Archives de l'auteur: Kostas Danas

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

 

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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

Open Positions at the Department of Mechanics, Ecole Polytechnique

Cher(e)s collègues,

j’attire votre attention sur les postes ouverts cette année au département de mécanique de l’école polytechnique, consultables
à l’adresse suivante:

https://candidatures-calliope.polytechnique.fr/calliope-fo/recherche/index.php?lang=fr

Bien cordialement,
Christophe

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

Postdoc on Human computer interfaces and mid-air feeling, University of Birmingham, UK

Please find an announcement for Postdoc to start in October, in Birmingham
The position is for 2 years, and is funded at lecturer pay should a candidate with sufficient experience appear.
The work will be part of an exciting project on human computer interfaces and mid-air feeling, and would entail creating a hybrid fast-multipole boundary element – finite element method model of the human hand. If you wouldn’t mind forwarding the job advert to anyone that may wish to apply, I would greatly appreciate it.
Best,
Dr Thomas Montenegro-Johnson,
Lecturer in Mathematical Biology,
School of Mathematics,
University of Birmingham,
Edgbaston,
B15 2TT,

Postdoc on Multi-technique characterization of thin clay films during their creep, IFFSTAR, Ecole des Ponts

Dans le cadre d’une collaboration entre le Laboratoire Navier (Ecole des Ponts ParisTech, IFSTTAR, CNRS), le laboratoire Phenix (Sorbonne Université, CNRS) et le Synchrotron SOLEIL, nous proposons un post-doctorat (cf PJ) de 1 an sur « Multi-technique characterization of thin clay films during their creep ». Les candidatures sont ouvertes jusqu’au 1er septembre 2018, pour un démarrage en janvier 2019. Pourriez-vous svp diffuser cette offre au sein du GDR MePhy?

Voir l’annonce en pdf

En vous remerciant par avance,
Bien cordialement,
Matthieu Vandamme


Dr. Matthieu Vandamme (Ecole des Ponts ParisTech – Laboratoire Navier)
http://navier.enpc.fr/~vandamme/

French Government by-fellow at Churchill College
Visitor at the Department of Engineering, University of Cambridge

 Postdoc on origami based micro-robotics, AS2M department @ FEMTO-ST

Dear Colleagues,

We have a postdoc opening in AS2M department @ FEMTO-ST Institute in the area of origami based micro-robotics for nano-manipulation in SEM, with a focus on design and experimentsThe goal is to investigate the design of actuated structures by using  thick piezoelectric film and conducting polymers based on origami. Further details about this position can be found in the following link:

https://drive.google.com/file/d/1JYkBXdFZhoQOkNUgOIDLnhjziKjLm376/view

Applications received by August 30th, 2018, will receive equal consideration.

More details on who we are and what we do at the AS2M department can be found here: https://www.femto-st.fr/fr/Departements-de-recherche/AS2M/Presentation

Best regards,
Kanty Rabenorosoa

-- 
Kanty RABENOROSOA 
Associate Professor, MiNaRoB Team

AS2M department/FEMTO-ST Institute 
ENSMM School Engineering

24 rue Alain Savary, 25000 BESANCON Cedex
Tél: 03 81 40 28 13
https://sites.google.com/view/rkanty/