five

Optical Anomalies in Macroscopic Vesicles: A Five-Pattern Observational Taxonomy of Structured Vesicular Entities in Common Fluids

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DataCite Commons2026-05-06 更新2026-05-07 收录
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https://zenodo.org/doi/10.5281/zenodo.17911779
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Abstract: Optical Anomalies in Macroscopic Vesicles (v5.0) The classical physical model of ephemeral foam vesicles defines them as gas-filled cavities within a liquid matrix, governed by surface tension and adhering to Plateau's laws. Under standard geometric optics, such spherical interfaces under a single light source should exhibit a single, predictable specular reflection. Systematic observation of vesicles in common organic and inorganic fluids reveals that a substantial subset departs markedly from this model. We previously reported an initial distinction between Type-A vesicles (simple gas-filled cavities) and Type-B entities (Structured Vesicular Entities, SVEs), the latter exhibiting the Multi-Reflective Paradox: multiple, non-concentric stable bright points within a single envelope and an internal opacity inconsistent with a homogeneous gas phase. Here we refine that initial classification by identifying five reproducible observational patterns that characterize Type-B vesicles: 1. Central Luminous Core (CLC)   2. Inter-Vesicular Junctions (IVJ)   3. Sub-Scale Vesicular Population (SSVP) 4. Annular Inner Zone (AIZ) 5. Internal Absorption Region (IAR)     The five patterns are documented across multiple substrates (coffee infusions, salivary emulsions, silicone-containing fluids) and persist invariantly under systematic variation of the illumination regime (neutral visible, lateral visible, and near-UV/violet ∼405 nm), ruling out chromatic aberration and surface-fluorescence artefacts as the origin of the observed internal architecture. The paper is deliberately restricted to taxonomy. We describe the patterns, demonstrate their spectral invariance, and decline to propose a causal model. The structural complexity reported is empirically inconsistent with the gas-filled void model defined by classical fluid mechanics. We invite falsification.
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Zenodo
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2025-12-12
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