Skip to content

Tracking Topology-Synergistic Adaptive Emergence in Non-equilibrium Silica Surface Growth on Liquid Metals

Sep 2026 · Journal of the American Chemical Society · Vol 148, pp. 41333-41341 · 0 citations · 57 references

Abstract

In out-of-equilibrium systems, the absence of reciprocity can induce unconventional states, phase transitions, and rich emergent behaviors with broad scientific and technological relevance. Here, we demonstrate a far-from-equilibrium surface-growth system that surpasses conventional fractal complexity and leads to unprecedented pattern complexity with diverse collective topological nonlinear excitations. By harnessing the self-driven SiO2 nanoparticles (NPs) on high-temperature liquid copper featuring extreme surface tension, we show that the complex coupling of giant Marangoni-driven hydrodynamics and reaction-diffusion processes allows the formation of singular SiO2 adaptive collective topological surface structures (ACTS), along with their highly adaptive emergent variants and even deterministic chaos. We identify two multiscale topology-synergistic excitation modes enabled by “macro-order and micro-bifurcation” causal mapping and show that continuous modulation of NP density and layer viscosity autonomously switches between regimes, generating gradient-dependent assembled ACTS with unprecedented complexity and adaptivity. Our results provide new insights for understanding and controlling of complex nonlinear dynamics for a non-trivial texture in surface growth, paving the way for the design of next-generation active-matter-inspired adaptive interfacial materials with topological protection.

View source

Similar papers

Preprint Aug 2026

Effect of Weak Non-Conservative Dynamics on Pattern Formation in Scalar Active Matter

Biological systems such as bacteria and cells undergo growth or degradation, resulting in weak violations of mass conservation. We investigate how such weak non-conservative dynamics affect phase separation in scalar active matter by incorporating a reaction term into a minimal continuum model. Through numerical simula...

Sameer Kumar · 0 citations
Preprint Aug 2026

Coexisting chaos and order in micro-textured elastic flows

Viscoelastic fluid flows over micro-textured surfaces - densely covered by slender protrusions like cilia lining the body airways or villi covering the intestinal epithelium - underpin essential biological processes including transport, mixing, and absorption. Despite their ubiquity, the dynamics generated by the inter...

G. F. Rota, R. A. Lopez de la Cruz, S. J. Haward et al. · 0 citations
Sep 2026

Compression-enhanced mobility during finite-cluster growth in a soft colloidal SALR fluid.

Short-range-attractive, long-range-repulsive (SALR) interactions generate organization over multiple length scales, making the relation between aggregation and particle transport inherently nontrivial. Here, we use molecular-dynamics simulations to investigate how compression affects structure and mobility in a three-d...

M. S. Marques, J. R. Bordin · 0 citations
Preprint Sep 2026

Active elastic theory of self-aligning solids

Active disordered solids including dense human crowds and epithelial cells under confinement exhibit striking system-scale oscillatory spatiotemporal patterns. These are linked to a local feedback mechanism, self-alignment, that aligns the direction of a particle's motility vector to the total force. Simulations and ex...

Sander C. Kammeraat, Silke E. Henkes · 0 citations
Preprint Sep 2026

Topological Mixing and Braiding Universality in Polar Active Matter

Connecting the autonomous kinematics of active matter to its emergent macroscopic transport is constrained by the requirement for high-resolution Eulerian velocity fields. Here, we use confined bacterial suspensions as a model active fluid, mapping the sparse Lagrangian trajectories of fluorescent spy cells into (2+1)-...

Wei Feng, Tian-Yu Ren, Zhi-Hang Ye et al. · 0 citations
Preprint Oct 2026

Traveling waves, phase separation and pattern formation in the active stepping stone model

Selective advantage leads to the proliferation of a species into an ecosystem. On the other hand, self-propulsion can lead to dynamic clustering of individuals. To analyze the intricate effects produced by such competing processes, we introduce a minimal model for a proliferating active population, where run-and-tumble...

R. Bhutia, P. Perlekar, K. Ramola · 0 citations

We use cookies to run the site and, with your consent, for analytics and to show ads. See our Cookie Policy.