CAREER: Statistical Mechanics of Particulate Systems Far from Equilibrium
职业:远离平衡的颗粒系统的统计力学
基本信息
- 批准号:0239504
- 负责人:
- 金额:--
- 依托单位:
- 依托单位国家:美国
- 项目类别:Continuing Grant
- 财政年份:2003
- 资助国家:美国
- 起止时间:2003-05-15 至 2008-12-31
- 项目状态:已结题
- 来源:
- 关键词:
项目摘要
This CAREER award supports theoretical and computational research and education on "jammed" systems of particulate materials, such as emulsions and granular media. These systems are inherently far from their equilibrium state. This work seeks to test and further develop a unifying thermodynamic framework which promises to lead to a common understanding of a wide range of systems with collective relaxation dynamics. In particular, study will focus on two soft-matter systems: densely packed granular matter and highly concentrated emulsions. If a thermodynamic framework can describe the behavior of systems far from equilibrium, than an effective temperature with a true thermodynamic meaning exists as a key parameter in characterizing the material's properties. In order to examine the validity of this concept, the PI will perform computer simulations- using high-performance numerical algorithms in serial and parallel architectures- and develop an appropriate theoretical basis to describe the observed behavior. The PI will test whether the application of thermodynamic concepts may provide the framework for understanding slow granular rheology and nonlinear elastic phenomena. The work has potential broader impacts on the petroleum, pharmaceutical, and processing industries and on fundamental science through the exploration of the theoretical idea that a statistical ensemble for closely packed particulate systems could be an example of a true generalization of the application of statistical mechanics of Gibbs and Boltzmann to systems out of equilibrium. The educational component involves curriculum development and innovation, attraction and retention of underrepresented minority students, and dissemination of our results to a wide audience through an educational web site. It entails the development of a series of interdisciplinary courses on modern, soft-matter physics and computational physics topics, which will be tightly integrated with the research plan. Involving undergraduate and graduate students in research environments early on in their careers will be a priority of this program. The PI will draw an excellent pool of minority undergraduate and graduate students from physics and chemical, civil and mechanical engineering backgrounds. %%%This CAREER award supports theoretical and computational research and education on "jammed" systems of particulate materials, such as emulsions and granular media.In particulate materials, a "jammed" system results if particles are packed together so that all particles are touching their neighbors, a possibility provided the density is sufficiently high. It has been postulated that the behavior of systems experiencing such a state of structural arrest, a state that is inherently far from the equilibrium state, can be described by equilibrium thermodynamic concepts and the existence of an effective temperature. This work proposes to test and further develop a unifying thermodynamic framework which promises to lead to a common understanding of a wide range of systems. The work has potential broader impacts on the petroleum, pharmaceutical, and processing industries and on fundamental science through the exploration of the theoretical idea that a statistical ensemble for closely packed particulate systems could be an example of a true generalization of the application of statistical mechanics of Gibbs and Boltzmann to systems out of equilibrium. The educational component involves curriculum development and innovation, attraction and retention of underrepresented minority students, and dissemination of our results to a wide audience through an educational web site. It entails the development of a series of interdisciplinary courses on modern, soft-matter physics and computational physics topics, which will be tightly integrated with the research plan. Involving undergraduate and graduate students in research environments early on in their careers will be a priority of this program. The PI will draw an excellent pool of minority undergraduate and graduate students from physics and chemical, civil and mechanical engineering backgrounds. ***
这个职业奖支持理论和计算研究和教育的“堵塞”系统的颗粒材料,如乳液和颗粒介质。这些系统本质上远离它们的平衡状态。这项工作旨在测试和进一步开发一个统一的热力学框架,该框架有望对具有集体弛豫动力学的广泛系统达成共识。特别是,研究将集中在两个软物质系统:致密颗粒物质和高浓度乳液。如果热力学框架可以描述远离平衡的系统的行为,那么具有真正热力学意义的有效温度就可以作为表征材料性质的关键参数。为了检验这一概念的有效性,PI将使用串行和并行架构中的高性能数值算法进行计算机模拟,并开发适当的理论基础来描述观察到的行为。PI将测试热力学概念的应用是否可以为理解慢颗粒流变学和非线性弹性现象提供框架。这项工作对石油、制药和加工工业以及基础科学有着潜在的更广泛的影响,通过探索紧密堆积颗粒系统的统计系综这一理论思想,吉布斯和玻尔兹曼的统计力学应用于平衡系统的真正推广可以成为一个例子。教育部分涉及课程开发和创新,吸引和留住代表性不足的少数民族学生,并通过教育网站向广大受众传播我们的成果。它需要开发一系列关于现代软物质物理和计算物理主题的跨学科课程,这些课程将与研究计划紧密结合。让本科生和研究生在职业生涯早期参与研究环境将是该计划的优先事项。PI将吸引来自物理和化学,土木和机械工程背景的少数民族本科生和研究生的优秀人才。%该职业生涯奖支持颗粒材料(如乳液和颗粒介质)“堵塞”系统的理论和计算研究及教育。在颗粒材料中,如果颗粒堆积在一起,所有颗粒都接触到它们的邻居,那么“堵塞”系统就会产生,前提是密度足够高。已经假设,经历这种结构停滞状态的系统的行为,这种状态本质上远离平衡状态,可以通过平衡热力学概念和有效温度的存在来描述。这项工作提出了测试和进一步开发一个统一的热力学框架,这有望导致广泛的系统的共同理解。这项工作对石油、制药和加工工业以及基础科学有着潜在的更广泛的影响,通过探索紧密堆积颗粒系统的统计系综这一理论思想,吉布斯和玻尔兹曼的统计力学应用于平衡系统的真正推广可以成为一个例子。教育部分涉及课程开发和创新,吸引和留住代表性不足的少数民族学生,并通过教育网站向广大受众传播我们的成果。它需要开发一系列关于现代软物质物理和计算物理主题的跨学科课程,这些课程将与研究计划紧密结合。让本科生和研究生在职业生涯早期参与研究环境将是该计划的优先事项。PI将吸引来自物理和化学,土木和机械工程背景的少数民族本科生和研究生的优秀人才。***
项目成果
期刊论文数量(0)
专著数量(0)
科研奖励数量(0)
会议论文数量(0)
专利数量(0)
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Hernan Makse其他文献
Fibration symmetry-breaking supports functional transitions in a brain network engaged in language
纤维化对称性破坏支持参与语言的大脑网络的功能转换
- DOI:
- 发表时间:
2024 - 期刊:
- 影响因子:0
- 作者:
Hernan Makse;Tommaso Gili;Bryant Avila;Luca Pasquini;Andrei Holodny;David Phillips;Paolo Boldi;Andrea Gabrielli;Guido Caldarelli;Manuel Zimmer - 通讯作者:
Manuel Zimmer
Hernan Makse的其他文献
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{{ truncateString('Hernan Makse', 18)}}的其他基金
Collaborative Research: HNDS-R: Dynamics and Mechanisms of Information Spread via Social Media
合作研究:HNDS-R:社交媒体信息传播的动力学和机制
- 批准号:
2214217 - 财政年份:2022
- 资助金额:
-- - 项目类别:
Standard Grant
CRCNS: Targeted Stimulations in Brain Network of Networks
CRCNS:大脑网络网络的定向刺激
- 批准号:
1515022 - 财政年份:2015
- 资助金额:
-- - 项目类别:
Continuing Grant
Studies of random packings of non-spherical objects
非球形物体随机堆积的研究
- 批准号:
1308235 - 财政年份:2013
- 资助金额:
-- - 项目类别:
Continuing Grant
Mathematical Frameworks for Biological Modular Networks
生物模块化网络的数学框架
- 批准号:
0827508 - 财政年份:2008
- 资助金额:
-- - 项目类别:
Standard Grant
CAA: Self-organization and Robustness in Evolving Biological Networks
CAA:进化生物网络中的自组织和鲁棒性
- 批准号:
0615660 - 财政年份:2006
- 资助金额:
-- - 项目类别:
Standard Grant
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