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Molecular simulation of capillary phase transitions in flexible porous materials.柔性多孔材料中毛细相变的分子模拟。
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2
Multicomponent adsorption in mesoporous flexible materials with flat-histogram Monte Carlo methods.用平直方图蒙特卡罗方法研究介孔柔性材料中的多组分吸附
J Chem Phys. 2016 Nov 7;145(17):174709. doi: 10.1063/1.4966573.
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Modulus-pressure equation for confined fluids.受限流体的模量-压力方程。
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Deformation of Microporous Carbons during N2, Ar, and CO2 Adsorption: Insight from the Density Functional Theory.微孔碳在 N2、Ar 和 CO2 吸附过程中的变形:密度泛函理论的见解。
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A pressure-amplifying framework material with negative gas adsorption transitions.一种具有负气体吸附转变的压力放大框架材料。
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Stress-Based Model for the Breathing of Metal-Organic Frameworks.基于应力的金属有机框架呼吸模型
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Adsorption deformation of microporous composites.微孔复合材料的吸附变形
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Relation between pore size and the compressibility of a confined fluid.孔径与受限流体可压缩性之间的关系。
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10
Deformation of Microporous Carbon during Adsorption of Nitrogen, Argon, Carbon Dioxide, and Water Studied by in Situ Dilatometry.通过原位膨胀计研究微孔碳在吸附氮气、氩气、二氧化碳和水过程中的变形
Langmuir. 2015 Nov 17;31(45):12512-9. doi: 10.1021/acs.langmuir.5b03184. Epub 2015 Nov 5.

吸附材料的孔径分布与柔韧性之间的关系:统计力学与未来材料表征技术

Relationship between Pore-size Distribution and Flexibility of Adsorbent Materials: Statistical Mechanics and Future Material Characterization Techniques.

作者信息

Siderius Daniel W, Mahynski Nathan A, Shen Vincent K

机构信息

Chemical Sciences Division, National Institute of Standards and Technology, Gaithersburg, Maryland 20899, USA.

出版信息

Adsorption (Boston). 2017 May;23(4):593-602. doi: 10.1007/s10450-017-9879-0. Epub 2017 Mar 30.

DOI:10.1007/s10450-017-9879-0
PMID:28827896
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC5562161/
Abstract

Measurement of the pore-size distribution (PSD) via gas adsorption and the so-called "kernel method" is a widely used characterization technique for rigid adsorbents. Yet, standard techniques and analytical equipment are not appropriate to characterize the emerging class of flexible adsorbents that deform in response to the stress imparted by an adsorbate gas, as the PSD is a characteristic of the material that varies with the gas pressure and any other external stresses. Here, we derive the PSD for a flexible adsorbent using statistical mechanics in the osmotic ensemble to draw analogy to the kernel method for rigid materials. The resultant PSD is a function of the ensemble constraints including all imposed stresses and, most importantly, the deformation free energy of the adsorbent material. Consequently, a pressure-dependent PSD is a descriptor of the deformation characteristics of an adsorbent and may be the basis of future material characterization techniques. We discuss how, given a technique for resolving pressure-dependent PSDs, the present statistical mechanical theory could enable a new generation of analytical tools that measure and characterize certain intrinsic material properties of flexible adsorbents via otherwise simple adsorption experiments.

摘要

通过气体吸附和所谓的“核方法”来测量孔径分布(PSD)是一种广泛用于刚性吸附剂的表征技术。然而,标准技术和分析设备并不适用于表征新兴的一类柔性吸附剂,这类吸附剂会因吸附气体施加的应力而发生变形,因为PSD是材料的一个特性,它会随气体压力和任何其他外部应力而变化。在此,我们在渗透系综中使用统计力学推导柔性吸附剂的PSD,以便与刚性材料的核方法进行类比。所得的PSD是系综约束的函数,包括所有施加的应力,最重要的是,是吸附剂材料的变形自由能。因此,与压力相关的PSD是吸附剂变形特性的一个描述符,并且可能是未来材料表征技术的基础。我们讨论了,给定一种解析与压力相关的PSD的技术,当前的统计力学理论如何能够实现新一代的分析工具,这些工具可以通过原本简单的吸附实验来测量和表征柔性吸附剂的某些固有材料特性。