Sort by
Refine Your Search
-
Listed
-
Category
-
Country
- United States
- France
- Portugal
- Germany
- United Kingdom
- Norway
- Sweden
- Poland
- Austria
- Netherlands
- Spain
- United Arab Emirates
- Luxembourg
- Belgium
- Czech
- Denmark
- Italy
- Singapore
- Switzerland
- Canada
- Japan
- Australia
- Romania
- Finland
- Saudi Arabia
- Hong Kong
- Iceland
- Ireland
- Slovakia
- Andorra
- Armenia
- China
- Croatia
- Estonia
- Morocco
- Taiwan
- Uzbekistan
- Worldwide
- 28 more »
- « less
-
Program
-
Field
- Computer Science
- Medical Sciences
- Economics
- Engineering
- Mathematics
- Science
- Biology
- Law
- Materials Science
- Business
- Education
- Chemistry
- Environment
- Psychology
- Arts and Literature
- Physics
- Earth Sciences
- Linguistics
- Social Sciences
- Electrical Engineering
- Sports and Recreation
- Humanities
- Philosophy
- 13 more »
- « less
-
research project Optimal adaptive spacetime boundary and finite element methods. The project focuses on the design, numerical analysis, and implementation of novel numerical algorithms to efficiently solve
-
equations of motion via Hamilton's principle; theories of waves, instabilities, turbulence, and circulation; waves and mean flow interactions; and novel methods for ocean numerical models. - Formulate
-
research project Optimal adaptive space-time boundary and finite element methods. The project focuses on the design, numerical analysis, and implementation of novel numerical algorithms to efficiently solve
-
numerical modeling using CFD and FEM techniques, the use of generative CAD tools and shape optimization methods, as well as the integration of experimental and structural measurements with simulation data
-
in numerical methods and programming (e.g., C++, Python). Experience with DEM, multiphysics coupling, or reactive transport is a strong advantage. The position offers a dynamic research environment
-
solutions in coral reef and saltmarsh environments using the numerical modelling system SCHISM. Key words: numerical modelling, numerical methods, nature-based solutions, saltmarsh, coral reefs. Research
-
for the human heart within a multiphysics and multiscale framework, with an emphasis on clinically relevant applications. The project combines mathematical and numerical modeling to describe the coupled behavior
-
modeling and skilled in numerical simulations, will design a mesoscopic radiative model aimed at overcoming the CFL constraint and exploring machine learning methods and neural operators to address
-
/Qualifications Strong knowledge of mathematical modeling and numerical methods Experience in computational fluid dynamics and pipeline transport modeling Proficiency in programming and scientific computing (e.g
-
mechanics, FEA modeling, and integrity assessment of pipelines under environmental loads Duration: 6 months Maximum Duration Including Renewals: 12 months Objectives Numerical simulation of pipeline stress