SHEVA GRAVITY THEORY

This work is a theoretical approach that reexamines gravity at quantum and atomic scales, drawing inspiration from the scientific revolution initiated by Albert Einstein's General Theory of Relativity. In its initial phase, the model was conceived entirely through intuition, without reference to any literature or mathematical formalism. During the writing phase, the principal physical phenomena observed from quantum to cosmic scales were compared against the existing literature, and the working mechanism of the model was grounded within that framework. The central approach of the theory is to treat gravity not through abstract mathematical formulas, but through a string-based mechanism rooted in the logical relationship between part and whole—specifically through electrons and quarks, the most fundamental constituents of matter. The string geometries underlying the model are conceived in three principal configurations: linear, two-ended, and centered; linear, two-ended, and centerless; and curved, two-ended, and centered. These strings are assumed to couple to the spacetime fabric through their open endpoints. The model proposes that when these structures acquire a central oscillation through interaction with the Higgs field, they generate a bidirectional tension within the spacetime fabric. Its most defining feature is the classification of gravity into four distinct groups—quantum, atomic, stellar/planetary, and galactic scales—based on the observable bidirectional effects produced by the geometric properties of these strings. Rather than offering mathematical equations, this model seeks to provide a universally applicable explanation, arguing that phenomena across different scales—including photon masslessness, the strong nuclear force between quarks, the photoelectric effect, quantum jumps, black hole structure, Hawking radiation, and the formation of galactic walls—all arise from the bidirectional vibrational patterns of these string geometries. According to this hypothesis, General Relativity proves inadequate at micro and macro scales because it was formulated exclusively on the basis of stellar and planetary observations. This deficiency, it is argued, can be addressed through the present bidirectional, phase-based model derived from the geometric properties of the strings.