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Structural Stability of Poiseuille Flows in Nozzles SPEAKER: Chunjing Xie, Shanghai Jiao Tong University TIME2:45pm - 3:45pm, Thursday, April 11, 2019 VENUE: Room 264, Geography Building, Zhongbei Campus, ECNU (华东师范大学中山北路校区,地理楼264室) ABSTRACT In this talk, we will investigate the local stability of Poiseuille flows for axially symmetric Navier-Stokes equations with swirls. The key ingredient for the analysis is the study for the associated linearized problem for Navier-Stokes equations. BIOGRAPHY Chunjing Xie received his Ph.D. from The Chinese University of Hong Kong, and was a Postdoc at The Chinese University of Hong Kong and University of Michigan, Ann Arbor. He has been a faculty at Shanghai Jiao Tong University since 2011. His main research interests are the analysis for partial differential equations from fluid mechanics and related models. PDE SEMINAR SERIES PDE SEMINAR
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PDE Seminar Series SPRING 2019 - APR...2019/04/11  · SEMINAR SERIES PDE SEMINAR Title PDE Seminar Series SPRING 2019 - APR Created Date 2/11/2019 3:57:30 PM ...

Aug 28, 2020

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Page 1: PDE Seminar Series SPRING 2019 - APR...2019/04/11  · SEMINAR SERIES PDE SEMINAR Title PDE Seminar Series SPRING 2019 - APR Created Date 2/11/2019 3:57:30 PM ...

Structural Stability of Poiseuille Flows in Nozzles

SPEAKER: Chunjing Xie, Shanghai Jiao Tong UniversityTIME: 2:45pm - 3:45pm, Thursday, April 11, 2019VENUE: Room 264, Geography Building, Zhongbei Campus, ECNU

(华东师范大学中山北路校区,地理楼264室)

ABSTRACT

In this talk, we will investigate the local stability of Poiseuille flows for axially

symmetric Navier-Stokes equations with swirls. The key ingredient for the analysis is

the study for the associated linearized problem for Navier-Stokes equations.

BIOGRAPHY

Chunjing Xie received his Ph.D. from The Chinese University of Hong Kong, and was

a Postdoc at The Chinese University of Hong Kong and University of Michigan, Ann

Arbor. He has been a faculty at Shanghai Jiao Tong University since 2011. His main

research interests are the analysis for partial differential equations from fluid

mechanics and related models.

PDE SEMINAR SERIES

PDE SEMINAR