Discrete Simulation of Fluid Dynamics

流体动力学离散模拟会议（dsfd.org）是讨论流体流动的新数值方法的首要论坛，包括格子气自动机（LGA）、格子玻尔兹曼方程（LBE）、离散速度方法（DVM）、耗散粒子动力学（DPD）、光滑粒子流体动力学（SPH）、直接模拟蒙特卡罗（DSMC）、随机旋转动力学（SRD）、分子动力学（MD）、和混合方法。19号会议将于2010年7月5日至9日在罗马举行。由于机票费用高昂，资金不足的研究人员需要额外支助才能出席会议。NSF基金为来自美国的18名初级教师，博士后和学生提供部分支持，以在这次会议上展示他们的研究。北达科他州州立大学的一个地方委员会根据申请人的需要、申请人是否属于代表性不足的群体以及拟议研究报告的科学合理性来选择旅行支持。材料、纳米技术、信息技术和生物技术的进步越来越依赖于新颖的数值算法。因此，对正在开发下一代这些方法的学生和博士后的培训至关重要。该补助金为最有前途的年轻研究人员提供了从同行那里了解最新发展的机会，与具有相似兴趣的研究人员交流思想，并有机会在流体动力学模拟的新型数值算法领域的专门会议上展示自己的研究成果。

The conference on discrete simulation of fluid dynamics (dsfd.org) is the premier forum to discuss novel numerical methods for fluid flow including lattice gas automata (LGA), the lattice Boltzmann equation (LBE), discrete velocity methods (DVM), dissipative particle dynamics (DPD), smoothed-particle hydrodynamics (SPH), direct simulation Monte Carlo (DSMC), stochastic rotation dynamics (SRD), molecular dynamics (MD), and hybrid methods. The 19. meeting is held July 5-9, 2010 in Rome. Because of the significant cost of airfare underfunded researchers need additional support to attend meeting. The NSF funds provide partial support for 18 junior faculty members, postdocs and students from the US to present their research at this meeting. A local committee at North Dakota State University selected the travel support based on need, whether the applicant belongs to an underrepresented group, and the scientific soundness of the proposed research presentation.Advances in materials, nanotechnology, information technology and biotechnology increasingly rely on novel numerical algorithms. So the training of students and postdocs who are developing the next generation of these methods is of paramount importance. This grant provides the most promising young researchers with the opportunity to learn about the newest developments from their peers, to exchange ideas with researchers who share similar interests, and the opportunity to present their own research results at a specialized conference in the field of novel numerical algorithms for the simulation of fluid dynamics.