The Temporal-Geometric Continuum Shell Model

This preprint introduces the Temporal-Geometric Continuum Shell Model, a theoretical framework designed to resolve the longstanding schism between macroscopic relativity and microscopic quantum phenomena. The paper proposes a radical ontological shift where nature's apparent discreteness is interpreted as an instrumental artifact. This artifact arises from severe, localized temporal dilation at the subatomic scale. The core hypothesis defines time as a compressible vector that scales nonlinearly and exponentially with spatial density.

By integrating this nonlinear temporal metric into a continuous fluid model, the author demonstrates that gravity's inverse-square law operates as a singular unitary force across all scales. The manuscript mathematically reframes electrical charge and intrinsic spin. Instead of treating them as fundamental properties of isolated particles, the model's equations prove they are emergent topological artifacts of baroclinic temporal shear. This shear is simply vorticity generated where spatial density gradients misalign with temporal gradients.

Furthermore, this framework provides a rigorous hydrodynamic resolution to modern physics anomalies, including the W boson mass discrepancy, by correcting the omission of the temporal dilation factor in standard mass calculations. The paper also redefines standard constants as context-dependent fluid equilibrium states, maps macroscopic asymmetric fission to temporal geometry reorganization, and redefines electrical conductivity as the propagation of temporal shear solitons. Ultimately, this work establishes a continuous relativistic framework that fulfills Albert Einstein's intuition regarding the illusions of discrete quantum mechanics.

Keywords:

Grand Unification

Temporal Shear

Topological Solitons

Asymmetric Fission

Quantum Gravity