Wednesday, February 25, 2015

[DMANET] Stream on Engineering Optimization - EURO 2015 - Glasgow

Dear Colleague,

We have the pleasure to invite you to submit a contribution to the stream on:

"ENGINEERING OPTIMIZATION",

that we are organizing within the 27th EUROPEAN CONFERENCE ON OPERATION RESEARCH, at
the University of Strathclyde in Glasgow, 12-15 July 2015.

http://www.euro2015.org/

With our best regards,

Wolfgang Achtziger, achtziger@math.fau.de

Jose Herskovits, jose@optimize.ufrj.br

Helder Rodrigues, hcr@ist,utl,pt

____________________________________________________________________________________
_

OBJECTIVES:

The main goal of the Stream on "Engineering Optimization" is to bring together
engineers, applied mathematicians and computer scientists working on research,
development and practical application of optimization methods applied to all
engineering disciplines or developing basic techniques in this field.

ABOUT ENGINEERING DESIGN OPTIMIZATION:

Modern design techniques seek for the best design to perform the desired tasks.
Engineering Optimization deals with the optimal design of elements and systems in
all
engineering fields.

Nowadays, use of Design Optimization techniques is rapidly growing in most of
engineering disciplines, like automotive, aeronautical, mechanical, civil, nuclear,
naval, mechanical, electrical, energy and off-shore engineering. This is due to the
increase of technological competition and the development of strong and efficient
techniques for several practical applications.

MDO - Multidisciplinary Design Optimization:

Engineering Systems are increasingly complex and represented by large and
sophisticated
numerical models. They involve several interacting disciplines or are made up of
distinct interacting subsystems that must be considered simultaneously to obtain
efficient designs.

Multidisciplinary Design Optimization is devoted to the design of complex systems
involving interacting subsystems or disciplines. The main scientific challenges of
MDO
are concerned with the development of strong and efficient numerical techniques and
with the computational organization required for the necessary coupling of codes
employed in interacting disciplines.

INVERSE PROBLEMS:

Numerical methods for inverse problems in most of cases are based on optimization
techniques similar to those employed in optimal design. This field, applied in all
engineering disciplines, is of utmost importance for EUROPT conference.

ENGINEERING SIMULATION INVOLVING OPTIMIZATION TECHNIQUES:

Several physical phenomena are naturally represented by an optimization problem.
This
is the case when the "equilibrium" is attained at the minimum of an energy function.
In
several applications, constraints must be satisfied. This is the case of contact
problems is solids mechanics.

BASIC NUMERICAL TECHNIQUES:

Engineering Optimization requires a large set of basic computer tools. This is the
case
of several CAD tools for geometric modeling, engineering analysis methods,
sensitivity
analysis as well as mathematical optimization algorithms.

About Interdisciplinarity in Engineering Optimization:

Modern Engineering Optimization is strongly interdisciplinary in two axes. The need
of
integration of basic and applied techniques and to solve real engineering problems,
requires the cooperation of engineers, mathematicians and computer scientists,
working
on research and practical applications.

_________________________________________________________________________________

Deadlines:

- Registration: NOW OPEN!
- Abstract Submission: NOW OPEN!
- Early Bird Registration Deadline: Monday 20th April 2015
- Abstract Submission Deadline: Monday 16th March 2015
- Conference Start Date: Sunday 12th July 2015

____________________________________________________________________________________
__

We look forward to receive your news very soon and to meet you at Glasgow next July.

With our best regards,

Yours sincerely,

Wolfgang Achtziger, Jose Herskovits and Helder Rodrigues,

**********************************************************
*
* Contributions to be spread via DMANET are submitted to
*
* DMANET@zpr.uni-koeln.de
*
* Replies to a message carried on DMANET should NOT be
* addressed to DMANET but to the original sender. The
* original sender, however, is invited to prepare an
* update of the replies received and to communicate it
* via DMANET.
*
* DISCRETE MATHEMATICS AND ALGORITHMS NETWORK (DMANET)
* http://www.zaik.uni-koeln.de/AFS/publications/dmanet/
*
**********************************************************