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
Supported by
-
Mathematics and Physics Unit, "Multiscale Analysis, Modelling and Simulation"
Top Global University Project, Waseda University - JSPS Grant No. 17H01097, Construction of Mathematical Theory of Two Phase Flows (Yoshihiro SHIBATA)
- JSPS Grant No. 18H04100, Fluid-Structure Interaction Modeling of Heart Valves and Red Blood Cells (Kenji TAKIZAWA)
- Interdisciplinary Institute for Thermal Energy Conversion Engineering and Mathematics, Organization for University Research Initiatives, Waseda University
- Institute of Mathematical Fluid Dynamics, Comprehensive Research Organization, Waseda University
- Institute for Frontier Fluid—Structure Interaction Analysis, Green Computing Systems Research Organization, Waseda University
- Mitsuo Umezu laborlatory, School of Creative Science and Engineering, Waseda University