The Universal Stasis and Total Equilibrium Theory: A Unified Mechanical Framework for the Cosmos

Authors: Sami Samir Ibrahim Sayed
Cited by: 0

Abstract

​This project serves as the primary and official archive for the "Universal Stasis and Total Equilibrium Theory", a modern physical and material school of thought founded by Sami Samir Ibrahim El-Sayed. The theory provides a rigorous "Mechanical Linked Logic" to explain the universe, rejecting randomness in favor of a balanced, structured growth. ​Core Pillars of the Theory: ​The Universal Equilibrium Equation: Proposes that existence is the result of medium pressure (M) on the physical structure (B), governed by the fundamental formula M \cdot B = \text{Constant}. ​Structural Proliferation: Redefines cosmic expansion not as a singular explosion (Big Bang), but as a continuous growth of "structural numbers," where space is an intrinsic response to this growth rather than a pre-existing vacuum. ​The Law of Spatial Alertness: A principle stating that velocity acts as a catalyst for "spatial attention" to maintain instantaneous equilibrium for the whole system. ​Rational Stasis: Defines the original state of the universe as one of calm, balanced growth; all movements are self-correcting "corrections" aimed at returning to the original state of stasis. ​Research Impact: This framework provides a formal mechanical alternative to conventional "Dark Matter" and "Dark Energy" theories. It includes analytical derivations for galactic rotation curves (validated against the SPARC dataset), cluster dynamics, and the evolution of the Cosmic Microwave Background (CMB) temperature without the need for hypothetical entities. ​This repository is a living document containing all mathematical models, datasets, and theoretical papers related to the Universal Stasis Theory (UST).

Fields of Study & Subjects

Cosmology and Gravitation Theories Relativity and Gravitational Theory Galaxies: Formation Evolution Phenomena

Publication details

Journal / source
OSF Preprints (OSF Preprints)
Publication date
13 February 2026
Language
EN
Document type
Preprint