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Nonequilibrium Dynamics of a Manipulated Polymer: Stretching and Relaxation 操纵聚合物的非平衡动力学:拉伸和松弛
IF 1.2 Q3 Computer Science Pub Date : 2008-02-27 DOI: 10.1063/1.2897847
T. Sakaue
Owing to their inherent softness, long flexible polymers may exhibit nonequilibrium responses upon manipulations. We attempt to analyze such processes based on the “interface” description associated with the tension propagation. Two illustrative examples, i.e., the dynamics of stretching and its reverse (shrinkage) process, are presented along with the basic formulation.
由于其固有的柔软性,长柔性聚合物在操纵时可能表现出非平衡反应。我们试图基于与张力传播相关的“界面”描述来分析这些过程。两个说明性的例子,即,动力学的拉伸和它的反向(收缩)过程,与基本公式一起提出。
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引用次数: 4
Studies of Drug Delivery and Drug Release of Dendrimer by Dissipative Particle Dynamics 耗散粒子动力学研究树状大分子的药物传递和释放
IF 1.2 Q3 Computer Science Pub Date : 2008-02-27 DOI: 10.1063/1.2897851
Chun-Min Lin, Yi-Fan Wu, H. Tsao, Yu-Jane Sheng
Dendrimers, like unimolecular micelles, may encapsulate guest biomolecules (drug) and therefore are attractive candidates as carriers in drug delivery applications. Hydrophobic drugs can be complexed within the hydrophobic dendrimer interior to make them water‐soluble. The equilibrium partition of hydrophobic solutes into a dendrimer with hydrophobic interior from aqueous solutions is studied by dissipative particle dynamics. The drug is mainly distributed in the vicinity of the interface between hydrophobic interior and hydrophilic exterior within a dendrimer. The partition coefficient, which is defined as the concentration ratio of the drug distributed within dendrimer to aqueous phases, depends on the interaction between drug and hydrophilic dendrimer exterior. Increasing the repulsion between them reduces the solubilization ability associated with the dendrimer.
树状大分子,像单分子胶束一样,可以包裹客体生物分子(药物),因此是药物递送应用中有吸引力的载体。疏水药物可以在疏水树突状分子内部络合,使其具有水溶性。用耗散粒子动力学方法研究了疏水溶质从水溶液中分离成疏水树状大分子的平衡分配。该药物主要分布在树状大分子的疏水内、亲水外界面附近。分配系数定义为分布在树状大分子内部的药物与水相的浓度比,取决于药物与树状大分子外部亲水性的相互作用。增加它们之间的排斥力会降低与树状大分子相关的增溶能力。
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引用次数: 1
Ice Film Morphologies and the Structure Zone Model 冰膜形态与结构区模型
IF 1.2 Q3 Computer Science Pub Date : 2008-02-27 DOI: 10.1063/1.2897880
J. Cartwright, B. Escribano, O. Piro, C. I. Sainz-Díaz, P. Sánchez, T. Sintes
Ice, the solid phase of water, is ubiquitous. A knowledge of ice helps us to comprehend water, a simple molecule, but one with much complex behaviour. Our aim is to understand the morphologies and physics of thin icy films. To treat this complex system we have developed new experimental capabilities with an environmental scanning electron microscope (ESEM) capable of working with ice films, at the same time as new simulation approaches to understanding the physics of ice morphology. A comprehension of the physics of thin‐film morphologies has applicability beyond ice to thin films of metals, ceramics, and other materials.
水的固态冰无处不在。对冰的了解有助于我们理解水,水是一种简单的分子,但却有着非常复杂的行为。我们的目的是了解冰薄膜的形态和物理性质。为了处理这个复杂的系统,我们开发了新的实验能力,使用能够处理冰膜的环境扫描电子显微镜(ESEM),同时使用新的模拟方法来理解冰形态的物理特性。对薄膜形态的物理理解不仅适用于冰,也适用于金属、陶瓷和其他材料的薄膜。
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引用次数: 0
The Structure and Thermodynamic Stability of Reverse Micelles in Dry AOT/Alkane Mixtures 干AOT/烷烃混合物中反胶束的结构和热力学稳定性
IF 1.2 Q3 Computer Science Pub Date : 2008-02-27 DOI: 10.1063/1.2897802
A. Wootton, Francois Picavez, P. Harrowell
Monte Carlo simulation studies of reverse micelles of an anionic surfactant, sodium AOT, in a non‐polar solvent provide strong evidence that, in the absence of water, these clusters are charge ordered polyhedral shells. The stabilizing energy of these clusters is so large that the entropy of mixing is, in comparison, inconsequential and we predict that, if all waters of hydration could be removed (something not yet accomplished for the sodium salt) then AOT would be insoluble in nonpolar solvents.
阴离子表面活性剂AOT钠在非极性溶剂中的反胶束的蒙特卡罗模拟研究提供了强有力的证据,证明在没有水的情况下,这些团簇是电荷有序的多面体壳。这些团簇的稳定能量是如此之大,相比之下,混合的熵是无关紧要的,我们预测,如果所有的水化水都能被去除(钠盐还没有完成),那么AOT将不溶于非极性溶剂。
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引用次数: 8
Monte Carlo Simulation for Ternary System of Water/Oil/ABA Triblock Copolymers 水/油/ABA三嵌段共聚物三元体系的蒙特卡罗模拟
IF 1.2 Q3 Computer Science Pub Date : 2008-02-27 DOI: 10.1063/1.2897844
N. Nakagawa, K. Ohno
We performed Monte Carlo simulation of water/oil/ABA triblock amphiphiles with hydrophilic A and hydrophobic B, on a 51×51×51 simple cubic lattice with periodic boundary conditions in x‐ and y‐directions. Bond fluctuation model(BFM) was used to describe amphiphile, where excluded volume effect and flexible movement of polymer bonds are ascertained. The ratio of water to oil was changed from 10/85 to 50/45 with 5% fixed dilute amphiphiles. For small water/oil ratio, many cubic water clusters surrounded by loop‐shaped amphiphiles dispersed in oil and they were bridged between each other by bridge‐shaped amphiphiles. On the other hand, phase separation between water and oil plus amphiphiles clearly occurred for large water/oil ratio, where water formed one grid‐shaped cluster. At some intermediate water/oil ratio, water cells aggregated into two water clusters with shape of rectangular rod, spread in x‐ and y‐directions and separated in z‐direction by mainly loop‐shaped amphiphiles, where water clusters and ...
我们在具有x -和y -方向周期性边界条件的51×51×51简单立方晶格上对亲水A和疏水B的水/油/ABA三嵌段两亲体进行了蒙特卡罗模拟。用键波动模型(BFM)描述两亲体,确定了排除的体积效应和聚合物键的柔性运动。将水油比由10/85改为50/45,固定稀释5%的两亲体。当水/油比较小时,许多被环状两亲体包围的立方水团簇分散在油中,并通过桥状两亲体相互连接。另一方面,当水/油比较大时,水、油和两亲体之间明显发生相分离,水形成一个网格状簇。在某些中等水/油比下,水细胞聚集成两个矩形棒状的水团,在x和y方向上扩散,在z方向上主要由环状两亲体分离。
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引用次数: 1
The effect of asynchronous change on a complex system's behaviour 异步变化对复杂系统行为的影响
IF 1.2 Q3 Computer Science Pub Date : 2005-12-01 DOI: 10.1117/12.638801
J. Mansfield
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引用次数: 0
Mixed IFS: Resolution of the Inverse Problem using Genetic Programming 混合IFS:用遗传规划求解逆问题
IF 1.2 Q3 Computer Science Pub Date : 1995-09-04 DOI: 10.1007/3-540-61108-8_42
E. Lutton, J. L. Véhel, Guillaume Cretin, Philippe Glevarec, Cidric Roll
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引用次数: 53
Nonbinary Transforms for Genetic Algorithm Problems 遗传算法问题的非二元变换
IF 1.2 Q3 Computer Science Pub Date : 1994-04-11 DOI: 10.1007/3-540-58483-8_4
Paul Field
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引用次数: 7
Structurally Dynamic Cellular Automata 结构动态元胞自动机
IF 1.2 Q3 Computer Science Pub Date : 1987-01-01 DOI: 10.1007/978-0-387-30440-3_528
Andrew Ilachinski, Paul Halpern
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引用次数: 44
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