Université de Haute Alsace, CNRS, ISMM, UMR 7361, 68057, Mulhouse, France.
Université de Strasbourg, 67081, Strasbourg, France.
Nat Commun. 2019 Oct 11;10(1):4642. doi: 10.1038/s41467-019-12418-9.
Fluids in large and small pores display different behaviors with a crossover described through the concept of critical capillarity. Here we report experimental and simulation data for various siliceous zeolites and adsorbates that show unexpected reminiscent capillarity for such nanoporous materials. For pore sizes D exceeding the fluid molecule size, the filling pressures p are found to follow a generic behavior kT ln p ∼ γ/ρD where γ and ρ are the fluid surface tension and density. This result is rationalized by showing that the filling chemical potential for such ultra-small pores is the sum of an adsorption energy and a capillary energy that remains meaningful even for severe confinements. A phenomenological model, based on Derjaguin's formalism to bridge macroscopic and molecular theories for condensation in porous materials, is developed to account for the behavior of fluids confined down to the molecular scale from simple parameters.
大孔和小孔中的流体表现出不同的行为,这种转变可以通过临界毛细现象的概念来描述。在这里,我们报告了各种硅沸石和吸附剂的实验和模拟数据,这些数据表明,对于这种纳米多孔材料,存在出乎意料的类似毛细现象。对于孔径 D 超过流体分子尺寸的情况,发现填充压力 p 遵循一个通用的行为 kT ln p∼γ/ρD,其中 γ 和 ρ 是流体的表面张力和密度。这一结果通过表明,对于这种超小孔的填充化学势是吸附能和毛细能的总和,即使在严重的约束下,这种毛细能仍然具有意义,得到了合理的解释。基于德加古因(Derjaguin)形式主义的一种唯象模型被开发出来,以从简单的参数出发,将多孔材料中冷凝的宏观和分子理论联系起来,从而解释流体在分子尺度范围内被限制的行为。