The Deterministic Wave Engine: Simulating Quantum Analogs and the Tsirelson Bound through Viscoelastic Vacuum Hydrodynamics
Fernando Belmiro do Couto
Abstract
We present the Deterministic Wave Engine (DWE), a mathematical experiment and highperformance computational platform that models the vacuum as a physical viscoelastic fluid with structural spatial tension. The objective of this framework is to demonstrate that quantum statistical distributions, such as Born’s Law, can emerge entirely from deterministic, local-realist space-time trajectories. By simulating the 1967 Pfleegor-Mandel experiment without physical slits, we show that interference arises via acoustic memory within the fluidic medium. Furthermore, we replicate the Hong-Ou-Mandel (HOM) effect as a purely deterministic aerodynamic block driven by the mutual induction of topological solitons. Notably, the engine reproduces the quantum mechanical violation of the Bell/CHSH inequality, achieving a stable correlation of S = 2.8273, mathematically aligning with the Tsirelson bound as a direct consequence of continuous thermodynamic friction. Finally, we propose a Hydro-Quantum Processing Unit (HQPU) architecture that enables Quantum Non-Demolition (QND) reading via continuous wake barometry.