What question did this study set out to answer?

This research aims to establish a universal criterion for structural persistence across different areas of physics. It seeks to clarify energetic transformations and stability in various systems.

May 8, 2026Open Access

Factual Genesis of Hydrogen in the Vectorial System SV: Unique Foundational Chain, Structural Periodic Table and Admissible Angular Regime

Key Points

This research aims to establish a universal criterion for structural persistence across different areas of physics. It seeks to clarify energetic transformations and stability in various systems.
Developed an operational framework for classifying energetic persistence using five fundamental magnitudes.
Constructed a minimal energetic persistence equation to model persistent identity against structural dispersion.
Reinterpreted the atom and mass under the perspective of energetic persistence rather than merely as physical entities.
Proposed five fundamental magnitudes that contribute to energetic persistence.
Demonstrated that the atom represents the first known discrete regime of stable energetic persistence.
Introduced a structural periodic table that integrates derived persistence across multiple domains.

Abstract

Contemporary physics describes with extraordinary precision multiple regimes of interaction, stability, and energetic transformation. However, these regimes remain distributed across formally heterogeneous domains: quantum stability of matter, non-equilibrium thermodynamics, plasma physics, decoherence, structural emergence, gravitational confinement, nuclear stability, or atom–dispersion transitions. This work argues that such fragmentation conceals a transversal physical problem still insufficiently formulated: the absence of a universal criterion for compatible structural persistence. This formulation introduces an operational framework for classifying and analysing energetic persistence, grounded on five fundamental magnitudes: factual boundary, structural confinement, energetic redistribution, residual structure, and compatible persistent identity. From these elements, a minimal energetic persistence equation is constructed in order to model the conditions under which an energetic configuration can preserve identity against structural dispersion. The atom is reinterpreted not as a primary ontological entity, but as the first known discrete regime of stable energetic persistence. Likewise, mass is reformulated as effective structural persistence rather than merely inertial magnitude. The theory does not aim to replace contemporary physical formalisms, but rather to introduce a transversal framework of structural compatibility applicable across multiple domains: plasma physics, atomic stability, thermal transitions, combustion, nuclear persistence, and macroscopic energetic confinement regimes. The construction extends explicitly to the structural periodic table, to molecular formation, and to atmospheric composition, integrated as domains of derived persistence. Every formulation is further subordinated to an explicit universal criterion of operational legitimacy, structural residuality, and falsifiability.

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