A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System

碩士 === 國立中正大學 === 化學工程研究所 === 101 === Depletion interaction plays an important role in colloidal solutions, and the study of such phenomena can help elucidate the mechanism of the oscillation of pair interaction potential between two colloidal particles. In the past, researchers utilized the concept...

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Main Authors: Kao, Chun-Hsiang, 高俊翔
Other Authors: 華繼中
Format: Others
Language:zh-TW
Published: 2013
Online Access:http://ndltd.ncl.edu.tw/handle/16212708227506006449
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spelling ndltd-TW-101CCU000630332015-10-13T22:19:07Z http://ndltd.ncl.edu.tw/handle/16212708227506006449 A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System 利用分子動態模擬探討雙成分硬球膠體系統中淨空作用力的行為 Kao, Chun-Hsiang 高俊翔 碩士 國立中正大學 化學工程研究所 101 Depletion interaction plays an important role in colloidal solutions, and the study of such phenomena can help elucidate the mechanism of the oscillation of pair interaction potential between two colloidal particles. In the past, researchers utilized the concept of small spheres which lead to the formation of "shell" around the large spheres to explain the oscillation of interaction potential of the latter, but the resulting change of interaction and its mechanism are barely discussed. The fluctuations of small colloidal particles between two large probe particles separated by various distances have been investigated using Brownian dynamics simulation. By dividing the area inside and outside of two big colloidal particles, respectively, and analyzing the radial distribution function between large and small particles separately, we found that the small particles outside two particles, hardly affect the interaction between them. On the other hand, analyses on the density and number fluctuation in the inner tube and the outer shell between two large particles suggested that the variation of number fluctuation in small particles result in a notable change of interaction potential between the large particles. 華繼中 2013 學位論文 ; thesis 57 zh-TW
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description 碩士 === 國立中正大學 === 化學工程研究所 === 101 === Depletion interaction plays an important role in colloidal solutions, and the study of such phenomena can help elucidate the mechanism of the oscillation of pair interaction potential between two colloidal particles. In the past, researchers utilized the concept of small spheres which lead to the formation of "shell" around the large spheres to explain the oscillation of interaction potential of the latter, but the resulting change of interaction and its mechanism are barely discussed. The fluctuations of small colloidal particles between two large probe particles separated by various distances have been investigated using Brownian dynamics simulation. By dividing the area inside and outside of two big colloidal particles, respectively, and analyzing the radial distribution function between large and small particles separately, we found that the small particles outside two particles, hardly affect the interaction between them. On the other hand, analyses on the density and number fluctuation in the inner tube and the outer shell between two large particles suggested that the variation of number fluctuation in small particles result in a notable change of interaction potential between the large particles.
author2 華繼中
author_facet 華繼中
Kao, Chun-Hsiang
高俊翔
author Kao, Chun-Hsiang
高俊翔
spellingShingle Kao, Chun-Hsiang
高俊翔
A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System
author_sort Kao, Chun-Hsiang
title A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System
title_short A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System
title_full A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System
title_fullStr A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System
title_full_unstemmed A Langevin Dynamics Study of Depletion Forces in Binary Hard-Sphere System
title_sort langevin dynamics study of depletion forces in binary hard-sphere system
publishDate 2013
url http://ndltd.ncl.edu.tw/handle/16212708227506006449
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