
International Journal For Multidisciplinary Research
E-ISSN: 2582-2160
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Volume 7 Issue 4
July-August 2025
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Ghosal's Gravitation Hypothesis: A Comprehensive Curvature Tension Framework
Author(s) | Mr. Sounak Ghosal |
---|---|
Country | India |
Abstract | Ghosal's Gravitation Hypothesis presents a novel framework for understanding gravitational interactions through the conceptualization of hypothetical lines that run parallel to the spatial axis and intersect the centre of mass of objects. This framework introduces a series of mathematical equations, including the Comprehensive Curvature Tension Equation (CCTE) and the "wavy n" equation, which captures the dynamic nature of curvature. Additionally, we introduce the **Ghosal Curvature Operator**, which modifies curvature based on local spatial density. This paper aims to present a detailed exploration of these concepts, their implications for gravitational theory, and potential applications in advanced physics. |
Keywords | Ghosal's Gravitation Hypothesis, curvature dynamics, gravitational interactions, Comprehensive Curvature Tension Equation, Ghosal Curvature Operator, spacetime, gravitational wave propagation, quantum gravity, tension field, spatial density, curvature frequency function, gravitational compression, non-linear spatial mapping, theoretical physics, empirical validation, advanced modeling. |
Field | Physics |
Published In | Volume 7, Issue 4, July-August 2025 |
Published On | 2025-07-31 |
DOI | https://doi.org/10.36948/ijfmr.2025.v07i04.43800 |
Short DOI | https://doi.org/g9vtv9 |
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E-ISSN 2582-2160

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IJFMR DOI prefix is
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