Igor A. Ostanin, Ph.D.

Affiliations: 
2014 Civil Engineering University of Minnesota, Twin Cities, Minneapolis, MN 
Area:
Materials Science Engineering, Atomic Physics, Mathematics, Condensed Matter Physics
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"Igor Ostanin"

Parents

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Roberto Ballarini grad student 2014 UMN
 (Multiscale modeling of carbon nanotube materials with distinct element method.)
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Publications

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Ostanin IA. (2020) “String art” approach to the design and manufacturing of optimal composite materials and structures Composite Structures. 246: 112396
Gubarev VM, Yakovlev VY, Sertsu MG, et al. (2020) Corrigendum to “Single-walled carbon nanotube membranes for optical applications in the extreme ultraviolet rang” [155, (2019) 734–739] Carbon. 156: 576
Ostanin I, Dumitrică T, Eibl S, et al. (2019) Size-Independent Mechanical Response of Ultrathin Carbon Nanotube Films in Mesoscopic Distinct Element Method Simulations Journal of Applied Mechanics. 86: 121006
Gubarev VM, Yakovlev VY, Sertsu MG, et al. (2019) Single-walled carbon nanotube membranes for optical applications in the extreme ultraviolet range Carbon. 155: 734-739
Ostanin IA, Zhilyaev P, Petrov V, et al. (2018) Toward large scale modeling of carbon nanotube systems with the mesoscopic distinct element method Letters On Materials. 8: 240-245
Ostanin I, Ovchinnikov G, Tozoni DC, et al. (2018) A parametric class of composites with a large achievable range of effective elastic properties Journal of the Mechanics and Physics of Solids. 118: 204-217
Ostanin I, Safonov A, Oseledets I. (2017) Natural Erosion of Sandstone as Shape Optimisation Scientific Reports. 7: 17301-17301
Ostanin I, Zorin D, Oseledets I. (2017) Parallel optimization with boundary elements and kernel independent fast multipole method International Journal of Computational Methods and Experimental Measurements. 5: 154-162
Drozdov GM, Ostanin I, Oseledets IV. (2017) Time- and memory-efficient representation of complex mesoscale potentials Journal of Computational Physics. 343: 110-114
Ostanin I, Tsybulin I, Litsarev M, et al. (2017) Scalable topology optimization with the kernel-independent fast multipole method Engineering Analysis With Boundary Elements. 83: 123-132
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