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首页> 外文期刊>The Journal of Chemical Physics >Counting metastable states within the adsorption/desorption hysteresis loop: A molecular simulation study of confinement in heterogeneous pores
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Counting metastable states within the adsorption/desorption hysteresis loop: A molecular simulation study of confinement in heterogeneous pores

机译:计数吸附/解吸磁滞回线中的亚稳态:分子模拟研究非均相孔隙的局限性

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A molecular simulation approach has been used to model simple fluid adsorption in heterogeneous tubular pores mimicking mesoporous materials such as MCM-41 or porous silicon, allowing to determine the amount adsorbed ρ as a function of the chemical potential μ. A hysteresis loop is observed in adsorption/desorption cycles, which is closely connected to the appearance of many metastable states. The density of these metastable states is studied in the μ- ρ plane. Experimentally, the accessible metastable states are those that can be attained by the μ -path, i.e., a series of increasing or decreasing μ steps. One could also imagine using a quench from high temperature. Although the total density of metastable states is not directly accessible to experiments, it is of primary theoretical importance to understand the structure of metastable states in the hysteresis as determined experimentally. The disorder associated with the porous material realizations is accurately taken into account, and a systematic system size analysis is also performed in order to study the thermodynamic limit. It is shown that the quenched complexity is the relevant quantity to understand the hysteresis structure in the thermodynamic limit. It clearly exhibits a distinctive behavior depending on the distribution of heterogeneities characterizing the disorder in the pore. Some analogies can be found with the situation where an out-of-equilibrium transition appears, but careful examination of the data suggests another interpretation.
机译:分子模拟方法已被用来模拟在模拟中孔材料(例如MCM-41或多孔硅)的异质管状孔中的简单流体吸附,从而可以根据化学势μ确定吸附量ρ。在吸附/解吸循环中观察到磁滞回线,这与许多亚稳态的出现密切相关。这些亚稳态的密度在μ-ρ平面上研究。在实验上,可访问的亚稳态是可以通过μ路径获得的状态,即一系列递增或递减的μ步长。人们还可以想象使用高温淬火。尽管亚稳态的总密度不能直接通过实验获得,但是了解通过实验确定的磁滞状态中的亚稳态的结构具有重要的理论意义。准确地考虑了与多孔材料实现相关的无序性,并且还进行了系统的系统大小分析,以研究热力学极限。结果表明,淬火复杂度是了解热力学极限中的磁滞结构的相关量。它显然表现出独特的行为,这取决于表征孔中异常的异质性分布。在发生不平衡转变的情况下,可以找到一些类比,但仔细检查数据可以得出另一种解释。

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