Published April 4, 2026 | Version v1
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The Vishnu–Sheshnag Earth Model: A Symbolic–Geophysical Framework of Toroidal Magnetohydrodynamics with Environment-Dependent Energy Scaling (KEUFT)

Description

This study proposes a unified symbolic–geophysical framework to interpret Earth’s internal dynamics through the combined principles of magnetohydrodynamics, gravitational equilibrium, and environment-dependent energy scaling. The model conceptualizes Earth as a dynamically coupled system in which magnetic fields, conductive fluid motion, and gravitational forces interact continuously within the inner and outer core regions, forming a self-regulating energy structure.

The framework integrates the Kamal–Einstein Unified Field Theory (KEUFT), extending the classical formulation of the Theory of Relativity into an adaptive, medium-dependent formulation where energy is not constant but varies according to environmental parameters such as field permeability, scalar potential, and local curvature conditions. This modification allows the model to account for variations in energy density, field interactions, and dynamic equilibrium states within complex geophysical environments.

Within this theoretical structure, symbolic representations associated with Vishnu and Sheshnag are reinterpreted as analogical constructs rather than literal entities. Vishnu is modeled as the equilibrium state located at the geocenter, representing a condition of minimum energy imbalance, while Sheshnag corresponds to toroidal magnetic field structures generated by the rotational and convective motion of electrically conductive fluids in the outer core. These toroidal structures are consistent with established principles of geomagnetic field generation and provide a conceptual visualization of closed-loop magnetic energy systems.

A step-by-step derivation based on the fundamental laws of electromagnetism and fluid dynamics, particularly Maxwell's equations and Navier–Stokes equations, leads to the formulation of a generalized equilibrium condition termed the Vishnu Field Equation. This equation captures the balance between magnetic energy density, pressure gradients, fluid motion, and gravitational forces, further modified by KEUFT-based energy scaling parameters.

Additionally, the model incorporates radial energy propagation mechanisms analogous to inverse-square energy diffusion, magnetic flux conservation ensuring field stability, and latitude-dependent variations in energy distribution that may correspond to large-scale geophysical patterns. These components collectively define a coherent system in which equilibrium and imbalance can be mathematically and conceptually analyzed.

This work establishes a novel conceptual bridge between symbolic cosmology and modern physical theory, demonstrating how ancient metaphoric representations can be reinterpreted within a scientific framework. While the model remains theoretical, it offers a structured approach to exploring energy equilibrium within Earth’s interior and opens new directions for interdisciplinary research connecting geophysics, field theory, and conceptual modeling.

 

 

 

 

 

 

 

 

 

 

 

 

 

 

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References

  • Einstein, A. (1915). The Field Equations of Gravitation. Annalen der Physik.
  • Vishnu Purana. Ancient Hindu Scripture.
  • Bhagavata Purana. Ancient Hindu Scripture.
  • Aurnou, J. M. (2015). The Earth's Core and Geodynamo Dynamics. Annual Review of Fluid Mechanics.
  • Mahant, K. D. (2025). Kamal–Einstein Unified Field Theory (KEUFT): Environment-Dependent Energy Framework. Zenodo. DOI: https://doi.org/10 .5281/zenodo.17477212
  • Griffiths, D. J. (2017). Introduction to Electrodynamics. Cambridge University Press.
  • Maxwell, J. C. (1865). A Dynamical Theory of the Electromagnetic Field. Philosophical Transactions of the Royal Society of London.