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ASEAN Journal of Psychiatry

Connecting Temperature to Wave Function Collapse: A Statistical and Thermodynamic Perspective

Bhushan Bhoja Poojary

Published Jan 1, 2024• 0 citations
Publisher

Abstract

We propose a novel hypothesis linking temperature to the frequency of wave function collapse in quantum systems. This framework connects thermodynamic entropy, quantum decoherence, and information theory, suggesting that higher temperatures correspond to increased wave function collapses due to enhanced environmental interactions. The mathematical models derived herein lay the foundation for experimental validation and bridge thermodynamics with quantum mechanics through a unified perspective. Keywords Thermodynamic entropy; Wave function; Quantum mechanics

DOI
10.54615/2231-7805.2024.12(11).349

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We propose a novel hypothesis linking temperature to the frequency of wave function collapse in quantum systems. This framework connects thermodynamic entropy, quantum decoherence, and information theory, suggesting that higher temperatures correspond to increased wave function collapses due to enhanced environmental interactions. The mathematical models derived herein lay the foundation for experimental validation and bridge thermodynamics with quantum mechanics through a unified perspective. Keywords Thermodynamic entropy; Wave function; Quantum mechanics
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Quantum mechanics has been remarkably successful in predicting experimental outcomes, yet foundational questions—such as the nature of wave function collapse and the mechanism of quantum entanglement—remain unresolved. Standard interpretations invoke observer-dependence, intrinsic randomness, or non-local interactions, leading to conceptual difficulties. This work proposes a unifying explanation based on a universal balance-based system framework. Within this approach, quantum systems are treated as interconnected, defect-free systems whose behavior emerges through feedback mechanisms. Wave function collapse corresponds to the enforcement of systemic balance under new constraints, while entanglement arises from globally enforced balance across spatially separated nodes. This framework preserves empirical predictions of quantum mechanics, is consistent with relativistic causality, and provides a coherent conceptual foundation that links microscopic quantum phenomena to universal system dynamics.
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Traditional quantum mechanics models hydrogen orbitals as solutions to the Schrödinger equation but offers no physical explanation for why these shapes emerge. In this paper, we present a novel thermodynamic model—S-Theory—that derives hydrogen orbital structures from recursive entropy amplification processes. By treating the electron field as an evolving entropy distribution subject to environmental perturbations, we simulate s and p orbitals (1s, 2s, 3s, 4s, 2pz, 2px) using the recursive formulation: sn+1=sn2+sc. The results accurately reproduce quantum orbital shapes and predict their spatial evolution as outcomes of entropy feedback. This work introduces a unified framework that bridges thermodynamics, quantum structure, and information theory—viewing orbitals as entropy-generated geometries that encode structural information through the recursive compression of entropy fields. The recursive entropy collapse at higher energy levels also provides a natural foundation for the emergence of molecular seeds—laying the groundwork for a Unified Entropic Collapse Principle (UECP) that connects physics to the origin of life.