Archives de l’auteur : Kostas Danas

Appel à communications « JST Homogénéisation et calcul multi-échelles »

Chers collègues,

L’AMAC et le CSMA organisent les 14 et 15 octobre prochains, à Champs-sur-Marne, des Journées Scientifiques et Techniques sur le thème « Homogénéisation et calcul multi-échelles des matériaux hétérogènes et structures composites ». L’objectif de ces journées est de favoriser les échanges entre nos deux communautés en partageant les dernières avancées en termes de méthodes de calcul, mais aussi d’applications à des cas d’intérêt industriels ou académiques.

Le site Internet de ces journées est d’ores et déjà en ligne : https://multiscale2019.sciencesconf.org/

Voici un rappel des dates importantes (dernière extension) :

–          06/09/2019: date limite de réception des résumés

–          20/09/2019: notification d’acceptation des résumés

–          30/09/2019 : date limite de paiement des inscriptions

En espérant vous accueillir nombreux pour cet évènement.

Cordialement,

Nicolas FELD, pour l’AMAC, & Julien YVONNET, pour le CSMA

Scientist positions (tenured/tenure-track) in Materials for health care at IMDEA Materials Institute, Madrid, Spain

Dear colleagues and friends,

IMDEA Materials Institute IMDEA Materials Institute is a public research organization founded in 2007  to carry out research of excellence in Material Science and Engineering by attracting talent from all over world to work in an international and multidisciplinary environment. IMDEA Materials has grown rapidly since its foundation and has become one of the leading research centers in materials in Europe. The research activities have been focused in the areas of materials for transport and energy and the Institute has state-of-the-art facilities for processing, characterization and simulation of advanced materials. More information can be found at http://www.imdea.org/materials

The strategic plan of the Institute is aimed at expanding the research activities into the area of Materials for Health Care and IMDEA Materials has opened two new positions of either Researchers (tenure-track) or Senior Researchers (tenured) in the areas of materials and scaffolds for biomedical applications and biomechanics of biological tissues. Candidates should hold a doctoral degree in Materials Science (or related discipline) and demonstrate the ability to carry out independent research which combines high quality scientific research with leadership to develop an independent group. Selected candidates will be offered a five-years contract (for tenure-track appointments) with competitive salary and a generous startup package. More details can be found in the enclosed document.

Sincerely yours,

Javier Llorca

Young Postdoc Position, LMS Ecole Polytechnique on nanocoatings

Please find attached a young postdoc announcement on the « Theoretical and experimental study of polymer nanocoatings for prefilled syringes ». The position is addressed to recent PhD graduates (future PhD holders or candidates with less than a year from their PhD defense).

The postdoc will be pursued in the Solid Mechanics Laboratory of Ecole Polytechnique, Paris, France in collaboration with BD Medical Pharmaceutical Systems (Grenoble, France). The potential candidate will work on the development of new experimental procedures and theoretical models to understand the formation and mechanical response of thin polymer films over soft polymer substrates. The PhD involves strong experimental and theoretical contributions in the field of coupled diffusion and mechanics. 

Students with strong interest in solid mechanics and particularly in coupled problems as well as strong background in mechanics, soft-matter physics, mechanical engineering or any closely related field are strongly encouraged to apply by contacting Prof. Kostas Danas (konstantinos.danas@polytechnique.edu) and Prof. Michel Jabbour (michel.jabbour@polytechnique.edu). 

For more information on the subject, the funding and the requested doscuments please see the attached detailed pdf.

The interested candidates should contact

oLife (bio-physics and bio-mechanics) Postdoc Positions, Netherlands

We are looking for a Postdoc to work for 3 years on the Origin of Life. The position lies in the bio-oriented field with (preferably) expertise in molecular dynamics.

The candidates must have a PhD degree and need to be be from outside the Netherlands.

These are very independent positions and especially geared towards an independent career. A more formal email is added below and the link with all details is www.olife-programme.eu.

Regards,

Prof.dr.ir. P.R. Onck
Programme Director MSc Physics and Applied Physics
University of Groningen
Zernike Institute for Advanced Materials
Applied Physics & Biophysics
Micromechanics group
Nijenborgh 4, 9747AG Groningen
The Netherlands
Tel. +31(0)503638039
http://www.rug.nl/staff/p.r.onck/index

 

===================================

Dear colleague,

We are currently hiring 18 post-doctoral fellows for the oLife Fellowship Programme, which I am part of, and we would kindly like to ask your help in promoting the Call for Proposals.

The oLife Fellowship Programme is a joint initiative by seven research institutes in The Netherlands for interdisciplinary research on fundamental questions concerning the origin and evolution of life, and its distribution in the universe.

We are looking for ambitious scientists who are ready for their next career step and who can come up with an original and innovative idea for an interdisciplinary research project. Ideally, they have research experience in either (bio)chemistry, (bio)physics, molecular biology, computational science, systems biology, evolutionary biology, ecology, astrophysics or geoscience. Also, they should be curious to learn how to make the necessary crossovers between their field and other fields, as interdisciplinary collaboration is important in this fellowship programme.

If you know any candidates who would be interested and who would fit this profile, can you please forward this information to them? We would also appreciate if you could spread this information in your network.

More information can be found on the programme website: www.olife-programme.eu. The deadline for proposals is 12 May 2019.

We very much appreciate your help.

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

ERC-funded Postdoc at LadHyX, Ecole Polytechnique on Active microparticles

Dear colleagues,

I would like to bring to your attention the following announcement for a postdoc position in my group at LadHyX (Ecole Polytechnique, France) on the theoretical modeling and numerical simulation of active microparticles.
This is a 2-year position part of an ERC-funded project. Interested candidates should contact me directly as soon as possible and no later than April 15th, 2019, and provide a detailed CV and publication list, a short research statement and 2 academic references.
Thank you in advance for forwarding this announcement to any potential candidate.
Sincerely,
Sebastien Michelin

Poste CDI en Mécanique des Matériaux ArcelorMittal

Les détails de la mission sont décrits sur la page web d’ArcelorMittal en suivant le lien ci-dessous :

https://jobs.arcelormittal.com/JobViewApply.aspx?JobPostingID=BdlVM6eZTeQ%3d

Le profil souhaité est « mécanique des matériaux» avec des connaissances de base des procédés de fabrication des aciers ; les connaissances sur la programmation scientifique (C++, fortran) et sur les simulations EF (Abaqus, Forge, etc.).

Conference « Fluids and complexity », Nice, 5-7 December 2018

Dear Colleagues,

We would like to draw your attention to the upcoming conference « Fluids and complexity” which will be held at Théâtre du grand château, Campus Valrose, Nice on 5-7 December 2018.

Fluids&Complexity_Conference_announcement

The aim of this event is to bring together researchers working in several different, but often interconnected, fields of fluid dynamics, including Hydrodynamic, Magneto-Hydrodynamic and Geophysical Turbulence, Statistical Mechanics applied to fluids, Mathematical and Numerical Fluid Dynamics, Non-Newtonian Fluids and Granular Matter, Active Matter and Bio Fluids, Drops, Capillarity and Micro Fluids.

Plenary speakers include:

– Freddy BOUCHET (Laboratoire de Physique, ENS Lyon)

– Marc BRACHET (LPS, ENS Paris)

BérengèreDUBRULLE(IRAMIS, CEA Saclay)

Yoël FORTERRE(IUSTI, Marseille)

– Sergei KUKSIN(IMJ, Sorbonne Université)

– David QUERE (PMMH, ESPCI Paris)

– Salima RAFAI (LIPhy, Université Grenoble Alpes)

– Patrick TABELING(IPGG, ESPCI Paris)

The registration deadline has been extended to October 29th 2018

You are invited to submit an abstract for oral or poster presentation before 19 October 2018

You can find more detailed information, registration and abstract submission form at the conference website
https://fluidcomplexity.sciencesconf.org/

A limited number of free accommodations and a travel support will be available for young researchers.
We look forward to welcoming you in Nice in December.

Sergei Nazarenko (Institut de Physique de Nice),

Yves D’Angelo (Laboratoire J.A. Dieudonné),

Celine Cohen (Institut de Physique de Nice),

Giorgio Krstulovic (Laboratoire J.L Lagrange),

Rudy Valette (CEMEF)

Assistant (tenure-track) Position, Aerospace Engineering, U. Minnesota Twin Cities, USA

TENURE TRACK POSITION IN AEROSPACE STRUCTURES AND ADVANCED MATERIALS
Aerospace Engineering and Mechanics
University of Minnesota Twin Cities

The Department of Aerospace Engineering and Mechanics (AEM) seeks to fill one tenure-track faculty position in Aerospace Structures and Advanced Materials (ASAM).  Researchers engaged in the development of innovative experimental methods are particularly encouraged to apply, but applications are invited in all areas of the mechanics of solids.  Current research in the AEM department includes the development of nanoscale mechanics (molecular dynamics, lattice statics, quasicontinuum method, applied quantum mechanics) and continuum mechanics (phase transformations, phase field models, micromagnetics, stability and bifurcation) for the understanding and discovery of advanced materials and structures. The AEM department has close ties with on-campus multidisciplinary centers, and convenient access to outstanding shared experimental and computational facilities, such as the Minnesota Nano Center, the Characterization Facility, the Center for Magnetic Resonance Research, and the Minnesota Supercomputing Institute. Information about the department is available at http://www.aem.umn.edu/

Applicants must have an earned doctorate in a related field by the date of appointment. The successful candidate is expected to have the potential to conduct vigorous and significant research programs and the ability to collaborate with researchers with a wide range of viewpoints from around the world. This candidate will participate in all aspects of the Department’s mission, including (I) teaching undergraduate and graduate courses to a diverse group of students in aerospace engineering and mechanics; (II) participating in service activities for the department, university, broader scientific community, and society; and (III) supervising undergraduate and graduate students and developing an independent, externally-funded, research program.

The intent is to hire at the assistant professor rank. However, exceptional applicants may be considered for higher rank and tenure depending upon experience and qualifications. It is anticipated that the appointment will begin fall 2019.

The AEM department is committed to the goal of achieving a diverse faculty as a way to maximize the impact of its teaching and research mission. The University of Minnesota provides equal access to and opportunity in its programs, facilities, and employment without regard to race, color, creed, religion, national origin, gender, age, marital status, disability, public assistance status, veteran status, sexual orientation, gender identity, or gender expression. To learn more about equity & diversity at UMN, visit diversity.umn.edu.

To be considered for this position, candidates must apply on-line at: https://humanresources.umn.edu/jobs and search for Job ID No. 326059; OR Visit: https://z.umn.edu/3odn

Application Deadline:  The initial screening of applications will begin on December 1, 2018; applications will be accepted until the position is filled.

 

 

Associate/Full Professor, Solid Mechanics, Oxford University, UK

Dear Colleague

We currently have a post available for an Associate Professor/Professor in Solid Mechanics/Materials Engineering at Oxford. The post also includes a Teaching Fellowship at Christ Church College. I would be grateful if you could bring this post to the attention of anybody who you think might be interested in the position.We are interested in receiving applications from junior academics through to academics who have fully established themselves on the international stage (at Oxford, Associate Professor is the entry level faculty position, and we essentially have two levels of appointment- Associate Professor and Professor).

The advertisement states that preference MAY be given to candidates with research interests consistent with the Rolls-Royce University Technology Centre (UTC) in Solid Mechanics.This should be viewed as a tie breaker. We are interested in receiving applications from candidates with research interests in any area of solid mechanics and materials engineering – which we interpret broadly.

We are particularly interested in receiving applications from good female candidates.

I would be happy to discuss the post with anybody that might be interested in applying.

Applications can be made through the following link:

http://www.eng.ox.ac.uk/jobs/current-vacancies/vacancy/132523-Associate-Professor-of-Engineering-Science-(Mechanical-Engineering)<http://www.eng.ox.ac.uk/jobs/current-vacancies/vacancy/132523-Associate-Professor-of-Engineering-Science-%28Mechanical-Engineering%29>

 

More information can be found in the attached docs

Advertisement Doc

Job description Doc

Thank you for your help with this.

Kind Regards

Alan Cocks