His research is in the area of theoretical and computational fluid dynamics, in particular analysis of the dynamics of detonation waves and other reacting flows.
Prof. Kasimov holds a Ph.D. degree in Theoretical and Applied Mechanics from the University of Illinois at Urbana-Champaign, received in 2004. His undergraduate education was received from Moscow Engineering-Physics Institute (MEPhI), which he graduated in 1993 with a degree in chemical physics. Prior to joining Skoltech, Prof. Kasimov was a lecturer and instructor in applied mathematics at the Department of Mathematics of MIT (2005-2009), served as a founding faculty member at the King Abdullah University of Science and Technology (KAUST, 2009-2016), and held a researcher position in the Tamm Theoretical Physics Department at the Lebedev Physical Institute of the Russian Academy of Sciences.
He was a recipient of a US AFOSR Young Investigator Award in 2007 for his work on detonation theory and of a number of graduate awards at the University of Illinois. He has substantial teaching and advising experience at both graduate and undergraduate levels at MIT, KAUST, and Skoltech. At KAUST, he helped establish a vigorous graduate program in Applied Mathematics and Computational Science, where he created and taught original courses on applied partial differential equations, stability and bifurcation theory, asymptotic analysis, and theoretical fluid dynamics. Many graduates of the program continued as doctoral students or postdocs at various universities around the world including Stanford University, UC Berkeley, Oxford University, MIT.
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Positions as interns, MSc, or PhD students are open – see below under News tab.
|Prof. Kasimov’s research is focused on the theory and numerical simulation of reacting flows, multiphase flows, and other nonlinear systems that exhibit complex, often chaotic, dynamics. Much of his past research has been on the theory of detonations, with particular emphasis on the analysis of stability of detonation waves and on the construction of asymptotic models of multi-dimensional detonations. He has also made contributions to various other areas of nonlinear science, such as: traffic modeling, co-authoring a theory of jamitons; theory of water waves, especially involving hydraulic jumps; pattern-forming instabilities in reaction-diffusion equations in biology; dispersive waves, such as those arising in the complex Gross-Pitaevskii equation; analysis of partial differential equations. Since joining Skoltech in 2018, Prof. Kasimov’s research focused on the analysis and computation of complex fluid flows and of phase-transition phenomena occurring in additive manufacturing processes. Presently, he is a member of the Center for Energy Transition, and his research focus is on problems of detonation theory and computation, in particular concerning the problem of detonation in nonuniform media and of deflagration-to-detonation transition.Research highlight: Arnold tongues arising in the problem of detonation propagation in periodically nonuniform media.
I am looking for ambitious students as either short-term interns or MSc students or PhD students to join a research group in fluid dynamics. The group is engaged in theoretical and computational research on the analysis of complex flows in reacting and multiphase systems. Particular directions of current interest are:
Positions require strong background and passionate interest in physics/mechanics and applied and computational mathematics .
Skoltech offers excellent conditions for work and study including state-of-the-art experimental and computational facilities and internationally competitive stipends and salaries.
Interested candidates are welcome to write to Prof. Aslan Kasimov at for further details.
Former research interns:
Courses in the ACM program:
Other teaching at Skoltech:
Mathematical Methods in Engineering and Applied Science (6 credits, since 2019)
This is a course primarily aimed at first year Masters students in engineering and applied sciences. It introduces essential mathematical techniques used in solving various applied problems. The topics include: methods of applied linear algebra, statistical methods, data analysis, optimization, basic applied ordinary and partial differential equations.
Numerical Methods in Engineering and Applied Science (6 credits) (2019-2021)
The course is intended to provide the understanding and working knowledge of numerical methods required for modeling and simulation of complex phenomena. It focuses on fundamentals of the methods such as accuracy, stability, convergence, and consistency rather than learning how to use canned computer codes. The course involves first-hand experience with programming and solving real problems on computers. Solid knowledge of calculus, linear algebra, complex variables is essential, and basic understanding of the theory of ordinary and partial differential equations of physics and engineering as well as basic programming skills are required. The following topics will be covered: solving nonlinear equations, matrix equations, eigenvalue problems, interpolation, numerical differentiation and integration, numerical solution of ordinary and partial differential equations, optimization problems, and data analysis.
Профессор Аслан Рамазанович Касимов получил ученую степень PhD в теоретической и прикладной механике в Университете штата Иллинойс в Урбана-Шампейн, США, в 2004 году. Он является выпускником кафедры физики быстропротекающих процессов Московского инженерно-физического института (МИФИ) 1993 года. До прихода в «Сколтех» профессор Касимов работал преподавателем прикладной математики на факультете математики Массачусетского технологического института (2005-2009), был профессором-основателем университета науки и технологии им. Короля Абдуллы (KAUST, 2009-2016), также работал сотрудником в отделении теоретической физики им. И.Е. Тамма в Физическом институте им. П.Н. Лебедева РАН.
Он был лауреатом премии и гранта US AFOSR Young Investigator Award в 2007 году за работу по теории детонации. Имеет значительный опыт преподавания и руководства аспирантами в Массачусетском технологическом институте и KAUST. В KAUST он был одним из основателей программы магистратуры и аспирантуры по прикладной математике и вычислительной науке, где он создал и преподавал оригинальные курсы по прикладным уравнениям в частных производных, теории устойчивости и бифуркаций, асимптотическому анализу и теоретической гидродинамике.