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International Journal of Theoretical Physics

Quantum structures in macroscopic reality

Diederik Aerts, Thomas Durt, Andrey Anatoljevich Grib, Bruno Van Bogaert, Romàn R. Zapatrin

Published Mar 1, 1993• 55 citations
Publisher
DOI
10.1007/bf00673355

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Molecular structure (MS) has been treated as a convention or an epiphenomenon by physicists and quantum chemists interpreting the mathematical formalism of quantum mechanics as the essential reality criterion in the submicroscopic world (R2 world). This paper argues that, (a) even in the R2 world there is a class of entities which are real per se, even though they cannot be separated from their material support, and MS may belong to that class; (b) MS actualizes a particular molecule from the many potentialities of a given set of nuclei and electrons, all present in the same Schrödinger equation; (c) MS is a fact established in the XIXth century, albeit as a result of circumstantial evidence (because of its belonging to the R2 world); (d) the fact that MS is known, as all objects of the atomic world, in terms of analogies with macroscopic models, is not valid grounds for questioning its reality; (e) MS is a set of topological as well as geometrical relations. All along the discussion, observability according to Bohr, Heisenberg, Feynman is taken as the essential criterion of reality in the R2 world. On its basis, quantum mechanics is by no means in conflict with the reality of molecular structure and shape. On the other hand, the question of the minimum lifetime required for a MS proper to exist should be left open, pending a detailed analysis of measurement techniques.

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Molecular structure (MS) has been treated as a convention or an epiphenomenon by physicists and quantum chemists interpreting the mathematical formalism of quantum mechanics as the essential reality criterion in the submicroscopic world (R2 world). This paper argues that, (a) even in the R2 world there is a class of entities which are real per se, even though they cannot be separated from their material support, and MS may belong to that class; (b) MS actualizes a particular molecule from the many potentialities of a given set of nuclei and electrons, all present in the same Schrödinger equation; (c) MS is a fact established in the XIXth century, albeit as a result of circumstantial evidence (because of its belonging to the R2 world); (d) the fact that MS is known, as all objects of the atomic world, in terms of analogies with macroscopic models, is not valid grounds for questioning its reality; (e) MS is a set of topological as well as geometrical relations. All along the discussion, observability according to Bohr, Heisenberg, Feynman is taken as the essential criterion of reality in the R2 world. On its basis, quantum mechanics is by no means in conflict with the reality of molecular structure and shape. On the other hand, the question of the minimum lifetime required for a MS proper to exist should be left open, pending a detailed analysis of measurement techniques.
This preprint formulates Schrödinger’s cat as a boundary case of macroscopic residual-cluster stabilization within the Asymmetric Source Field Model (ASFM). Instead of treating the cat as a fundamental object placed into competing macroscopic states, the manuscript describes macroscopic reality as stabilized wave-field topology.The ASFM framework starts from the residual field relationwhere constructive source-field components and destructive compensation-field components generate finite, nonzero residual interference structures. Residual nodes are treated as real-space coherence structures, while the quotient structure provides the algebraic stabilization framework.The manuscript distinguishes residual nodes, cluster classes, quotient mappings, causal-retarded field action, topological correlation, and non-claimed simultaneous marginal control. Measurement is described as residual-cluster stabilization rather than as the collapse of a fundamental macroscopic object. The work also states explicit failure conditions and open validation points for future ASFM measurement dynamics.