2017第二届应用数学与数据科学国际会议（ICAMDS2017）

欢迎参加2017第二届应用数学与数据科学国际会议（ICAMDS2017），ICAMDS2017将于2017年4月27-28日在中国西安召开。以下是会议日程信息，供您参考：
（具体日程安排会根据实际情况有所调整）

       2017第二届应用数学与数据科学国际会议为广大从事应用数学与数据科学等相关领域的研究学者、专家提供交流平台。会议组委会诚邀全球相关领域的学者、专家参加此次国际会议，就应用数学与数据科学相关热点问题进行探讨、交流，共同促进全球应用数学与数据科学的发展。

       2017第二届应用数学与数据科学国际会议将于2017年4月27-28日在中国西安召开。西安，古称长安，陕西省省会。西安是举世闻名的世界四大文明古都之一，居中国古都之首，是中国历史上建都时间最长、建都朝代最多、影响力最大的都城。作为华夏文明的发源地，西安的历史悠久，文化的积淀非常厚重，它是著名的丝绸之路的起点。西汉时期，汉武帝派遣张骞出使西域，正式开辟了以长安为起点，联结欧亚大陆的通道“丝绸之路”。“西安文物甲天下”，深厚的历史文化积淀和浩瀚的文物古迹遗存使西安享有“天然历史博物馆”的美称。有诸如秦始皇兵马俑、大雁塔、西安古城墙、华清池等著名旅游景点。

Dr. Alaeddin Malek, Associate Professor

Department of Applied Mathematics, Faculty of Mathematical Sciences, Tarbiat Modares University, Iran

Biography: Alaeddin Malek received his M.Sc. and Ph.D. degrees in Applied Mathematics from McGill University, Canada, and University of Wales, UK, in years 1986 and 1991. At the moment he is an Associate Professor in Department of Applied Mathematics, Tarbiat Modares University, Tehran, Iran. His current research interests include Neural networks, Optimization and control theory, Dynamical systems, Heat transformation, Thin films, Heat management in composites, Applications of mathematics in biomedical engineering and Numerical solutions for PDEs. He is the co-author in the 21 books written in the Persian language. He has published more than 48 papers in the international journals.He was keynote speaker for the International Conference of Mathematical Sciences, (2009), Istanbul, Turkey, the 4th Iranian Conference on Numerical Analysis and its Applications, (2013), the 22nd Iranian Conference on Biomedical Engineering (2015) and Second National Conference on Computational Sciences (2016). His talk entitled “Optimization with Recurrent Neural Networks: Recent Advances and New Perspectives”, “Synchronization Control for Flying Robots Formation”, “Application of Mathematics in Biomedical Engineering” and “Solving Convection Equation in Porous Area using Spectral Methods” respectively.

Topic: Efficient Techniques for Free Convection in an Inclined Saturated Porous Medium

Abstract: The physical process for heat transfer in fluid-saturated porous medium contains both the mass conservation (continuity equation) and the energy conservation (Darcy’s law and the heat transfer equation). Some numerical codes that have potential to solve simple types of this problem are: ANSYS FLUENT, Sutrasoftware, Wolfram Mathematica 10, Open FOAM the open source CFD Toolbox and COMSOL MULTIPHYSICS. In this talk, I focus on proposing the semi-analytic Fourier-Galerkin solution to the problem, while the finite element solution is given for the evaluation of the proposed method. This talk is organized as follows: First; the problem geometry is defined as an inclined square porous cavity whose four walls are maintained at different temperatures or heat fluxes and the horizontal walls are assumed to be adiabatic. Second; the problem is modeled and solved semi-analytically using the Fourier-Galerkin method by (i) Applying a rotation transformation to rewrite the equation in the transformed system, (ii) Reformulating the governing equation using the stream function and the temperature as unknowns, (iii) Expanding the unknowns in appropriate Fourier series, (iv) Substituting the series in the novel governing equation (v) Treating the resulting equation by using the Galerkin technique, (vi) Solving the final system to get the Fourier coefficients. Third; Numerical solution is performed by using the Free Convection in Porous Media package (FCPM) that is developed by the LHyGes institute at Strasbourg University. FCPM combines specific numerical methods for time integration and spatial discretization to efficiently solve the equations of free convection in porous media. Comparisons are made between the solutions to show the efficiency of the proposed method.

注：只参会不投稿人员可在会议中做口头报告，注册费用在以上票价（C票、D票）基础上增加500元（口头报告的主题、摘要等信息将会收录在程序手册中）。

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1、团体购票6张及以上可享9折优惠；
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