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Multiscale methods for porous media flows

发布时间:2018-01-11 08:41 浏览次数:来源:

题目: Multiscale methods for porous media flows

报告人: Yalchin Efendiev 教授(美国 Texas A&M 大学)

时间地点:1月11日(周四)下午:2:30--3:30.

报告人简介: Yalchin Efendiev, Texas A&M 大学 数学教授,科学计算Mobil Chair, 曾做2014 ICM 45分钟邀请报告, AMS fellow。 担任JCAM 主编, SIAM MMS, JCP等10余种科学期刊的编委。

报告摘要: Subsurface formations often display high degrees of variability over multiple length scales. This permeability's spatial variations and complex connectivity impact flow and transport. For this reason, these effects must be included in simulations of flows. Upscaling techniques are introduced to coarsen these geological models for flow calculations. The main idea of upscaling techniques is to formulate macroscopic equations on a coarse grid and ways to compute macroscopic parameters. It is important that these coarsened flow models replicate the fine scale characterizations. Recently, multiscale methods are introduced to perform coarse-grid simulations. In this talk, I will give an overview of some multiscale methods and discuss their relation to flow-based upscaling. I will mostly focus on single-phase flow and show how to derive upscaled models and compute effective properties using multiscale methods and flow-based upscaling. I will describe subgrid errors in these methods and show a relation between multiscale methods and flow-based upscaling methods. Then, I will describe a general multiscale framework and show how one can achieve an accurate coarse-grid models.

欢迎大家参加。

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