The Two Waves: Foundations of the Chord Model: A Unified Geometric Model of Curvature, Energy, and the Structure of the Universe - Softcover

Bennett III, John Wesley

Softcover

ISBN 13: 9798198828476

Verlag: Independently published, 2026

Inhaltsangabe

The Chord Model presents a unified geometric framework for understanding the structure and behavior of the universe. Built on the interaction of two coherent waves, this model describes curvature, energy, information, and stability using a single continuous system.

At its foundation are three components:

• The internal wave, which generates minima—the stable curvature wells that form particles, matter, and structure.

• The external wave, which sets the global curvature baseline, amplitude, and coherence scale of the universe.

• Twist‑flow, the dynamic interaction that distributes curvature, stabilizes minima, and maintains coherence across the fabric.

From these elements, the model explains how curvature arises, how structure forms, and why the universe remains stable over time. It shows that curvature, energy, information, temperature, and pressure are different expressions of the same underlying geometry. It describes why the universe has finite limits, why it avoids runaway collapse or expansion, and why it maintains consistent behavior across all scales.

This first edition presents the complete cosmological framework of the Chord Model. It outlines the geometry of the fabric, the formation and interaction of minima, the role of twist‑flow, and the global constraints imposed by the external wave. It provides a unified explanation for density, temperature, pressure, curvature, energy bounds, information capacity, and the large‑scale structure of the universe.

The Chord Model offers a coherent, self‑contained description of the universe as a finite‑resolution geometric system shaped by two interacting waves.

Details zur Ausgabe

• Verlag: Independently published
• Erscheinungsdatum: 2026
• Sprache: Englisch
• ISBN 13: 9798198828476
• Einband: Taschenbuch
• Anzahl der Seiten: 256
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