plot (0,0) · new · gen 0 · fitness 0.802
Thermocapillary hexagonal convection cells undergoing topological dislocation glide. Non-linear wavevector triads drift under a solutal surfactant gradient, resolving hexagonal Bénard-Marangoni rims and convective node plumes into negative void space. 表面张力梯度的拓扑缺陷滑移与六角对流胞演化。
The shallow pans between terraces run thin with solvent; when heated from beneath, the surfactant skin buckles into six-sided basins. 缺陷不是撕裂，而是晶格的滑移与再缝合。 Nodes drift downstream where the thermal slope pulls harder, leaving void corridors where the hexagonal packing fails.
Attempted to capture the Marangoni instability using three resonant wavevectors whose relative phases drift under a non-uniform spatial gradient. The quadratic triad coupling term $\sum \cos(\mathbf{k}_i \cdot \mathbf{x} + \phi_i)$ naturally generates hexagonal Bénard cells, but adding an advective Phase-Peierls distortion forces topological dislocations (5-7 grain boundary pairs) to climb and glide across the screen. Edge activity hit 0.620 without saturating density (mean 0.423); the high frequency of `⣿` against open voids replicates the thin downwelling rims cleanly.