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 28 - December 01, 2017
at Waseda University, Tokyo, Japan

#02 Meeting Room, 55N Bldg., Nishi-waseda Campus


Thank you very much for your cooperation!

Program → PDF (392KB) Updated Dec. 01, 2017
Abstracts → PDF (283KB) Updated Nov. 06, 2017
Poster → PDF (632KB) Updated Nov. 06, 2017



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 in 2017 focuses on the following four themes!


Water wave

Periodic solutions

Numerics and modeling

Navier-Stokes-Korteweg


Main courses


50 minutes lecture × 2 or 4 times

Bernardo COCKBURN

University of Minnesota

New mixed and discontinuous Galerkin methods for the incompressible Navier-Stokes equations.

Walter CRAIG

McMaster University

Four lectures on water waves

Toshiaki HISHIDA

Nagoya University

Large time behavior of a generalized Oseen evolution operator, with applications to the Navier-Stokes flow past a rotating obstacle

Mads KYED

Technical University of Darmstadt

Time-Periodic Navier-Stokes Equations


Invited speakers


50 minutes lecture × 1 time

Tadahisa FUNAKI

Waseda University

Volume preserving mean curvature flow with stochastic term

Matthias HIEBER

Technical University of Darmstadt / Waseda University

Mild and Strong Periodic Solutions to Semilinear Evolution Equations

Hideo KOZONO

Waseda University

Finite energy for the Navier-Stokes equations and Liouville-type theorems

Yasunori MAEKAWA

Kyoto University

On stationary two-dimensional flows around a fast rotating disk

Issei OIKAWA

Waseada University

Superconvergence of the HDG method

Hirokazu SAITO

Waseada University

Local solvability of the Navier-Stokes-Korteweg system on general domains

Niccolo GIANNETTI

Kiyoshi SAITO

Waseda University

Thermodynamic modelling of two phase flow within heat pump systems

Yoshihiro SHIBATA

Keiichi WATANABE

Waseda University

On the Navier-Stokes-Korteweg equations.

Yukihito SUZUKI

Waseda University

A GENERIC formalism and the interstitial work flux for Korteweg-type fluids

Kenji TAKIZAWA

Waseda University

Space-Time Computational Analysis with Isogeometric Discretization

Kazuyuki TSUDA

Osaka University

Time decay estimate with diffusive property and smoothing effect for solution to the compressible Navier-Stokes-Korteweg system

Akifumi YAMAJI

Waseda University

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

Short talks (20 minutes)

Thomas EITER

Technical University of Darmstadt

Falling drop in an unbounded liquid reservoir: Steady-state solutions

Takanori KURODA

Waseda University

The Asymptotic Analysis on a Complex Ginzburg-Landau Equation Based on the Potential-Well Method

Miho MURATA

Kanagawa University

The global well-posedness for the compressible fluid model of Korteweg type

Takuya TERAHARA

Waseda University

Heart Valve Flow Analysis with the Integrated Space-Time Variational Multiscale, Slip Interface, and Topology Change Methods and Isogeometric Discretization

Shun UCHIDA

Waseada University

Existence of periodic solutions to some system describing double-diffusive convection phenomena

Xin ZHANG

Waseda University

On the persistence of Hölder regular patches of density for the inhomogeneous Navier-Stokes equations


Organizers


Giovanni P. GALDI

(University of Pittsburgh)

Matthias HIEBER

(TU Darmstadt / Waseda University)

Yoshihiro SHIBATA

(Waseda University)


Accsess to Venue

02 Conference room, 55 building
(1st 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