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Modeling Relaxation Dynamics of Confined Fluids: From Capillary Transitions to Nanoscale Separations

Modeling Relaxation Dynamics of Confined Fluids: From Capillary Transitions to Nanoscale Separations
模拟受限流体的弛豫动力学:从毛细管跃迁到纳米级分离
批准号:
1158790
负责人:
Peter Monson
金额:
$32.23万
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
2012
资助国家:
美国
项目状态:
已结题
起止时间:
2012-09-01 至 2016-08-31

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中文摘要
翻译
智力优势。这一与纳米有关的建议要求支持发展和应用一种统一的理论方法来研究多孔材料中流体的热力学和动力学。这种统一的建模框架预计将对新多孔材料的材料科学和工程产生重大影响,它们的应用范围很广,从催化,吸附和膜分离,到微电子学中的低k值,再到生物技术中的传感器和诊断。动态平均场理论(DMFT)是一种与经典密度泛函理论(DFT)描述的受限流体热力学完全一致的理论。用DMFT可以研究多孔材料与流体接触时体系对体相阶跃变化(化学势或压力)的响应。系统演化到一个终态,此时密度分布也是系统的DFT解。该理论可以描述复杂孔隙网络结构的吸附/脱附动力学,包括孔隙冷凝和蒸发的成核机制,以及空穴阻塞的动力学。该理论也可以应用于混合物,以研究诸如混合物的毛细凝聚动力学或多孔材料中一种物质被另一种物质取代的动力学等现象。该研究项目有可能对多孔材料中流体的模拟做出革命性的贡献。该项目有三个组成部分:i)孔隙网络中流体的DMFT。我们将研究孔的冷凝/蒸发以及空穴的流体在孔隙网络的机制,我们还将研究部分润湿和部分干燥系统与应用tocondensation的水在碳材料和汞孔隙率; ii)DMFT流体混合物。我们将研究二元混合物的孔凝聚,包括孔网络结构和非理想性的影响。我们还将考虑动力学的位移过程,如在提高煤层气回收; iii)进一步理论发展和评估DMFT。研究人员将通过与非平衡分子动力学和川崎动力学模拟的比较来测试DMFT的准确性。此外,他们亦会研究成核过程动力学中对称性破缺的起源,研究DMFT中涨落的显式包含,并会考虑高阶近似的效用。虽然这里提出的研究本质上是基础性的,但对多孔材料应用的潜在影响是显着的,并影响许多技术.目前,世界范围内对新型多孔材料的材料科学和工程研究已取得了巨大的进展,而密度泛函理论(DMFT)提供了一种新的方法来理解受限于这种系统中的流体的动力学行为,这与密度泛函理论(DFT)的热力学处理是一致的。这项研究是transformativebecause它提供了一种方法来建模约束流体的属性,治疗热力学和松弛动力学在一个统一的上下文中。这项研究将有助于弥合两个研究社区在该地区的封闭流体性质,一个侧重于吸附等温线测量和热力学和其他侧重于运输现象...该项目包括重要的教育和推广计划,包括创造本科生研究机会,包括为社区和四年制州立大学的学生提供REU,并加强年轻研究人员参与PI组织的国际会议。该项目还包括与工业界(Quantachrome)和国际合作(莱比锡大学)的合作。
英文摘要
Intellectual Merit. This nano-related proposal requests support for development and application of a unifiedtheoretical approach to the thermodynamics and dynamics for fluids confined in porousmaterials. This unified modeling framework is expected to have major impact upon the materialsscience and engineering of new porous materials and their use is many applications, rangingfrom catalysis, adsorption and membrane separations, to low-k dielectrics in microelectronics, tosensors and diagnostics in biotechnology. The theory being developed, dynamic mean fieldtheory (DMFT), is fully consistent with the thermodynamics of confined fluids as described byclassical density functional theory (DFT). With DMFT one can take a model porous material incontact with a bulk fluid and investigate the response of system to step changes in the bulkstate (chemical potential or pressure). The system evolves to a final state in which the densitydistribution is also a solution of DFT for the system. The theory can describeadsorption/desorption dynamics for complex pore network structures, including the nucleationmechanisms for pore condensation and evaporation, as well as the dynamics of cavitation orpore blocking. The theory can also be applied to mixtures, to study phenomena such as thedynamics of capillary condensation of mixtures or the dynamics of the displacement of onespecies in a porous material by another. The research project has the potential to be atransformative contribution to the modeling of fluids confined in porous materials.There are three components to the project: i) DMFT for fluids in pore networks. We will studythe mechanism for pore condensation/evaporation as well as cavitation for fluids in porenetworks We will also study partial wetting and partial drying systems with applications tocondensation of water in carbon materials and to mercury porosimetry; ii) DMFT for fluidmixtures. We will study pore condensation of binary mixtures, including the effect of porenetwork structures and nonideality in the mixtures. We will also consider dynamics ofdisplacement processes such as in enhanced coalbed recovery of methane; iii) Furthertheoretical development and assessment of DMFT. The investigators will test the accuracy of DMFT throughcomparison with non-equilibrium molecular dynamics and Kawasaki dynamics simulations. The investigatorswill also investigate the origin of symmetry breaking in the dynamics of nucleation processes.They will study the explicit inclusion of fluctuations in DMFT and will also consider the utility ofhigher order approximations.Broader Impacts. While the research proposed here is fundamental in nature the potentialimpact upon applications of porous materials is significant and affects many technologies. There is an enormous worldwideeffort on the materials science and engineering of new porous materials and DMFT provides anew approach to understanding the dynamical behavior of fluids confined in such systems thatis consistent with the thermodynamic treatment from DFT. The research is transformativebecause it provides an approach to modeling confined fluids properties that treatsthermodynamics and relaxation dynamics in a unified context. The research will help bridge tworesearch communities in the area of confined fluid properties, one focused on adsorptionisotherm measurements and thermodynamics and the other focused on transport phenomena...The project includes significant education and outreach programs including creatingundergraduate research opportunities, including REU for students from community and four yearstate colleges and enhancing the involvement of young researchers in internationalconferences the PI is organizing. The project also includes collaboration with industry(Quantachrome) and international collaboration (University of Leipzig).
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DMREF/Collaborative Research: Synthesis of Colloidal Crystals Guided by Particle-Based Theory and Simulation
  • 批准号:
    1434714
  • 项目类别:
    Standard Grant
  • 资助金额:
    $53.95万
  • 财政年份:
    2014
  • 负责人:
    Peter Monson
  • 依托单位:
Travel Support for FOA10 Conference
  • 批准号:
    0946897
  • 项目类别:
    Standard Grant
  • 资助金额:
    $1.0万
  • 财政年份:
    2010
  • 负责人:
    Peter Monson
  • 依托单位:
Developing a Theory of Relaxation Dynamics for Fluids Confined in Porous Materials
  • 批准号:
    0853068
  • 项目类别:
    Standard Grant
  • 资助金额:
    $30.0万
  • 财政年份:
    2009
  • 负责人:
    Peter Monson
  • 依托单位:
U.S.-Poland Workshop on Nanoscale Phenomena in Materials and at Interfaces: June 7-10, 2010 in Krakow, Poland
  • 批准号:
    0935979
  • 项目类别:
    Standard Grant
  • 资助金额:
    $6.94万
  • 财政年份:
    2009
  • 负责人:
    Peter Monson
  • 依托单位:
海外基金