New SIG Mathematical Fluid Mechanics was approved by SPC at the meeting during Spring Festival 2023 on the 12th May 2023.
The proposed SIG
Objectives
The aim of the MFM SIG is to establish a scientific contact platform for academic researchers, scholars and application oriented people working in the area of mathematical modeling in fluid mechanics. The MFM SIG would like to provide theoretical background, skills and expertise in rigorous analysis of mathematical models and tools used in various fields of applied fluid mechanics.
Scientific/technical focus
Motivation & Landscape
The research and development in fluid mechanics is one of the key factors driving the boom in associated business applications. Experimental techniques and numerical methods have helped to significantly advance and broaden the knowledge of various fluid mechanics based phenomena. However the dramatically increasing amount (and high-resolution) of experimental data and numerical results available, forces everyone to reconsider the investigation strategies and modeling approaches. There is a need to increase efficiency, robustness and reliability of mathematical models and methods in use. The problems of well-posedness of mathematical models, existence, uniqueness or stability of their solutions became a crucial factor in actual state of the art as well as future development of the mathematical modeling. Although mathematics is not in the core of ERCOFTAC activities, it is certainly an essential cornerstone in the foundations of all mathematical models and tools being used.
Outline plans
The MFM SIG is planning to organize regular conferences and summer schools, complemented by topical workshops in collaboration with other, more practically and application oriented SIGs:
Short description
The MFM SIG is established as a scientific contact platform for academic researchers, scholars and application oriented people working in the area of mathematical modeling in fluid mechanics. The MFM SIG provides theoretical background, skills and expertise in rigorous analysis of mathematical models and tools used in various fields of applied fluid mechanics.
Coordinators
The SIG should appoint two Coordinators, whose role is to initiate and manage the activities of the group. There should be one senior (Chair) and one junior (Deputy), and they must belong to organisations that are ERCOFTAC members.
ERCOFTAC SIG52 Conference Mathematics of Fluids in Motion: Recent Results and Trends 11th - 15th November 2024 Centre International de Rencontres Mathematiques (CIRM), Marseille, Luminy, France Main website: https://conferences.cirm-math.fr/3108.html Organisers: Sarka Necasova,
11 Nov 2024Mathematical Fluid Mechanics in 2024 19th - 23rd August 2024 Institute of Mathematics of the Academy of Sciences of Czech Republic; Žitná 25, 115 67 Praha 1, Czech Republic https://mfm-in.com/ Scientific committee: W. Varnhorn, A. Sequeira ,G.P. Galdi, S. Canic Organizing committee: T.
19 Aug 2024ERCOFTAC SIG52 Summer School EVEQ 2024 NextGen International Summer School on Evolution Equations 17th - 21st June 2024 Institute of Mathematics, Czech Academy of Science, Czech Republic Important Dates: Registration starts Early registration ends Sunday, October 1, 2023
17 Jun 2024ERCOFTAC SIG52 Conference Multi-Scale Methods for Reactive Flow and Transport in Complex Elastic Media MARCH 19-22, 2024 DUBROVNIK, CROATIA Conference in memory of Prof. Andro Mikeliċ https://web.math.pmf.unizg.hr/andromikelic/index.html Aims and scope: Starting from 2000, three
19 Mar 2024Conference in memory of Prof. Andro Mikeliċ The conference took place on the 19th - 22nd March 2024 onsite at the Center of Advanced Academic Studies (CAAS) in Dubrovnik where also the accommodation and meals were available. The program consisted of invited and contributed talks. The list of
5 Apr 2024Summer School and Workshop Prague-Sum 2023 ”Stochastics in Fluids” took place from 21st to 25th August 2023 in Prague, Czech Republic. This summer school was organized by Tomas Bodnar from the Czech Technical University in Prague, Sarka Necasova from the Institute of Mathematics of the Czech
7 Nov 2023