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2025
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| Online Access: | https://doi.org/10.5281/zenodo.18011237 |
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| _version_ | 1866901270346858496 |
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| author | Yerzhan, Orymbetov |
| author_facet | Yerzhan, Orymbetov |
| contents | <p>ABSTRACT</p> <p>Modern science treats matter, energy, motion, and physical media as <br>separate domains: mechanics for forces, hydrodynamics for liquids, <br>gas dynamics for gases, rheology for viscous media, solid mechanics <br>for rocks and metals, plasma physics for ionized matter, and cosmology <br>for large-scale structures. Each field uses different equations and <br>assumptions.</p> <p>This work introduces a single unifying parameter — the State Coefficient S — <br>which describes the fractal-dynamic condition of any medium <br>(gas, liquid, viscous, solid). Flow in different S-states is not different <br>“types of matter,” but stages of one continuous process: free flow → confined <br>flow → frozen flow → solid form.</p> <p>By extending Newton’s equation to F = m·S·a and Einstein’s relation to <br>F = m·c²·S, a continuous framework appears in which force, motion, mass, <br>energy, and form all become expressions of flow under different degrees <br>of compression. This unifies hydrodynamics, rheology, solid mechanics, <br>plasma physics, and cosmological evolution.</p> <p>Matter becomes a temporarily frozen flow. <br>Energy becomes released flow. <br>Form becomes a transitional state determined by S.</p> <p>The result is a general flow-based mechanics, providing a single coherent <br>mechanism for the emergence of mass, the evolution of structure, and <br>the continuity of physical laws from microphysics to galaxies.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18011237 |
| institution | Zenodo |
| language | |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Universal Flow Extensions of Natural Science Yerzhan, Orymbetov <p>ABSTRACT</p> <p>Modern science treats matter, energy, motion, and physical media as <br>separate domains: mechanics for forces, hydrodynamics for liquids, <br>gas dynamics for gases, rheology for viscous media, solid mechanics <br>for rocks and metals, plasma physics for ionized matter, and cosmology <br>for large-scale structures. Each field uses different equations and <br>assumptions.</p> <p>This work introduces a single unifying parameter — the State Coefficient S — <br>which describes the fractal-dynamic condition of any medium <br>(gas, liquid, viscous, solid). Flow in different S-states is not different <br>“types of matter,” but stages of one continuous process: free flow → confined <br>flow → frozen flow → solid form.</p> <p>By extending Newton’s equation to F = m·S·a and Einstein’s relation to <br>F = m·c²·S, a continuous framework appears in which force, motion, mass, <br>energy, and form all become expressions of flow under different degrees <br>of compression. This unifies hydrodynamics, rheology, solid mechanics, <br>plasma physics, and cosmological evolution.</p> <p>Matter becomes a temporarily frozen flow. <br>Energy becomes released flow. <br>Form becomes a transitional state determined by S.</p> <p>The result is a general flow-based mechanics, providing a single coherent <br>mechanism for the emergence of mass, the evolution of structure, and <br>the continuity of physical laws from microphysics to galaxies.</p> |
| title | Universal Flow Extensions of Natural Science |
| url | https://doi.org/10.5281/zenodo.18011237 |