免费A级毛片在线播放不收费,国产麻豆剧传媒精品国产av,最近最好的2019中文,最好看免费观看高清电影大全

學術動態

?劉夢: A non-iterative method for recovering an inclusion in an unbounded Stokes-Brinkman flow.
2021年11月22日 | 點擊次數:

報告承辦單位: 數學與統計學院

報告題目A non-iterative method for recovering an inclusion in an unbounded Stokes-Brinkman flow.

報告內容 In this talk, we focus on the inverse problem of recovering an inclusion immersed in the unbounded viscous flow which is governed by the Stokes-Brinkman equations. The well-posedness of the model problem is first proved by employing the boundary integral equation method. Then a novel issue of the linear sampling method (LSM) and factorization method (FM) are proposed for reconstructing the shape and location of the inclusion only from the exterior velocity measurements, yielding a fast imaging algorithm. Numerical examples are presented to demonstrate the feasibility and effectiveness of the reduced inversion algorithm.

 

報告人姓名:  劉夢

報告人所在單位: 西安交通大學

報告人職稱/職務及學術頭銜:   博士

報告時間:  2021112614:40-15:20

報告方式:  騰訊會議ID: 838 2530 8952

報告人簡介:  劉夢,西安交通大學數學與統計學院在讀博士。研究興趣集中在流體力學中的反問題的唯一性及數值方法。

 

  • <samp id="20me8"></samp>
    <fieldset id="20me8"><var id="20me8"></var></fieldset>