Related projects
Discover more projects across a range of sectors and discipline — from AI to cleantech to social innovation.
Mitacs brings innovation to more people in more places across Canada and around the world.
Learn MoreWe work closely with businesses, researchers, and governments to create new pathways to innovation.
Learn MoreNo matter the size of your budget or scope of your research, Mitacs can help you turn ideas into impact.
Learn MoreThe Mitacs Entrepreneur Awards and the Mitacs Awards celebrate inspiring entrepreneurs and innovators who are galvanizing cutting-edge research across Canada.
Learn MoreDiscover the people, the ideas, the projects, and the partnerships that are making news, and creating meaningful impact across the Canadian innovation ecosystem.
Learn MoreThe reliable simulation of shockwaves is critical in the prediction and study of many physical phenomena, where abrupt changes in material properties due to shockwaves can greatly affect regions of interest and activate physical mechanisms. The predominant method for simulating flows with shockwaves, shock-capturing has been around for more than sixty years.and have been successfully applied to a wide range of problems. However, often, in compressible fluid flow simulations, large errors appear as a result of the presence of shockwaves. These errors do not disappear with grid refinement or higher-order schemes and cast doubt on this otherwise robust and reliable class of methods.
A summer intern is sought to analyze and improve performance of a new class of schemes which do not suffer from these problems. Currently, this new class of schemes is not reliable and new analysis and numerical testing is required to better understand these new developments. The intern will use existing codes to test schemes on simple test problems before utilizing mathematical and numerical analysis. The student will gain an understanding of shockwaves and shock-capturing methods as well as learning basic analysis techniques and improved understanding of partial differential equations.
Carl Ollivier-Gooch
University of British Columbia
Globalink Research Internship
Discover more projects across a range of sectors and discipline — from AI to cleantech to social innovation.
Find the perfect opportunity to put your academic skills and knowledge into practice!
Find ProjectsThe strong support from governments across Canada, international partners, universities, colleges, companies, and community organizations has enabled Mitacs to focus on the core idea that talent and partnerships power innovation — and innovation creates a better future.