スーパーグローバル大学創成支援 早稲田大学 数物系科学拠点
Mathematics and Physics Unit "Multiscale Analysis, Modelling and Simulation"
Top Global University Project, Waseda University

International Workshop on Multiphase Flows
Analysis, Modelling and Numerics

November 19–22, 2019
Waseda University, Tokyo, Japan

Meeting Room, Bldg. 62, Nishi-waseda Campus & Green Computing Systems Research and Development Center (GCS)


Thank you for your cooperation!

Program → PDF Updated Oct 18, 2019

Poster → PDF Updated Oct 18, 2019

Abstracts → PDF Updated Oct 25, 2019



Registration

Registration is only for November 21 and 22 at GCS.
For November 19 and 20 lectures, which will be held at Nishi-Waseda campus, registration is not required.


Registration Form


About this Workshop


As technology evolves, it becomes more and more important to analyze, predict and control complex multiscale phenomena accurately. Multiphase flow is a good example of such complex phenomena. It is encountered in many important problems in industry. In this workshop, internationally recognized invited researchers in mathematical topics, such as partial differential equations, probability, geometry and numerical analysis, as well as in physics and engineering, will give state-of-the-art presentations on their research, related to analysis, modelling and numerical simulation of multiphase flows. The central objective of the workshop is to explore methods for analyzing, predicting and controling multiphase flows, through interdisciplinary discussions on mathematics, physics and engineering.

The workshop will be held as part of the activities of Top Global University Project at Waseda University, which strives to create a talented research workforce with international and cross-cultural backgrounds. To enhance international and multi-disciplinary education in doctoral programs, the workshop will also have intensive courses by world-class researchers and student research presentations.


Minicourses


Venue: Nishi-waseda

Toshiaki HISHIDA

Nagoya University

Decay Estimates of Gradient of a Generalized Oseen Evolution Operator Arising from Time-Dependent Rigid Motions in Exterior

Mikhail V. KOROBKOV

Fudan University

On Leray Problems for Steady Navier—Stokes System in 2D Bounded and Exterior Domains

Venue: GCS

Hector GOMEZ

Purdue University

① Computational Phase-Field Modeling: Applications in FLuids, Solids and Biomechanics


② Computational Modeling of Prostate Cancer


Ming-Chen HSU

Iowa State University

① Introduction to Immersogeometric Methods


② Fluid—Structure Interaction Modeling and Analysis of Heat Valves

Kenji TAKIZAWA

Waseda University

① Introduction to Space—Time Computational Flow Anlysis and Mesh Update Methods


② Arterial Wall Modeling in Computational Cardiovascular Analysis

Tayfun E. TEZDUYAR

Rice University / Waseda University

① Introduction to Stabilized Methods for Computational Flow Anlysis


② FSI and Fluid Mechanics in Cardiovascular Analysis


50-minutes Lectures


Venue: Nishi-waseda

Giovanni P. GALDI

University of Pittsburghy

The Motion of a Heavy Rigid Body with a Liquid-Filled Interior Cavity


Guilong GUI

Northwest University

Local Well-Posedness of the Vacuum Free Boundary of 3-D Compressible Navier—Stokes Equations

Song JIANG

IAPCM

Magnetic Inhibition on the Rayleigh-Taylor Instability and Thermal Convection in Non-resitive Manetohydrodynamics

Grigory SEREGIN

University of Oxford

Duality Approach to Local Regularity Theory for Navier—Stokes Equations

Venue: GCS

Hiroshi SUITO

Tohoku University

Fluid Dynamics in Cardiovascular Problems


Tadashi YAMAMOTO

Hokkaido University Hospital

Inflammation Caused by Blood Flow

Short Talks


Venue: Nishi-waseda

Jingchi HUANG

Sun Yat-sen University

Global Existence and Stability of Large Solutions to Isentropy Compressible Navier—Stokes Equations

Hiroyuki TSURUMI

Waseda University

The Stationary Navier—Stokes Equations in Toroidal Besov Spaces


Keiichi WATANABE

Waseda University

Maximal Regularity of the Stokes Operator in Exterior Lipschitz Domains


Chao WANG

Peking University

The Local Well-Posedness of Water Wave Equations


Venue: GCS

Takashi KURAISHI

Waseda University

Space—Time Variational Multiscale Method and Isogeometric Analysis with Toplogy Change

Megumi MINAMIHARA

Waseda University

Mittral Valve and Chorda Tendinea Modeling with T-Splines

Yuto OTOGURO

Waseda University

A General-Purpose NURBS Mesh Generation for Complex Geometries and Element Length Expressions

Takuya TERAHARA

Waseda University

Ventricle-Valve-Aorta Flow Analysis with the Space—Time Isogeometric Discretization and Topology Change


Venues

Meeting Room, Building 62 (1st floor)
Nishi-waseda Campus, Waseda University


Green Computing Systems Research and Development Center, Waseda University





Supported by

  Waseda TGU project   TOP GLOBAL UNIVERSITY JAPAN


Contact:
Mathematics and Physics Unit, "Multiscale Analysis, Modelling and Simulation"
Top Global University Project, Waseda University
TEL: +81-(0)3-5286-3351
E-MAIL: info(at)sgu-mathphys.sci.waseda.ac.jp