We seek a Finite Element Expert who will be responsible for scalable, accurate, and fast implementation of FEM & adaptive mesh refinement for simulation of electromagnetic phenomenon. At CEMWorks, we strive to enable accurate electromagnetic simulations for the upcoming smart cities, autonomous self-driving cars, 5G networks, and new generations of computer chip interconnects. This ambitious goal requires us to build a team of the most talented professionals who enjoy the opportunity to work in the challenging and very rewarding environment of largescale numerical simulations. Writing code to test novel and well-established concepts for fast and accurate solution of electromagnetics challenges will constitute the major part of the job. The new team member is also expected to participate in code testing/verification/validation, fixing software errors and present the work results in a form of research reports, presentations, and conference papers. Responsibilities Contributes as a team member on development of the software and algorithms for computational electromagnetics Design algorithms and test their implementation on practical examples Write well-designed, testable computer code Prepare software documentation according to companys standards Improve general code performance and adapt it to high-performance computing software & hardware architectures Deploy software, perform and analyze numerical simulations Required Qualifications M.Sc. degree in quantitative research field (engineering, computational physics, mathematics, computer science, etc.) Practical FEM implementation experience in one of high-level programming languages Familiarity with adaptive mesh refinement for FEM Strong math background Some exposure to Linux/Unix Desire to work on cutting-edge techniques for physics applied to real-world projects Preferred Qualifications Ph.D. degree in quantitative research field Fluency in C++ with application to parallel high-performance computing Experience with CAD software Experience with common algorithms of computational electromagnetics Familiarity with 3-D modeling and mesh algorithms
