Advanced International Journal for Research
E-ISSN: 3048-7641
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Volume 7 Issue 2
March-April 2026
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A Structural Model of Neutron Beta Decay Based on Internal Hydrogenic Charge Configuration
| Author(s) | Prof. Dr. Vijay T. Ingole, Dr. Anant S. Wadatkar |
|---|---|
| Country | India |
| Abstract | The neutron is conventionally described as undergoing beta decay through a probabilistic process characterized by an exponential decay law, without explicit reference to an underlying internal structural mechanism. In the present work, the neutron is modeled as a confined assembly of discrete quantum charge units (Qc), consisting of 135 entangled pairs and a single unpaired boundary unit. A boundary-referenced coordinate system is introduced to describe internal structural propagation. Within this framework, decay time is interpreted as emerging from three-dimensional propagation across the internal structure. When combined with the standard exponential decay formulation, the observed decay law is obtained as a consequence of structural dynamics rather than as an independently postulated statistical behavior. The presence of a single unpaired boundary Qc unit provides a structural basis for decay initiation and explains the preferential emission of the electron. Following decay, the remaining configuration becomes fully paired, accounting for the absence of a second decay under normal conditions. Variations in decay time are attributed to differences in internal propagation depth, leading naturally to a statistical distribution. The proposed framework offers a structural interpretation of neutron decay in which temporal behavior and probability emerge from internal organization. While the underlying assumptions require further validation, the formulation provides a consistent and potentially useful complementary perspective to existing descriptions. |
| Keywords | Neutron decay; beta decay; neutron structure; exponential decay law; internal propagation; structural model |
| Field | Physics > Energy |
| Published In | Volume 7, Issue 2, March-April 2026 |
| Published On | 2026-04-02 |
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E-ISSN 3048-7641
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AIJFR DOI prefix is
10.63363/aijfr
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