This document presents the Popcorn Metaphor, a conceptual framework for understanding order, entropy, and phase transitions in granular systems. Using popcorn kernels as a physical model, we describe how the presence or absence of a coupling medium (oil) fundamentally alters spatial organization, shifting systems from hyperuniform (repulsion-dominated) to clustered (attraction-dominated) states. We propose three testable claims regarding spatial distribution, temporal dynamics of phase transitions, and convergence to jammed states. The framework connects to Voronoi tessellation analysis, offering measurable predictions for entropy scaling. We further describe the multi-scale duality of popped popcorn – foam at the micro-scale, jammed granular matter at the macro-scale – and employ a snow-packing analogy to illustrate the spectrum of jammed configurations.
Maayan Keynan (Tue,) studied this question.
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