Unified Geometric Interpretation of Phase Transitions, Electrostatics, and Magnetism via Compressible Electron Surfaces
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| Title: | Unified Geometric Interpretation of Phase Transitions, Electrostatics, and Magnetism via Compressible Electron Surfaces |
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| Authors: | Konno, Tetsuo |
| Publisher Information: | Zenodo, 2025. |
| Publication Year: | 2025 |
| Subject Terms: | magnetic repulsion geometry, compressible electron surfaces, surface tension in gases, field-induced structure formation, φₑ-surface geometry, vacuum reinterpretation, phase transition dynamics, interference pressure, electrostatic asymmetry, molecular elasticity |
| Description: | This paper presents a unified geometric theory in which phase transitions, electrostatic behavior, and magnetism are all interpreted as consequences of the compressibility and patterned interactions of outer electron closed surfaces (φₑ). Unlike conventional models that treat gas molecules as point-like particles surrounded by empty space, this approach defines gases as materials in which φₑ-surfaces are expanded and freely compressible, responding dynamically to pressure and field influences. A key insight is that what appears as vacuum is, in fact, a spatial state defined by the maximum expansion of electron surfaces, rather than the absence of matter. The classical notion of “molecular gaps” is replaced by a geometry in which the volume between particles is filled with the deformable, responsive structure of φₑ. This perspective naturally explains common yet theoretically elusive behaviors—such as the spring-like resistance of compressed air—as arising from interference pressure and surface tension between φₑ layers. Furthermore, phenomena like electrostatics and magnetism are reframed not as abstract field effects, but as emergent patterns of aligned or disrupted φₑ structures. The result is a compact, intuitive, and field-unifying framework for matter–space interaction rooted in surface geometry and dynamic compressibility. |
| Document Type: | Article |
| Language: | English |
| DOI: | 10.5281/zenodo.16628813 |
| DOI: | 10.5281/zenodo.16628812 |
| Rights: | CC BY |
| Accession Number: | edsair.doi.dedup.....172cd942a06d5e06b75c32b7d8fd1781 |
| Database: | OpenAIRE |
Nájsť tento článok vo Web of Science | Abstract: | This paper presents a unified geometric theory in which phase transitions, electrostatic behavior, and magnetism are all interpreted as consequences of the compressibility and patterned interactions of outer electron closed surfaces (φₑ). Unlike conventional models that treat gas molecules as point-like particles surrounded by empty space, this approach defines gases as materials in which φₑ-surfaces are expanded and freely compressible, responding dynamically to pressure and field influences. A key insight is that what appears as vacuum is, in fact, a spatial state defined by the maximum expansion of electron surfaces, rather than the absence of matter. The classical notion of “molecular gaps” is replaced by a geometry in which the volume between particles is filled with the deformable, responsive structure of φₑ. This perspective naturally explains common yet theoretically elusive behaviors—such as the spring-like resistance of compressed air—as arising from interference pressure and surface tension between φₑ layers. Furthermore, phenomena like electrostatics and magnetism are reframed not as abstract field effects, but as emergent patterns of aligned or disrupted φₑ structures. The result is a compact, intuitive, and field-unifying framework for matter–space interaction rooted in surface geometry and dynamic compressibility. |
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| DOI: | 10.5281/zenodo.16628813 |