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Bibliographic Details
Main Author:	Muresan, Romeo Alexandru
Format:	Recurso digital
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Published:	Zenodo 2026
Subjects:	Natural Linearization, Flow Fracturing, Emergent Quantization, SINDy, Room-Temperature Quantum Computing, Wronskian Nodes, Colpitts Oscillator, Shockley Model Wronskian, Nonlinear Dynamics Open Data, Reproducible Research
Online Access:	https://doi.org/10.5281/zenodo.20018061
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This paper investigates the hypothesis that discrete spectral states emerge from nonlinear constraints in classical fields. We identify a mechanism of natural linearization occurring between the nodal points of the state Wronskian (W1). As a case study, using 12-bit acquisition data from an 88 kHz Colpitts oscillator, we apply Sparse Identification of Nonlinear Dynamics (SINDy [4]) to reconstruct the governing 3rd-order Jerk equations. The results, validated via a Shockley model ρ = 0.978, reveal a latent spectrum of the first 10 eigenvalues. We propose that these discrete states provide the structural framework for emergent quantization as a consequence of nonlinear flow fracturing, verifiable through the excitation of a congruent linear resonator.

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