[Paper Review] Emission Origin for the Wave of Quanta

Sanjay M. Wagh|ArXiv.org|Jul 7, 2009

Quantum Mechanics and Applications7 references3 citations

TL;DR

This paper proposes that the wave-like behavior of quanta arises not from field dynamics or forces, but from the oscillatory emission process itself—specifically, the changing spatial origin of emitted quanta over time. By modeling emission from an oscillating source, the paper derives a wavy flux of quanta that reproduces Planck’s law for black body radiation without relying on the field concept or Newtonian forces, suggesting a deterministic foundation for quantum theory's probabilistic framework.

ABSTRACT

We argue that certain assumptions about the process of the emission of the quanta by their (oscillating) emitter provide for their changing (oscillatory) flux at any location. This mechanism underlying (such) wave phenomena is not based, both, on the newtonian notion of force and the field concept (of Faraday, Maxwell, Lorentz and Einstein). When applied to the case of thermal radiation, this emission origin for the wave of quanta is shown here to be consistent with the laws of the black body radiation. We conclude therefore also that a conceptual framework, which is not rooted in the notion of force and in the field concept, may provide a deterministic basis underlying the probabilistic methods of the quantum theory.

Motivation & Objective

• To explain the wave-like flux of quanta not via field theory or forces, but through the dynamics of emission from an oscillating source.
• To address Einstein’s dissatisfaction with the statistical nature of spontaneous emission by seeking a deterministic basis.
• To show that Planck’s relation ε = hν can emerge from emission characteristics rather than being postulated.
• To challenge the foundational role of the field concept in quantum theory by demonstrating consistency with black body radiation without it.
• To explore whether quantum mechanics' probabilistic methods can be underpinned by deterministic emission processes independent of force and field concepts.

Proposed method

• Model the emission of quanta from an oscillating source, where each emission event originates from a different spatial position on the emitter’s trajectory.
• Construct spherical wavefronts of quanta centered at successive emission points, leading to a time-varying flux at any observation point.
• Apply this emission-based wave model to a cavity in thermal equilibrium, mimicking black body radiation conditions.
• Use statistical mechanics principles (inspired by Bose’s approach) to compute the most probable distribution of quanta in energy states.
• Derive the spectral energy density of radiation from the emission dynamics, aiming to reproduce Planck’s law without assuming ε = hν a priori.
• Demonstrate consistency with Planck’s law by showing that the emission model yields the correct energy distribution across frequencies.

Experimental results

Research questions

• RQ1 Can the wave-like behavior of quanta be explained by the emission process itself, independent of field or force concepts?
• RQ2 Does the oscillatory motion of an emitter naturally produce a wavy flux of quanta at a distant point?
• RQ3 Can Planck’s law for black body radiation be derived from emission dynamics without assuming ε = hν as a postulate?
• RQ4 Is there a deterministic mechanism underlying the statistical nature of spontaneous emission of quanta?
• RQ5 Can quantum theory’s probabilistic framework be grounded in a non-field, non-force-based emission mechanism?

Key findings

• The wavy flux of quanta arises naturally from the time-dependent spatial origin of emissions from an oscillating source, without invoking wave equations or fields.
• The model reproduces Planck’s spectral energy density function for black body radiation under thermal equilibrium conditions.
• The derivation of Planck’s law is achieved without assuming ε = hν at the outset, suggesting that this relation may emerge from emission dynamics.
• The approach provides a deterministic basis for spontaneous emission, addressing Einstein’s long-standing concern about the statistical nature of quantum processes.
• The results support the possibility that quantum theory’s probabilistic methods may be underpinned by a deterministic framework not rooted in force or field concepts.
• The model challenges the necessity of the field concept in quantum theory, aligning with Einstein’s later skepticism about continuous fields as fundamental entities.