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Quantum Mechanics Before Copenhagen – A Holland Field (Φ) Reinterpretation of the Early Quantum Crisis

John Holland

Published May 15, 2026• 0 citations
Publisher

Abstract

Quantum Mechanics Before Copenhagen – A Holland Field (Φ) Reinterpretation of the Early Quantum Crisis The GETT Correspondence Series – Paper 6John Edward HollandIndependent Researcher | ORCID: 0009-0001-5120-8712 Description Why did physics conclude that microscopic reality must be fundamentally probabilistic, observer-dependent, and intrinsically quantised? This work revisits the original empirical crises that gave rise to quantum mechanics between 1900 and 1930—including: blackbody radiation, Planck quantisation, the photoelectric effect, atomic stability, discrete spectral structure, wave–particle duality and double-slit interference. Using General Expanse Tension Theory (GETT) and the Holland Field, Φ, a real, gauge-invariant, all-pervading scalar substrate, this paper asks a deliberately counterfactual but scientifically precise question: Did the original quantum evidence uniquely require the abandonment of physical realism… or might the same observations have admitted an alternative causal interpretation had a physically admissible substrate been available? Across the correspondence domain explicitly examined, this work demonstrates exact mathematical correspondence or non-trivial structural correspondence with the original experimental record while preserving all measured observables. Within the GETT framework: Planck quantisation is reinterpreted as resonance-lock state selection, blackbody mode occupation emerges from boundary-conditioned standing modes, photoelectric thresholds arise through local matter–Φ closure conditions, atomic shell structure is reconstructed through nucleus-seeded standing-mode geometry, wave–particle duality is reinterpreted as real propagating disturbances (ETRs) within Φ, coupled with localised resonance-lock detection. This work does not claim full derivation of modern quantum mechanics, nor recovery of the Schrödinger equation, Born rule, entanglement, or Hilbert-space formalism. Rather, it establishes the narrower but significant result that: The empirical evidence that originally motivated quantum mechanics does not, by itself, uniquely require Copenhagen ontology. If correct, the observed discreteness of quantum phenomena may not reflect intrinsically granular energy, but instead the measurable consequence of density-conditioned resonance-lock coupling between matter and the Holland Field, Φ. Key Scientific Contributions ✔ Historical reconstruction of the original quantum crisis using original experimental baselines✔ Introduction of a physically real scalar substrate as a causal alternative to wavefunction-only ontology✔ First unified resonance-lock correspondence across blackbody radiation, photoelectric thresholds, atomic stability, and interference phenomena✔ Density-regulated scalar substrate spanning laboratory, atomic, astrophysical, and cosmological regimes✔ Explicit identification of remaining open questions, including Born-rule statistical closure Keywords Quantum foundations, Copenhagen interpretation, quantum realism, scalar field, hidden variables, emergent quantisation, blackbody radiation, Planck quantisation, photoelectric effect, atomic stability, wave-particle duality, double slit experiment, resonance-lock, standing waves, Expanse Tension Ripples, Holland Field, General Expanse Tension Theory, GETT

DOI
10.5281/zenodo.20204453

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The standard Copenhagen interpretation of quantum mechanics relies on a set of historically established, ad hoc postulates to describe particle-wave duality, measurement, and non-locality. In this paper, we propose a single foundational axiom that fully reproduces the standard mathematical formalism of quantum mechanics while eliminating the need for supplementary assumptions. From this singular postulate, we rigorously derive the fundamental origin of the wave function and the mathematical generator of the Schrödinger equation. Furthermore, we demonstrate via isomorfism that all seemingly inexplicable quantum phenomena—including wave-function collapse and quantum entanglement—are mathematically and conceptually reducible to the underlying dynamics of the double-slit experiment. By establishing a direct fundamental correlation between the double-slit interference mechanism and the Monty Hall phenomenon, we prove that these effects are distinct manifestations of the exact same principle. We framed the double-slit experiment as an interference of the space of possibilities affected by information and simetrys. Ultimately, by anchoring the existing quantum mathematical framework to this unique axiom, this work provides a coherent, paradox-free ontological foundation that resolves the interpretational crisis of quantum mechanics without altering its empirical predictive power.
GETT Resolves Young’s Double-Slit Experiment — J. E. Holland (2025)** This paper presents a complete physical resolution of Young’s double-slit experiment using the General Expanse Tension Theory (GETT) framework. GETT models all matter as localised excitations of a real, gauge-invariant scalar field Φ, and all wave-like behaviour as small propagating perturbations of this field, known as Expanse Tension Ripples (ETRs). These ripples are launched at the instant of particle emission and propagate at near-light speed. As two ETRs pass through the slits and interfere, they imprint a dynamic tension landscape into the Φ-field. The particle core does not superpose or interfere with itself; instead, it is continuously guided by the local tension gradient generated by the interference of the real δΦ waves. Note: The ETT / GETT framework and theory was developed to address macro-scale cosmic anomalies, galaxy rotations and late time accelerations, this paper simply applies the framework previously developed to this new application. The result is a deterministic, mechanistic explanation of the double-slit experiment that reproduces all key observations traditionally attributed to quantum wave–particle duality. The guidance mechanism emerges from the Φ-field’s density-dependent tension and operates smoothly across time: as the ETR interference pattern forms and sharpens, the particle experiences corresponding changes in the local tension slope, steering it toward regions of lowest tension. Across many single-particle events, this produces the observed statistical fringe pattern without invoking wavefunction collapse, superposition of particle trajectories, or any probabilistic interpretation of the particle itself. The paper includes: A full historical analysis from Hooke, Huygens, and Young to modern single-particle interferometry. A detailed explanation of Φ-field dynamics and the origin, propagation, and interference of ETRs. A time-resolved account of how the particle is guided by evolving tension gradients. A comprehensive 12-phase sequence describing the complete physical process from emission to detection. A mathematical core (Appendix N) giving the field Lagrangian, δΦ wave equation, tension structure, and force law. A simulation appendix (Appendix Q) demonstrating numerically that Fresnel-propagated ETRs, combined with tension-gradient guidance, reproduce the expected interference pattern without wavefunctions. A new visual appendix (Appendix R) illustrating the dynamic evolution of the interference landscape and real-time particle guidance. A predictions section (5.8) giving concrete, testable numerical signatures of GETT in modern interferometry, including expected fringe shifts, timing offsets, and modulation depths. This work shows that the double-slit experiment can be fully explained using only a single real field, its perturbations, and their tension gradients—without the conceptual difficulties of standard quantum mechanics. It provides a unified, physically transparent account that is consistent with all single-particle observations from Taylor (1909) to Tonomura (1989) and with modern weak-measurement and biprism experiments. By resolving the double-slit experiment using deterministic field physics, this paper strengthens the broader GETT programme, in which the Φ-field and its density dependency unify gravity, inertia, cosmology, and particle behaviour within a single theoretical structure. This study demonstrates that GETT naturally reproduces quantum interference and offers a clear, testable alternative to traditional quantum interpretations.
This paper explores a thought experiment: what would physics look like if quantum mechanics had not originated in the early 20th century from the exploration of the physical properties of microscopic particles (such as blackbody radiation and the particle and wave nature of electron orbits), but had instead been established first as a dynamics and probability theory about "physical measurement" itself? Through extrapolation from this historical turning point, this paper reconstructs a theoretical framework centered on "measurement dynamics," not on "particles," "wave functions," or "quantum fields" as fundamental ontology, but on a trinity of "system-measuring instrument-observer." Research shows that under this paradigm, the "measurement problem" is no longer a philosophical dilemma added after the theory's establishment, but rather the logical starting point for its construction; wave functions and quantum fields are relegated to derivative mathematical tools for calculating measurement probability distributions. This paper elaborates on the dynamics of measurement operators, the law of information evolution, and a systematic critique of counterfactual definiteness under this paradigm, providing a new and unified perspective for re-examining the fundamental interpretation of modern quantum mechanics.
This article surveys a selection of key conceptual and interpretational developments in quantum mechanics, tracing the theory from its foundational postulates to contemporary discussions of measurement, nonlocality, and the emergence of classicality. Beginning with the structure of Hilbert space and the postulates governing state evolution and measurement, the epistemic stance of the Copenhagen interpretation and its modern reformulations are examined. The Einstein-Podolsky-Rosen argument, Bell's theorem, and Hardy's paradox are then discussed as probes of locality and realism, alongside the deterministic but explicitly nonlocal de Broglie-Bohm theory. The measurement problem and the implications of contextuality are analyzed in relation to objective collapse models, which introduce new physical dynamics to account for definite outcomes. Finally, the role of decoherence in the suppression of interference and the emergence of classical behavior is explored, together with the interpretational frameworks of many-worlds and consistent histories. This material aims to provide a coherent introductory overview of how several of the most prominent interpretations address the central concern of what quantum mechanics tells us about the nature of physical reality.
This article surveys a selection of key conceptual and interpretational developments in quantum mechanics, tracing the theory from its foundational postulates to contemporary discussions of measurement, nonlocality, and the emergence of classicality. Beginning with the structure of Hilbert space and the postulates governing state evolution and measurement, the epistemic stance of the Copenhagen interpretation and its modern reformulations are examined. The Einstein–Podolsky–Rosen argument, Bell’s theorem, and Hardy’s paradox are then discussed as probes of locality and realism, alongside the deterministic but explicitly nonlocal de Broglie–Bohm theory. The measurement problem and the implications of contextuality are analyzed in relation to objective collapse models, which introduce new physical dynamics to account for definite outcomes. Finally, the role of decoherence in the suppression of interference and the emergence of classical behavior is explored, together with the interpretational frameworks of many-worlds and consistent histories. This material aims to provide a coherent introductory overview of how several of the most prominent interpretations address the central concern of what quantum mechanics tells us about the nature of physical reality.
We propose a unified physical framework in which four-dimensional spacetime vacuum is the unique physical reality, and all quanta are its localized topological excitations. Matter particles correspond to stable knot-like configurations, while radiation quanta correspond to weak propagating ripples of the same substrate. From this single ontological commitment, we derive: (1) wave–particle duality is resolved—particle behavior belongs to the localized excitation, wave behavior to the disturbance field it generates in spacetime; (2) double-slit interference arises from coherent superposition between a quantum's newly sourced disturbance and its own historical disturbance field, not from ontological self-superposition; (3) the wave function is a statistical tool encoding ensemble distributions of trajectories modulated by disturbance feedback, and collapse is epistemic convergence rather than a physical process; (4) quantum entanglement corresponds to Planck-scale topological connectivity (microscopic Einstein–Rosen bridges), preserving relativistic causality; (5) gravity is the macroscopic accumulation of universal but individually weak quantum–vacuum couplings, explaining both its microscopic weakness and macroscopic dominance without requiring a graviton; (6) the four fundamental interactions are differentiated coupling modes of quanta to one spacetime vacuum field; and (7) apparent dark matter and dark energy are reinterpreted as collective topological curvature and large-scale vacuum self-relaxation, respectively. We formulate falsifiable predictions at both laboratory and cosmological scales, including disturbance–corpuscle separation interferometry, tunable decoherence threshold measurements, and galaxy rotation–topology correlations. The framework compresses the conventional axiomatic structure of quantum mechanics and cosmology into one master axiom and eliminates at least twenty-eight independent interpretive assumptions.