子的惯性，运动粒子周围的惯性子被看作是其惰性性质的载体。惯性子也被认为是引力相互作用的实载流子，粒子引力势的范围由惯性子云振幅$Λ=λc/v$确定，其中$λ$是德布罗意波长，$c$和$v$分别是光速和粒子速度。详细解释了量子系统中发生的相变的性质，当人们应该从基于薛定谔形式主义的描述过渡到基于狄拉克形式主义的描述时。
英文摘要：
It is suggested that a moving canonical particle interacts with a vacuum regarded as a "soft" cellular space. The interaction results into the emergence of elementary excitations of space - inertons - surrounding the particle. It is assumed that such a motion leads not only to the spatial oscillation of the particle along a path but to the oscillation of the particle centre-of-mass as well. This phenomenon culminating in the anisotropic pulsation of the particle is associated with the notion of spin. The particle-space interaction is treated as the origin of the matter waves, which are identified with the particle inertia and inertons surrounding the moving particle are considered as carriers of its inert properties. Inertons are also identified with real carriers of the gravitational interaction and the range of the particle gravitational potential is evaluated by the inerton cloud amplitude $Λ=λc/v$, where $λ$ is the de Broglie wavelength, $c$ and $v$ are the velocity of light and the particle respectively. The nature of the phase transition that occurs in a quantum system when one should pass from the description based on the Schroedinger formalism to that of resting on the Dirac one is explained in detail.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
