Abstract
This article analyzes the spectral structure of hydrogen atoms according to the motion theory of elastic particles. The results demonstrate that optical radiation originates from the elastic vibration of atoms or molecules. The quantum state is the equilibrium feature of the classically statistical system, and the quantum transition is the process of conversion between different motion modes.
Highlights
Atomic spectra are discrete line spectra, which are information for understanding the composition of matters
The author put forward a physical theory based on the elastic particle model [4], made a unique interpretation to the nature of quantum by classical mechanics [4,5,6], and developed the theories of particle fields [4,7,8], motion states [4,5], and statistical thermodynamics [4,9]
This article analyzes the spectral structure of hydrogen atoms based on the motion state theory, and further proves the classical nature of the quantum state
Summary
Atomic spectra are discrete line spectra, which are information for understanding the composition of matters. The author put forward a physical theory based on the elastic particle model [4], made a unique interpretation to the nature of quantum by classical mechanics [4,5,6], and developed the theories of particle fields [4,7,8], motion states [4,5], and statistical thermodynamics [4,9]. This article analyzes the spectral structure of hydrogen atoms based on the motion state theory, and further proves the classical nature of the quantum state. HH = √2LLLL, LL = √2KKKK, KK = √2HHHH .
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