Determinative atom model and the nature of chemical bond
Abstract Quantum mechanics including Schrodinger and Dirac’s equations are used to describe the atom model. However, the basic assumption assuming electron energy can be described by E=h’w is wrong. If E=h’w, then the total energy of the electron will be E=rmv^2 in contrary to E=rmc^2 from special r...
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Published in | Nature precedings |
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Main Author | |
Format | Journal Article |
Language | English |
Published |
24.12.2011
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Online Access | Get full text |
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Summary: | Abstract
Quantum mechanics including Schrodinger and Dirac’s equations are used to describe the atom model. However, the basic assumption assuming electron energy can be described by E=h’w is wrong. If E=h’w, then the total energy of the electron will be E=rmv^2 in contrary to E=rmc^2 from special relativity. Here, I propose a new atom model integrating frame-dragging force, centrifugal force, electrostatic force, and magnetic force. In this new model, the proton group and neutron group in atomic nucleus are rotating in different direction. Thus, they provide equal and opposite frame-dragging force for orbiting electrons. The electrons are orbiting in the equator plane of nucleus. There is no net force or net acceleration for electrons to allow electrons for stable orbiting. 1.Electrostatic force from protons balances centrifugal force. 2. Electrostatic force from paired electron itself balances magnetic force from spinning electrons. 3. No net frame-dragging force from proton group and neutron group. In addition, by using De Brodglie’s matter wave and standing wave concept, we can explain the atomic magic number 2,8,8,18,18,32,32. The electron is basically a particle, but it moves like a wave. By using this atom model, we can explain the chemical structure and the nature of chemical bond formation. |
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ISSN: | 1756-0357 1756-0357 |
DOI: | 10.1038/npre.2011.6719.1 |