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The Atomic and Quantum Mechanics Achievements of the Theory of Solar System Wave Packet

Abolfazl Soltani

Published Apr 22, 2024• 0 citations
Publisher

Abstract

In the previous article we discussed about Solar System Wave Packet (SSWP). In that article, we showed that due to many reasons, such as the cleanliness of interplanetary space from other planets, the existence of chondrules and igneous rings around them in the solar system, the existence of super earths and hot Jupiters near the parent star, the existence of Titius-Bode law in the solar system, the many problems of current theories in explaining the formation of the planets of solar system and extrasolar planets, and many other reasons, we need the SSWP theory. Now it makes sense if we want to generalize our theory to the subatomic world. So, based on the theory of SSWP, we will enter into the atomic physics and achieve to a new atomic model with considerable results.

DOI
10.33774/coe-2021-n3vv9-v20

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In the previous article we discussed about Solar System Wave Packet (SSWP). In that article, we showed that due to many reasons, such as the cleanliness of interplanetary space from other planets, the existence of chondrules and igneous rings around them in the solar system, the existence of super earths and hot Jupiters near the parent star, the existence of Titius-Bode law in the solar system, the many problems of current theories in explaining the formation of the planets of solar system and extrasolar planets, and many other reasons, we need the SSWP theory. Now it makes sense if we want to generalize our theory to the subatomic world. So, based on the theory of SSWP, we will enter into the atomic physics and achieve to a new atomic model with considerable results.
Quantum mechanics is a theory to explain and predict the behavior of particles such as electrons, protons, neutrons, atomic nuclei, atoms, and molecules, as well as the photon–the particle associated with electromagnetic radiation or light. From quantum theory we obtain the laws of chemistry as well as explanations for the properties of materials, such as crystals, semiconductors, superconductors, and superfluids. Applications of quantum behavior give us transistors, computer chips, lasers, and masers. The relatively new field of molecular biology, which leads to our better understanding of biological structures and life processes, derives from quantum considerations. Thus, quantum behavior encompasses a large fraction of modern science and technology. Quantum theory was developed during the first half of the twentieth century through the efforts of many scientists. In 1926, E. Schrödinger interjected wave mechanics into the array of ideas, equations, explanations, and theories that were prevalent at the time to explain the growing accumulation of observations of quantum phenomena. His theory introduced the wave function and the differential wave equation that it obeys. Schrödinger's wave mechanics is now the backbone of our current conceptional understanding and our mathematical procedures for the study of quantum phenomena. Our presentation of the basic principles of quantum mechanics is contained in the first three chapters. Chapter 1 begins with a treatment of plane waves and wave packets, which serves as background material for the subsequent discussion of the wave function for a free particle.
Abstract The attempt to explain atomic structure was one of the main motives for the genesis of quantum mechanics (Bohr’s atomic model, spectral lines, etc.); at the same time it represented the first true testing ground for the new theory. The explanation of the existence of discrete atomic levels, their quantitative prediction, understanding of the periodic structure of the elements, the correct interpretation of chemical bonds, etc., can be regarded without exaggeration as one of the greatest achievements of the scientific thought of our time. A door to an entirely new world— that of the atomic and subatomic phenomena—opened, triggering an impressive advance in basic scientific knowledge and modern technology, unprecedented in human history. The very concepts and many of the mathematical tools of quantum mechanics have, in many cases, sprung from the efforts to solve these problems. In this chapter, we study atomic structure, and try to illustrate some of these features.
Quantum mechanics is the fundamental theory of nature at small scales and low energies of atoms and subatomic particles. Quantum mechanics is inescapable. Nearly all fields of modern physics, from elementary particles to the big bang, from semiconductors to solar energy cells, are related to quantum physics. Particles have characteristic trait of both particles and waves. The Schrodinger equation is the basic equation of quantum mechanics. The Schrodinger equation was established based on the quantization of energy conservation using quantum operators and the de Broglie relation. Wave function plays an important role in quantum mechanics. The probability interpretation assumes that the norm of the wave function measures the probability of the system in a particular coordinate or representation, in which the total probability is normalized.
Combining the results from the previous SunQM series papers, a (high resolution) 3D probability density map has been constructed and it is able to describe the whole Solar system with time-dependent orbital movement. It is the Eigen description of our Solar system using Schrodinger equation’s solution. In it, the Eigen n’ values of all planet have been calculated. These Eigen n’ values give both the orbital r and the surface r information for each planet. The result revealed that for all planets, their Eigen n’ values in all three dimensions are equal (n’r = n’θ = n’φ = n’). For example, for a planet at orbit {1,5//6} (in the Solar {N,n//6} QM structure), if it has Eigen n’ = n*q^w = 5*6^11 = 1.81E+9 in each of rθφ-3D dimension, then it will have an orbital r = 1.57E+11 m, and surface r = 7.89E+6 m. This is very close to Earth’s orbital r = 1.49E+11 m and surface r = 6.38E+6 m. For Asteroid belt and the cold-KBO, their Eigen n’(s) in the r- and θ-dimension are equal (n’r = n’θ). For example, Asteroid belt’s Eigen n’ = 48 in both r- and θ-dimension. We found that a planet’s wave function in the φ-dimension is composed by a group of wave functions that further forms a (group) wave packet out of the phase wave. Because Schrodinger equation/solution can accurately describe a Solar system as well as a hydrogen atom, it implies that either the whole universe or a single quark can also be described by Schrodinger equation and solution (simultaneously at the resolution levels of either quark, or proton, or star, or galaxy, or even our universe). Several lower resolution 3D probability density maps (also based on Schrodinger equation’s solution) for the whole Solar system have also been successfully built. A summary of the major results from the phase-1 study of the SunQM series has been listed. This work indisputably proved that Solar system is a QM system.