Archives de la catégorie: conférences/écoles

conférences/écoles

Novel Physics in Living systems? (French-German WE-Heraeus-Seminar, Septembre 2019 à Roscoff)

Voir site web

conférences/écoles

Ecole « Self-organization and self-assembly: from Physics and Chemistry to Biology.  » (Tel Aviv, sept. 2019)


Dans le cadre de la collaboration entret l’université de Tel Aviv, nous organisons une école d’été intitulée Self-organization and self-assembly: from Physics and Chemistry to Biology. Elle se déroulera à Tel Aviv du 8 au 12 septembre prochain et sera complétée par une journée de workshop. Nous avons réuni pour l’occasion  des orateurs de divers horizons, de nos deux institutions mais aussi des Etats Unis, et des Pas-Bas. Vous en trouverez la liste dans la deuxième partie de ce mail. Visitez la site web https://biosoft9.wixsite.com/website/summer-school-2019


Invited Speakers:
·         Lihi Adler-Abramovich (TAU, Israel)
·         Roey Amir (TAU, Israel)
·         Roy Beck (TAU, Israel)
·         Jose Bico (ESPCI Paris, France)
·         Michael Brenner (Harvard University, USA)
·         Remi Carminati (ESPCI Paris, France)
·         Teresa Lopez-Leon (ESPCI Paris, France)
·         Philippe Nghe (ESPCI Paris, France)
·         Philippe Nghe (ESPCI Paris, France)
·         Olivia du Roure (ESPCI Paris, France)
·         Samuel Stupp (Northwestern University, USA)
·         Ilia Voet (TUE, Netherlands)
·         Gerard Wong (UCLA, USA)
·         Zorana Zervacic (ESPCI Paris, France)


Abstract
The school is open to graduate students and postdocs from all academic institutes and will include four days of pedagogical lectures and one day of an advanced workshop on various topics in the field of self-assembly and self-organization in soft matter. Self-organization and self-assembly are spontaneous organization arising from local interactions between building blocks. These mechanisms govern ordering in very different systems from molecules, colloids or larger particles, and even biological systems. They can lead to original materials with new properties. During this summer school we aim at discussing different aspects of self-assembly and self-organization in soft matter. We will start with general concepts, and then develop examples in chemistry, physics and biology. We will also review the techniques that allow the self-assembled structures to be quantitatively characterized. Last, examples of applications and properties of new materials will be discussed.
One additional day will be devoted to an advanced workshop to go further into research related to the main topics.
 
Additional Features:
·         Short talks by selected participants
·         Poster session
·         Travel fellowships
Location: Tel Aviv University
Dates: September 8-12, 2019.
Registration:
• Fee: 50 Euro
• Deadline: July 1st, 2019
• Form: https://goo.gl/forms/fWqM9hRF7SMRuRgR2
 
Summer school website: https://biosoft9.wixsite.com/website/summer-school-2019
conférences/écoles

ALERT workshop + mechanics of root-soil systems (Aussois, octobre 2019)

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Dear all,

We would like to draw your attention to a half day session « The mechanics of root-soil systems: from microscopic to macroscopic approaches » , which will take place during the forthcoming ALERT workshop in Aussois (France), next October.

This session will take place on Tuesday 1st October and will consist in some invited lectures plus open flash-talks such that everybody linked to the field could present his/her activities.
Then, if you feel concerned by the subject you can submit an abstract for a flash-talk.

A detailed description of the session is given at the end of this mail or can be found here:
http://alertgeomaterials.eu/2019/02/alert-geomaterials-workshop-2019/
The duration of each flash talk indicated in this description might be longer according to the final organization of the session.

To submit an abstract, please follow the template given here:
www.alertgeomaterials.eu/data/workshop/2019/Workshop_abstract-form.doc
and send it directly to the coordinators of the session (evelyne.kolb@upmc.fr and luc.sibille@3sr-grenoble.fr).

Best regards,
Evelyne Kolb and Luc Sibille

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The mechanics of root-soil systems: from microscopic to macroscopic approaches

Coordinators:

Evelyne Kolb (PMMH & Sorbonne Université, evelyne.kolb@upmc.fr), Luc Sibille (3SR & Université Grenoble Alpes, luc.sibille@3sr-grenoble.fr)

Outline:

The interactions between plant root networks and soils is a wide issue involving many communities from agronomy, soil science, biophysics to soil mechanics and civil engineering. Under non-stressful biological and chemical conditions, the root growth trajectory depends strongly on the mechanical strength of the soil and on the presence of obstacles at the root scale, as root apices must exert a growth pressure to overcome the resistance to deformation of the surrounding soil. Zones of high mechanical resistance are one of the most common physical limitations to soil exploration by roots, limiting the accessibility of the plant to water and nutrients. In turn, soil micro-structure is affected by the root development. Soil particles may be dragged by the root and, more generally, local soil deformations are induced by the root growth. The transfers of water between the soil and the plant as well as the root exudates and production of mucilage change locally the soil properties and modify the distribution of the aqueous phase in the porous network.  In addition, the mechanical properties of the soil are highly dependent on the root architecture, as the hierarchical structure formed by roots traps the soil and increases its resistance to shear, reinforcing the stability of slopes or limiting the erosion at river banks.

The objective of this session is to gather people around the mechanics of root-soil systems at different scales and with various experimental techniques, modelling or theoretical approaches: at the field scale to assess the contribution of plant roots to the mechanical stability of soil layers, at the scale of the root system for characterizing, simulating and imaging the whole root architecture and the reorganizations of the soil produced by the root growth, at the scale of the root apex to understand the mechanical feedback between a slender growing object and grains and pores of the soil matrix with given packing fractions and textures.

The session will consist of invited talks, nevertheless a slot will be kept for some flash talks (typically 4 min and 2 slides per speaker) providing an overview of the various research fields in the root-soil interaction. Proposals for communications as flash talks are welcome.

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conférences/écoles

Conference Fluids and Health 2019 (23/07-02/08 Cargèse)

Toues les informations au lien suivant:
http://fluids-health.mit.edu/

conférences/écoles

Ecole d’été ‘Wave propagation in complex and microstructured media’ (Cargese, aout 2019)

Summer school on « Wave propagation in complex and microstructured media »
Cargèse, Corsica: August 19 – 30, 2019

See https://pmmh.spip.espci.fr/?Wave-propagation-in-complex-and-microstructured-media
for information and registration.

conférences/écoles

Rencontres du non-linéaire : date limite 3 mars

(English version below)

Nous remercions tous ceux qui ont déjà soumis un résumé. Pour ceux qui ne l’ont pas fait, le comité d’organisation étend la date limite jusqu’au 03 mars 2019 inclus.

RENCONTRE DU NON LINÉAIRE (RNL 2019)
du 26 au 28 mars 2019 à Paris, Université Paris Diderot

La Rencontre du Non Linéaire rassemble tous les ans l’essentiel de la communauté francophone travaillant sur la dynamique non linéaire (hydrodynamique, optique, plasmas, mécanique, mathématiques appliquées, physico-chimie, biophysique, …).

La 22e Rencontre du Non Linéaire 2019 aura lieu les 26, 27 et 28 mars 2019 à l’Université Paris Diderot, à l’amphithéâtre Buffon, 15 rue Hélène Brion, Paris 13e.

Cette année, les orateurs invités seront :

  • * Pierre Degond (Imperial College, London) « Mathematical models of self-organization »
  • * Dominique Escande (Aix-Marseille Univ.) « Du tout simple au très compliqué : itinéraire dans la non-linéarité des plasmas »
  • * Pedro M. Reis (EPFL, Suisse) « Unraveling nonlinearities in elastic knots »
  • * Pierre Suret (Univ. Lille) « Integrable turbulence in optical fibers and 1D water tank experiments »

Cette année, le mini-colloque aura lieu le 26 mars 2019 et pour thème « Geophysical and Astrophysical Fluid Dynamics in the Lab ». Il est organisé par M. Le Bars (IRPHE), S. Fauve (ENS), C. Jaupart (IPGP) et F. Pétrélis (ENS).

Les participants invités du mini-colloque sont : T. Alboussière (ENS Lyon) « Convection in a centrifuge” ; A. Davaille (FAST, Orsay) “Convective patterns in viscous planetary interiors” ; O. Devauchelle (IPGP) “Rivers in the lab” ; P. Legal (IRPHE) “Oceanic vortices in a jar: laboratory experiments in stratified rotating flows” ; B. Sutherland (Univ. of Alberta, Canada) « Nonlinear Transport by Gravity Waves Inside the Ocean” ; P. Read (Univ. of Oxford, UK) “Zonostrophic beta-plumes, zonal jets and particle diffusivity in locally-forced shallow water experiments” ; C. Gissinger (LP ENS) ”Keplerian turbulence in astrophysical accretion discs”.

Calendrier et renseignements pratiques :
* 3 mars 2019 : date limite de soumission des résumés pour les posters/exposés courts
* 3 mars 2019 : date limite de soumission des articles pour les comptes-rendus
* 26, 27 et 28 mars 2019 : RNL 2019

* Vous êtes tous conviés à participer à cette manifestation et à présenter une communication.
* L’inscription est gratuite et recommandée pour faciliter le travail des organisateurs. Elle est exigée pour présenter une communication.
* Pour plus d’informations et inscription : http://nonlineaire.univ-lille1.fr/SNL/

——

Le Comité d’Organisation :

E. Falcon, M. Lefranc, F. Pétrélis et C.-T. Pham

Le Comité Scientifique :

S. Barland, J. Barré, E. Bayart, E. Falcon, M.-C. Firpo, D. Gérard-Varet, M. Haragus, R. Marchiano, F. Pétrélis, C.-T. Pham, S. Rafaï, et B. Roman.

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ENGLISH VERSION
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We thank people who have already submitted an abstract. For others, the Steering Committee extends the deadline up to March 3rd, 2019.

RENCONTRE DU NON LINÉAIRE (RNL 2019)
from 26 to 28 March 2019 at Paris, Université Paris Diderot

The « Rencontre du Non Linéaire (RNL)” gathers every year the French-speaking community working on nonlinear dynamics (hydrodynamics, optics, plasmas, mechanics, applied mathematics, physical chemistry, biophysics, dynamical systems, …).

The 22nd RNL 2019 will take place on March 26th, 27th and 28th, 2019 at the University Paris Diderot, in the amphitheater Buffon, 15 st. Hélène Brion, 75 013 Paris.

Invited conferences:

  • * Pierre Degond (Imperial College, London) « Mathematical models of self-organization »
  • * Dominique Escande (Aix-Marseille Univ.) « Du tout simple au très compliqué : itinéraire dans la non-linéarité des plasmas »
  • * Pedro M. Reis (EPFL, Suisse) « Unraveling nonlinearities in elastic knots »
  • * Pierre Suret (Univ. Lille) « Integrable turbulence in optical fibers and 1D water tank experiments »

The satellite meeting, called mini-colloquium, will take place on March 26th, 2019 and will focus on « Geophysical and Astrophysical Fluid Dynamics in the Lab ». He is organized by M. Le Bars (IRPHE), S. Fauve (ENS), C. Jaupart (IPGP), and F. Pétrélis (ENS).

Invited speakers of the mini-colloquium are : T. Alboussière (ENS Lyon) « Convection in a centrifuge” ; A. Davaille (FAST, Orsay) “Convective patterns in viscous planetary interiors” ; O. Devauchelle (IPGP) “Rivers in the lab” ; P. Legal (IRPHE) “Oceanic vortices in a jar: laboratory experiments in stratified rotating flows” ; B. Sutherland (Univ. of Alberta, Canada) « Nonlinear Transport by Gravity Waves Inside the Ocean” ; P. Read (Univ. of Oxford, UK) “Zonostrophic beta-plumes, zonal jets and particle diffusivity in locally-forced shallow water experiments” ; C. Gissinger (LP ENS) ”Keplerian turbulence in astrophysical accretion discs”.

Schedule and practical informations:
* March 3rd, 2019: deadline of abstract submissions for posters/short contributions
* March 3rd, 2019: deadline of article submissions for the proceedings
* March 26th, 27th and 28th, 2019: RNL 2019

* You are all urged to participate in the 22nd RNL 2019 and to present a contribution.
* The registration is free and recommended to facilitate the work of the organizers. It is required to present a contribution.
* For more information and registration: http://nonlineaire.univ-lille1.fr/SNL/

——

The Steering Committee:

E. Falcon, M. Lefranc, F. Pétrélis et C.-T. Pham

The Scientific Committee:

S. Barland, J. Barré, E. Bayart, E. Falcon, M.-C. Firpo, D. Gérard-Varet, M. Haragus, R. Marchiano, F. Pétrélis, C.-T. Pham, S. Rafaï, and B. Roman.

conférences/écoles

46th Leeds-Lyon Symposium on Tribology September 2019 Lyon

Chères et chers collègues,

Ci-dessous un rappel concernant le 46ème Leeds Lyon Symposium on Tribology ‘Tribology in Daily Life’, qui se déroulera début Septembre 2019 à Lyon. Toutes les infos : https://leeds-lyon2019.sciencesconf.org/

Call for abstracts: Call for abstracts Leeds Lyon 2019_final

En nous excusant auprès de celles et ceux qui ont déjà reçu cette information.

Bien cordialement,
Le comité d’organisation

conférences/écoles

Workshop « Topology and broken symmetries » (Utrecht)

Dear colleagues,
 

We would like to inform you of an upcoming workshop on Topological matter that we are organizing in Utrecht next July. If you are interested to participate, you can register at the website below. We also welcome proposals for both oral presentations and posters.

 

Title: Topology and broken symmetries: from driven quantum matter to active metamaterials


Website and registration:
Location and date:
Utrecht, The Netherlands, July 1st to 3rd, 2019
Over the last few years, there has been an explosion of activity in the fields of topological matter, active matter and designer matter. Concepts of symmetries and topology have been found as essential guiding principles to capture the emergence of new phases of matter such as frustration-free disorder, protected edge modes or non-reciprocal transport. All of these remain elusive, however, for far-from-equilibrium systems. This workshop aims at bringing together a broad group of scientists from the quantum and the classical worlds to identify the unifying concepts for the understanding of emergent electronic, mechanical, acoustic and electromagnetic properties of driven/active materials and metamaterials.

Organizers:
Jácome Armas (University of Amsterdam)
Corentin Coulais (University of Amsterdam)
Romain Fleury (Ecole Polytechnique Fédérale de Lausanne)
Jasper van Wezel (University of Amsterdam)
 

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%2

conférences/écoles

Instabilities in Solids and Structures (ASME – Nov 2019)

Dear Colleague:

We, the AMD IiSS Technical Committee organizers, are pleased to continue our long-standing tradition of arranging a symposium on « Instabilities in Solids and Structures » at the annual ASME-International Mechanical Engineering Congress and Exposition (IMECE). The Congress this year will be held in Salt Lake City, Utah during the period of November 8-14, 2019. Contributions on instability in both material and structural systems are welcome. As you are aware, this is a major mechanical engineering meeting with upwards of 2,000 international participants. Our Technical Committee has participated with success in the Congress since 1994 and we certainly would like to keep up this tradition.

Our symposium accepts ONLY « Presentation Only » abstracts and the « Presentation Only Abstract Submission » deadline this year is July 22, 2019.

Participation requires just the submission of an abstract by July 22, 2019. (This is a hard deadline; do not expect an extension.)

Upload your abstract at your earliest convenience; the symposium is in Track 11 « Mechanics of Solids, Structures and Fluids » as Topic « 11-37 Instabilities in Solids and Structures »

This year, we are pleased to continue our collaboration with the ASME AMD Technical Committee on Soft Matter. If you work on problems in this area that include instabilities, we encourage you to submit an abstract to our session.

Please let us know by return e-mail if you have any questions or concerns.

Sincerely,

Ryan S. Elliott
Kostas Danas
Stavros Gaitanaros
Francisco López Jiménez
Dai Okumura

conférences/écoles

infos journées GdR mecafib (26-27 mars, Lyon)

Bonjour à toutes et à tous,

Les prochaines journées de du GdR mecafib auront lieu les 26 et 27 mars prochains à Lyon et porteront sur la prise en compte des phénomènes de variabilité dans les milieux fibreux. Pour nous éclairer sur cette problématique importante, nous avons invité trois chercheurs référents du domaine :
Dominique Jeulin (Centre de Morphologie Mathématique, Mines ParisTech), qui nous parlera de modélisation morphologique de milieux fibreux aléatoires, d’approche statistique du VER pour ce type de milieux, et de modèles statistiques de rupture adaptés ;
Maurice Lemaire (Institut Pascal, Univ. Clermont Auvergne), dont la ligne directrice de l’intervention sera de souligner que chaque fois qu’un modèle numérique est mis en œuvre, il faut se poser la question des incertitudes sur les données et sur le modèle ;
Christian Soize (laboratoire Modélisation et Simulation Multi Echelle, Univ Paris Est), qui nous parlera de modélisation stochastique des champs, d’identification statistique inverse, d’apprentissage probabiliste sur les variétés, et d’optimisation de design sous incertitudes en mécanique numérique.
Nous comptons sur vous pour venir les écouter, échanger avec eux, et par la même présenter vos travaux, qui plus est en lien avec la thématique.

L’ensemble de ces informations, ainsi que le formulaire d’inscription se trouvent sur le site web de mecafib à l’adresse suivante :
https://gdr-mecafib.univ-grenoble-alpes.fr/2019-march-26th-27th-lyon

Nous vous attendons nombreux à Lyon!

Bien cordialement, Pierre Dumont et Florian Martoïa (pour les organisateurs), Lucie Bailly, Jean-François Ganghoffer et Laurent Orgéas (pour les autres).

Laurent ORGEAS, CNRS Research Director

Univ. Grenoble Alpes – CNRS – Grenoble INP
Laboratoire Sols-Solides-Structures-Risques (3SR Lab)
1270 rue de la Piscine, 38400 Saint Martin d’Hères, France

GDR CNRS MECAFIB: https://gdr-mecafib.univ-grenoble-alpes.fr
3SR Lab: http://www.3sr-grenoble.fr
Perso web: http://people.3sr-grenoble.fr/users/lorgeas/