This paper introduces the Commodity Spacetime Hypothesis (CSH), a strictly deterministic, thermodynamic framework that unifies quantum mechanics and macroscopic gravity by replacing fundamental probability with fluid-dynamic phase transitions. By analyzing the dimensional equivalence of the speed of light squared (
c2=J/kg=m2/s2), we establish a perfect symmetry between Space Quanta (
Qs, moment of inertia / structural geometry) and Time Quanta (
Qt, localized action). This yields a localized, zero-sum conservation law:
Qs+Qt+QΛ=κ, where
QΛ represents incoherent spacetime exhaust. Under the CSH framework, quantum phenomena are reinterpreted as mechanical phase-shifts driven by environmental "Commodity Tariffs." We demonstrate that: Wave-Particle Duality: The double-slit interference pattern is not a probability distribution, but a rigid thermodynamic topography. Particles convert
Qt→Qs to traverse the slits, mechanically interfering as a spatial fluid, and re-collapsing into localized mass exclusively at density thresholds (constructive peaks) capable of funding the phase transition. Quantum Tunneling & Gamow's Factor: We derive Gamow's exponential decay formula purely from classical thermodynamics, redefining it as the exact mathematical attenuation of the
Qs spatial fluid shedding
QΛ friction against a potential barrier, eliminating the need for probabilistic tunneling. The Hartman Effect: CSH strictly forbids the superluminal transit times predicted by standard quantum mechanics for thick barriers. We present a falsifiable prediction that tunneling transit time (
τ) must scale linearly with barrier thickness (
a) due to thermodynamic fluid drag (
∂a∂τ>0). Cosmological Mapping: At the macro-scale, localized temporal deficits (
∇Qt) perfectly map to Dark Matter gravitational effects, while the accumulation of vacuum exhaust (
QΛ) accounts for Dark Energy expansion and gravitational waves. By discarding statistical probability in favor of localized budget conservation, CSH provides a fully causal, mechanical architecture for the universe, offering direct, testable predictions that challenge the reigning standard model. License: Creative Commons Attribution 4.0 International (CC BY 4.0) (Note: This is the standard open-access license. It means anyone can share or build on your work, but legally they MUST give you credit as the original author).
We propose a novel interpretation of quantum mechanics based on the hypothesis that quantum entities possess two ontologically distinct components—particle and wave—that couple to spacetime through fundamentally different mechanisms. The particle component interacts with spacetime through conventional local, causal coupling, while the wave component exists on a topological plane structurally linked to spacetime's global geometric properties. This dual-mode coupling framework offers intuitive explanations for wave-particle duality, measurement-induced decoherence, quantum interference, and non-local correlations without invoking wavefunction collapse or observer-dependent reality. We outline the conceptual foundations, discuss how this framework resolves longstanding quantum paradoxes, and propose potential experimental tests.
This project presents a conceptual reinterpretation of wave–particle phenomena in quantum experiments by introducing a relational-temporal perspective on measurement and event formation. Rather than treating wave-like and particle-like behavior as competing ontological properties of quantum entities, the framework distinguishes between extended relational amplitude structures and localized measurement events. Interference phenomena are interpreted as manifestations of relational structures distributed across spacetime, while particle detections are understood as temporally stabilized events emerging through measurement interactions. By reviewing key experimental paradigms—including double-slit interference, which-path experiments, quantum erasers, weak measurements, and decoherence—the study demonstrates that many apparent paradoxes of quantum mechanics arise from classical assumptions about intrinsic properties and time as an external background parameter. Without modifying the formalism of quantum theory, the relational-temporal interpretation offers a physically conservative framework that reframes wave–particle duality as a distinction between structure and event rather than a dual ontology of physical objects.