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, Modeling and Simulation"
Top Global University Project, Waseda University

International Workshop on the Multi-Phase Flow;
Analysis, Modeling and Numerics

November 07 - 11, 2016
at Waseda University, Tokyo, Japan

05 Conference Room, 63 Bldg., Nishi-waseda Campus


Thank you very much for your cooperation!

Program → PDF (72KB) Updated Oct. 25, 2016
Abstracts → PDF (261KB) Updated Nov. 01, 2016
Poster → PDF (430KB) Updated Oct. 10, 2016



About this Workshop


As technology develops, it becomes more and more important to analyze, predict and control complex multi-scale phenomena accurately. The multi-phase flow is a representative example of such complex phenomena which appears in many important problems in industry. In this workshop, internationally recognized researchers in mathematics such as partial differential equation, probability, geometry and numerical analysis as well as in physics and engineering will be invited and present state-of-the-art results of their research, which will be concerned with analysis, modeling and numerical simulation of the multi-phase flow. It is a purpose of this workshop to explore methods to analyze, predict and control the multi-phase flow through interdisciplinary discussions of mathematics, physics and engineering.

This workshop will be held as part of the activity of Top Global University Project at Waseda University, which intends to produce talented people with international and cross-cultural backgrounds. In order to enhance international and multi-disciplinary education in the doctoral program, this workshop also contains intensive courses by world-class researchers and student research presentations.

The workshop of this year focuses on the following five themes!


Numerics and modeling

Navier-Stokes equations

Stochastic and complex system

Free-boundary problem

Bio-fluid dynamics: mathematical analysis and modeling


Main courses


120 minutes lecture

Suncica CANIC

University of Houston

An Introduction to Fluid-Solid Interaction in Biofluids

Franco FLANDOLI

University of Pisa

Mean field results for particles dispersed in fluids

Giovanni P. GALDI

University of Pittsburgh

Flow of a Viscous Liquid Past an Obstacle at Arbitrary Reynolds

Yoshihiro SHIBATA

Waseda University

On some free boudary problem for the Navier-Stokes equations

Thomas RICHTER

University of Magdeburg

Finite Elements for Fluid-Structure Interactions


Invited speakers


60 minutes lecture

Elena FROLOVA

St. Petersburg State University / Waseada University

Free boundary problem of magnetohydrodynamics for two liquids

Tadahisa FUNAKI

The University of Tokyo

Sharp interface limit for a stochastically perturbed mass conserving Allen-Cahn equation

Matthias HIEBER

Technical University of Darmstadt / Waseda University

Strong Solutions to Two-Phase Free Boundary Value Problems for Newtonian and Non-Newtonian Fluids

Toshiaki HISHIDA

Nagoya University

Navier-Stokes flow past a rigid body: attainability of steady solutions as the limit of unsteady weak solutions, starting and landing cases

Yoshifumi KIMURA

Nagoya University

Search for a standard model of vortex reconnection

Yasunori MAEKAWA

Kyoto University

On some stability results for two-dimensional exterior flows

Anne ROBERTSON

University of Pittsburgh

Modeling the mechanobiology of the arterial wall: Our current understanding and future research directions

Kiyoshi SAITO

Waseda University

Experimental Study on Two-Phase Flow in Vapor Compression Heat Pump

Franck SUEUR

University of Bordeaux

Point vortex dynamics as zero-radius limit of the motion of rigid bodies in a perfect incompressible fluid

Yoshie SUGIYAMA

Kyushu University

Time global existence and finite time blow-up criterion for solutions to the Keller-Segel system coupled with Navier-Stokes fluid

Hiroshi SUITO

Okayama University

Fluid dynamical and statistical analyses for morphological characteristics of large arteries

Kenji TAKIZAWA

Waseda University

Space-time Computational Analysis with NURBS in Space and Time

Akifumi YAMAJI

Waseda University

Application of Moving Particle Semi-implicit Method (MPS) for Analysis of Molten Core Behavior in Severe Accident of Nuclear Reactors

Hiroaki YOSHIMURA

Waseda University

The Lagrangian formulation of nonholonomic mechanical systems

Wojciech ZAJACZKOWSKI

Polish Academy of Science

On some free boundary problems to magnetohydrodynamics


30 minutes lecture

Sebastián Elías GRAIFF ZURITA

Balseiro Institute

Discrete mechanical systems: existence of trajectories

Kai LEE

The University of Tokyo

Sharp interface limit for the stochastic Allen-Cahn equations

Hideki MURAKAWA

Kyushu University

Mathematics of cell-cell adhesion: modeling and analysis

Issei OIKAWA

Waseada University

A finite element method for the Stokes equations with a penalized slip boundary condition

Kaori ONOZAKI

Waseada University

Trajectory design for space missions in the 4-body system

Hirokazu SAITO

Waseada University

Free Boundary Problem of a Compressible Fluid Model of Korteweg Type

Koya SAKAKIBARA

The University of Tokyo

Structure-preserving numerical scheme for Hele-Shaw problems by the method of fundamental solutions

Yukihito SUZUKI

Waseada University

A bracket formulation and structure preserving numerical method for diffuse interface models


Organizers


Giovanni P. GALDI

(University of Pittsburgh)

Matthias HIEBER

(TU Darmstadt / Waseda University)

Yoshihiro SHIBATA

(Waseda University)


Accsess to Venue

05 Conference room, 63 building
(2nd floor)
Nishi-waseda Campus, Waseda University


Supported by

  Waseda TGU project   TOP GLOBAL UNIVERSITY JAPAN


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