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Research Fellowship Job ref 312013


Faculties of Maths and Physical Sciences and Engineering

Closing Date: 21-10-2005

Further details:

Research Fellowship in Computational Polymer/Complex Fluid Dynamics


Applications are invited for this post-doctoral research fellowship as part of a leading interdisciplinary research team into the complex flows of polymer melts with specific molecular architectures. This is the second phase of the EPSRC/industry funded "Microscale Polymer Processing" consortium. These posts, in physics, mathematics and computing, will be held at the University of Leeds. Other centres of the collaboration host the chemistry and engineering activities.

PDRA in advanced numerical finite-element computing (School of Computing).

You will develop fast adaptive mesh techniques for 3D viscoelastic flow-solving, developing the code in collaboration with physicists and mathematicians.

For further information please contact Professor. P. K. Jimack p.k.jimack@leeds.ac.uk

Research 1A (£21,640 - £25,699 p.a.)
The University is introducing a new reward framework which will facilitate the recruitment, retention and motivation of world class staff.


Senior applicants with project management experience will have the opportunity to assist in the administration of the project. This post is for two years, with the expectation of further extension. Part-time working may be available.

Further details and particulars may be obtained from Mrs. Maureen Thompson
email maureen@phys-irc.leeds.ac.uk IRC in Polymer Science & Technology, University of Leeds, Leeds LS2 9JT tel 0113 343 3810. Please quote relevant job reference number on your correspondence.

Job ref 312013 Closing date 21 October 2005



The University of Leeds
Job Description for Post-Doctoral Research Fellow in Advanced Numerical Finite-Element Computing

Background

This two year post, with the expectation of further extension is to undertake research as part of a lively and productive interdisciplinary research team looking at the development of efficient and reliable adaptive finite element techniques for the solution of transient three-dimensional viscoelastic flow problems. The appointee will undertake their day-to-day work as part of the Scientific Computing Group in the School of Computing at Leeds but will collaborate closely with other members of the research team, especially those from Applied Mathematics and Physics.

The proposed research will begin by further developing the efficiency and robustness of the team's existing two-dimensional Lagrangian finite element viscoelastic code, and then assessing potential mechanisms for the development of reliable and efficient three-dimensional algorithms. The next stage of the work will require the implementation of the three-dimensional code followed by validation and application to a variety of challenging theoretically and industrially motivated flow problems. The code will also be used by other members of the multidisciplinary team to study three-dimensional instabilities and new constitutive models, hence it should be based upon good software engineering practice.

Areas of Responsibility

The appointee will be expected to undertake the following roles to a high standard.
· The development, in collaboration with the project investigators, of the most suitable techniques and algorithms for the production of a transient three-dimensional viscoelastic flow solver, capable of simulating a wide range of problems in an efficient and reliable manner.
· The implementation, testing, validation and further development of the solver in well-engineered, flexible and portable software.
· Liaison with other members of the multidisciplinary research team who wish to make use of the codes developed.
· Contribution to regular group meetings of the research team and subsets thereof.
· Contribution to the writing of academic papers and making presentations at seminars, workshops and conferences as appropriate.

Person Specification

Applicants should possess, or expect to obtain, a Ph.D. (or equivalent experience) in some computational aspects of Applied Mathematics, Mechanical or Chemical Engineering, Fluid Dynamics or a related discipline. Demonstrable expertise will be expected in at least one, but preferably many, of the following areas.
· The development and use of finite element methods for the solution of partial differential equations (highly desirable).
· The modelling and simulation of viscoelastic flows (desirable).
· The computational solution of three-dimensional problems and the associated mesh generation issues (desirable).
· The development and application of Lagrangian or adaptive numerical methods (desirable).
· The computational simulation of time-dependent problems (desirable).

You should have the capacity to undertake original research and, although working under the supervision of the grant holders, will be expected to contribute your own research inputs into the research programme. Good communication and interpersonal skills are essential since the appointee will be working with numerous established and active research groups from a range of core disciplines.



How to apply:

Applications should include the following:-

· A completed application form
· Equal Opportunities Monitoring Form . Please return the Form in a separate envelope marked 'EOs Monitoring'.

HOW TO APPLY

Completed applications should be returned to Mrs Maureen Thompson,
IRC in Polymer Science & Technology, University of Leeds, Leeds LS2 9JT, email maureen@phys-irc.leeds.ac.uk, quoting job ref 312012 by no later than 21 October 2005.

Disabled Applicants

The post is located in the School of Computing, which is fully accessible. Disabled applicants wishing to review access to the building are invited to contact the department direct. Additional information may be sought from the Team Co-ordinator in Disability Services, email disability@leeds.ac.uk or tel 0113 343 3927

Disabled applicants are not obliged to inform employers of their disability but will still be covered by the Disability Discrimination Act once their disability becomes known.

Data Protection

The information you provide in your application will be used to consider your suitability for the post for which you have applied. If your application is not successful the information will be disposed of confidentially within 8 months. If your application is successful and you are appointed, your information and future data will be processed in accordance with the University's Data Protection Code of Practice. A copy of this code can be obtained from either the University's Human Resources Department or by visiting http://www.leeds.ac.uk/hr/policy/index.htm

Health and Safety Responsibilities

You are required to adhere and comply to the provisions of the Health and Safety at Work Act, related Regulations and in accordance to the University's Policy on Health and Safety which can be accessed via http://www.leeds.ac.uk/safety/ul_only/usp/uspindex.htm.

In addition you are also required to cooperate with regard to the implementation of Health and Safety arrangements and should not interfere with or misuse anything provided in the interest of Health, Safety and Welfare at Work.

This post is exempt from Criminal Records Disclosure.

Applying for posts

Please note that if you are considering applying for this post you must be able to supply proof of the right to work in the UK. If you do not have the right to work in the UK you would need to obtain a work permit. We are obliged by European law to appoint people who are citizens of the European Economic Area (EEA) where possible. Where there are no skills shortages for a particular post it is highly unlikely that a work permit would be granted

If you are selected for interview we will contact you within 4 weeks after the closing date; if you are not selected for interview the University will not contact you again. The volume of applications for each post prevents us from being able to notify everyone of the outcome of their application. This unfortunately means we are treating you less courteously than we would wish, but we hope you will appreciate the reasons for this.


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