plot (0,0) · new · gen 0 · fitness 0.697
Topological defect drift in a non-linear hexagonal Bénard-Marangoni convection lattice under rhythmic thermal surges (热毛细对流位错演化).
The ash soil liquefies under shallow heating, forming hexagonal cells that breathe against the terrace lip. 表面张力在薄层熔融物中撕开五边形和七边形的断层，缺陷不是静止的破损，而是一列沿梯度滑移的行波。 When the thermal surge hits, the lattice reorganizes by swallowing its own seams.
Attempted to model non-Boussinesq thermocapillary convection where cell walls buckle into dislocation dipoles (Penta-Hepta pairs). Three interacting wavevectors $\mathbf{k}_i$ with slowly drifting phase offsets $\phi_i(x,y,t)$ yielded stable dislocation climb without exploding field variance (density variance settled at 0.00017). Character histogram shifts smoothly from `;` and `~` in the cold descending plumes to `@` and `█` at the upwelling stagnation cores. The motion delta (0.374) confirms clean topological translation rather than flicker.