arXiv subjects

Raphael Saiseau

Publications and source records attributed to Raphael Saiseau.

5 recordsLinked to original sources

arXiv2025

Slow modulation of the contraction patterns in Physarum polycephalum

The slime mould Physarum polycephalum has emerged as a model for self-organisation and coordination of contractile activity at large spatial scales. This self-organisation largely results from cytoplasmic flows generated by propagating contractile waves of the actomyosin cortex. In addition to these relatively fast travelling waves, complex slow modulations of the contractile activity have been observed on timescales much longer than the primary oscillation period; these slow dynamics are however scarcely characterised. Here we characterise these slow modulations by confining organisms inside annular geometries. We quantify contractile activity simultaneously across the entire organism on long time scales, exhibiting correlations between contractile wave direction, amplitude modulation, and the moving mean vein diameter. We observe travelling and alternating wave patterns: travelling wave periods scale clearly with system size, while alternating wave periods remain broadly distributed and probe larger values as the system size increases. Strikingly, the measured periods align with integer multiples of an intrinsic modulation time scale obtained independently from statistical analysis. These observations support the hypothesis that transport of a slowly advected chemical agent, which locally modifies membrane/cortex mechanical properties, underpins the observed slow modulation dynamics, accounting for the coordination across the organism on long time scales.

cond-mat.soft↗

arXiv2025

Vapor-mediated wetting and imbibition control on micropatterned surfaces

Wetting of micropatterned surfaces is ubiquitous in nature and key to many technological applications like spray cooling, inkjet printing, and semiconductor processing. Overcoming the intrinsic, chemistry- and topography-governed wetting behaviors often requires specific materials which limits applicability. Here, we show that spreading and wicking of water droplets on hydrophilic surface patterns can be controlled by the presence of the vapor of another liquid with lower surface tension. We show that delayed wicking arises from Marangoni forces due to vapor condensation, competing with the capillary wicking force of the surface topography. Thereby, macroscopic droplets can be brought into an effective apparent wetting behavior, decoupled from the surface topography, but coexisting with a wicking film, cloaking the pattern. We demonstrate how modulating the vapor concentration in space and time may guide droplets across patterns and even extract imbibed liquids, devising new strategies for coating, cleaning and drying of functional surface designs.

cond-mat.soft↗

arXiv2025

Skin formation in evaporating colloidal droplets

When a droplet containing a concentrated suspension evaporates in a dry environment, a layer often forms at the interface accumulating non-volatile material. Such a "skin layer" experiences strong stresses and eventually turns mechanically unstable at the last stage of evaporation. Predicting the formation of such skin layer or particle shell and its properties is a crucial problem for applications and constitutes a multi-scale problem, from the micro/nanoscopic scale of the particles to the millimetric size of the droplets. Interestingly, its physical description lies at the interface between deterministic macroscopic evaporation models and microscopic stochastic particles interactions and diffusion. In this work we present a general theoretical approach to obtain the time-dependent particle concentration profile in an implicit manner, for the general case of diffusion-limited evaporation of spherical droplets, and more generally to all 1D non linear diffusion-limited cases with particles pressure and mobility terms of rational form. This approach is compared successfully to numerical solutions obtained using a finite element solver in the limit of high Péclet numbers, and to 2D Brownian dynamics simulations. Our results show that the concentration profiles and shell formation onset depend nontrivially on the initial packing fraction. By analyzing these profiles, we determine the position where the glassy layer forms, whose formation is expected to play a critical role in shell buckling. This model provides a robust framework for predicting the size and maximum aspect ratio of the resulting clusters.

physics.flu-dyn↗

arXiv2024

Decay dynamics of a single spherical domain in near-critical phase-separated conditions

Domain decay is at the heart of the so-called evaporation-condensation Ostwald-ripening regime of phase ordering kinetics, where the growth of large domains occurs at the expense of smaller ones, which are expected to `evaporate'. We experimentally investigate such decay dynamics at the level of a single spherical domain picked from one phase in coexistence and brought into the other phase by an opto-mechanical approach, in a near-critical phase-separated binary liquid mixture. We observe that the decay dynamics is generally not compatible with the theoretically expected surface-tension decay laws for conserved order parameters. Using a mean-field description, we quantitatively explain this apparent disagreement by the gradient of solute concentrations induced by gravity close to a critical point. Finally, we determine the conditions for which buoyancy becomes negligible compared to capillarity and perform dedicated experiments that retrieve the predicted surface-tension induced decay exponent. The surface-tension driven decay dynamics of conserved order parameter systems in the presence and the absence of gravity, is thus established at the level of a single domain.

cond-mat.stat-mech↗

arXiv2022

Near-critical spreading of droplets

We study the spreading of droplets in a near-critical phase-separated liquid mixture, using a combination of experiments, lubrication theory and finite-element numerical simulations. The classical Tanner's law describing the spreading of viscous droplets is robustly verified when the critical temperature is neared. Furthermore, the microscopic cut-off length scale emerging in this law is obtained as a single free parameter for each given temperature. In total-wetting conditions, this length is interpreted as the thickness of the thin precursor film present ahead of the apparent contact line. The collapse of the different evolutions onto a single Tanner-like master curve demonstrates the universality of viscous spreading before entering in the fluctuation-dominated regime. Finally, our results reveal a counter-intuitive and sharp thinning of the precursor film when approaching the critical temperature, which is attributed to the vanishing spreading parameter at the critical point.

cond-mat.soft↗