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February 5, 20260 citationsOpen Access

Crookes' Radiometer as a Ledger-Closure Experiment for Quantum Measurement Units

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DTDavid Thomson

Key Points

  • The research aims to reframe Crookes' radiometer to enhance understanding of quantum measurement units within the Aether Physics Model.
  • Reframed the radiometer as a compact metrology experiment.
  • Emphasized the roles of thermal transpiration and rarefied-gas stresses.
  • Developed a reporting template for laboratory datasets.
  • Provided a minimum-instrumentation protocol for factory-sealed radiometers.
  • Included an appendix for reference scripts to convert data into QMU-normalized scalars.
  • Identified that the black face of the radiometer trails due to thermal asymmetry.
  • Determined that torque peaks at intermediate pressures and vanishes in a hard vacuum.
  • Established a ledger-closed form for reporting laboratory results.

Abstract

Description This preprint reframes Crookes’ radiometer as a compact metrology experiment for Quantum Measurement Units (QMU) within the Aether Physics Model (APM). The radiometer is a cross-domain transducer: incident optical delivery produces a steady mechanical torque, but only through an intermediate rarefied-gas boundary-layer mechanism. Standard presentations often mix radiometric, thermodynamic, kinetic-theory, and rigid-body units, which obscures dimensional structure. QMU is used here to make that structure explicit and to reduce the analysis to a small set of primitive anchors plus dimensionless channel functions. The paper emphasizes the modern mechanism (thermal transpiration / thermal creep and edge-mediated rarefied-gas stresses), rather than radiation pressure. Two observed signatures are treated as immediate consequences of the same rectification chain: (i) the black (hotter) face trails; and (ii) the torque peaks at intermediate pressure and vanishes in a hard vacuum. The derivation isolates three stages: (1) optical delivery (treated as a conserved transport content, with interchangeable ledger expressions), (2) surface conversion into a thermal asymmetry, and (3) gas-mediated rectification into tangential stress and net torque. A practical reporting template is included so that laboratory datasets can be published in a ledger-closed form. The template separates what is controlled (illumination, geometry, environment) from what is observed (rotation versus time) and what is reduced (torque, mechanical power, and dimensionless closure ratios). A minimum-instrumentation protocol is also provided for factory-sealed radiometers with unknown internal gas and pressure. This protocol uses a dark spin-down “drag index” as an empirical pressure proxy and produces a kinematic, ledger-first scalar that can be compared across lighting conditions without requiring absolute pressure measurement or a separate inertia measurement. For reproducibility, an appendix provides a short reference script that converts time–RPM traces into the reduced quantities and QMU-normalized scalars used in the template. SI units are confined to an appendix as a bridge for laboratories that measure in conventional instrumentation but wish to report ledger-closed, dimensionless QMU scalars. What is included The manuscript PDF (radiometer model, protocol, and reporting template). Optional: a small reference script for data reduction (time/RPM to reduced scalars).

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Cite This Study

David Thomson (2026) studied this question.

synapsesocial.com/papers/698435e5f1d9ada3c1fb53abhttps://doi.org/10.5281/zenodo.18475645
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