Computational Methods for Nanoscale Applications

Igor Tsukerman is Professor of Electrical and Computer Engineering at the University of Akron, Ohio, where he has been a faculty member since 1995. His research is focused on the simulation of nanoscale systems, applied electromagnetics and photonics, plasmonics, computational methods, and nonlocal homogenization of materials. He teaches a variety of undergraduate and graduate courses (Signals & Systems, Circuits, Electromagnetic Fields, Digital Signal Processing, Random Signal Analysis, Simulation of Nanoscale Systems, and others). Tsukerman has approximately 150 refereed publications, has authored a monograph (Computational Methods for Nanoscale Applications: Particles, Plasmons and Waves, Springer 2008) and co-edited a book (Plasmonics and Plasmonic Metamaterials: Analysis and Applications, World Scientific, 2011).Before coming to the University of Akron, Tsukerman worked at the Department of Electrical & Computer Engineering, the University of Toronto (1990-1995). A joint project with GE Canada involved electromagnetic field analysis and noise reduction in large electric motors. Tsukerman's academic degrees are from St. Petersburg Polytechnic in Russia: a combined B.Sc. / M.Sc. degree (with honors) in Control Systems (1982) and a Ph.D. in Electrical Engineering (1988).

• Introduction.- Finite-Difference Schemes.- The Finite Element Method.- Flexible Local Approximation MEthods (FLAME).- Long-Range Interactions in Free Space.- Long-Range Interactions in Heterogeneous Systems.- The Finite Difference Time Domain Method.- Nano-Photonics: Periodic Media and Band Structure Computation.- Nano-Photonics: Plasmonics.- Metamaterials and Homogenization.- Conclusion: “Plenty of Room at the Bottom” for Computational Methods.

“The book is primarily addressed to computational material scientists. The level of intended readers ranges from graduate students, with a solid background in electromagnetism, to experienced researchers … . The style of presentation is lucid and not overloaded with mathematical rigor, which is definitely an advantage, given the intended audience. … The typesetting and editing have been done with care.” (Radosław Szmytkowski, zbMATH 1494.78003, 2022)