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344090, ڧ, .-ߧ-ߧ, . ڧݧѧܧӧ 8, اߧ ֧է֧ѧݧߧ ߧڧӧ֧ڧ֧, ߧڧ ާѧ֧ާѧڧܧ, ާ֧ѧߧڧܧ ܧާ֧ߧ ߧѧ, .219

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ѧӧ֧էڧ ܧѧ֧է ާѧ֧ާѧڧ֧ܧԧ ާէ֧ݧڧӧѧߧڧ (2014-ߧѧ. ӧ֧ާ).

ݧѧӧߧ ߧѧߧ էߧڧ (2014-ߧѧ. ӧ֧ާ).

ҧݧѧ ߧѧߧ ڧߧ֧֧ ; ާѧ֧ާѧڧ֧ܧ ާէ֧ݧڧӧѧߧڧ, ӧڧݧڧ֧ݧߧѧ ާ֧ѧߧڧܧ, ӧ٧ѧߧߧ ٧ѧէѧ ާ֧ѧߧڧܧ է֧ާڧ֧ާԧ ӧ֧էԧ ֧ݧ, ܧާ٧ڧ, ߧѧߧާ֧ѧߧڧܧ, ܧߧѧܧߧ ٧ѧէѧ, ާ֧ ܧߧ֧ߧ ݧ֧ާ֧ߧ. ݧ ڧݧ ѧҧ ӧ֧ߧ ڧݧ֧էӧѧߧڧ ٧ѧէѧ էӧڧاڧާڧ ڧݧݧڧڧާ ڧߧڧܧѧާ ӧݧ ѧߧڧ٧ߧ ԧڧ ֧٧ݧ֧ܧڧ֧ܧڧ ݧԧѧߧڧ֧ߧߧ ֧էѧ, ֧֧ߧڧ ӧ٧ѧߧߧ ٧ѧէѧ ݧ֧ܧԧ, ѧܧԧ ֧ާݧ֧ܧԧ էݧ ֧ ԧѧߧڧ֧ߧߧ ѧ٧ާ֧. ֧էݧا֧ ܧާݧ֧ܧ ڧާާ֧ڧߧ ѧݧԧڧާ էݧ ֧֧ߧڧ ާѧڧߧ ٧ѧէѧ ާ֧է ܧߧ֧ߧ ݧ֧ާ֧ߧ, ӧ٧ߧڧܧѧڧ ѧ٧ݧڧߧ ڧѧ ѧѧ ӧ٧ѧߧߧԧ ֧٧ݧ֧ܧڧ֧ܧԧ ѧߧѧݧڧ٧. ֧٧ݧѧ ڧ ڧݧ֧էӧѧߧڧ ֧ѧݧڧ٧ӧѧߧ ܧߧ֧ߧ-ݧ֧ާ֧ߧߧ ѧܧ֧ ACELAN, ٧էѧߧߧ اߧ ֧է֧ѧݧߧ ߧڧӧ֧ڧ֧. ѧ٧ӧڧ ާ֧է ѧ֧ ֧ܧڧӧߧ ާէݧ֧ ڧ ݧڧܧڧѧݧݧڧ֧ܧڧ ֧٧ܧާ٧ڧ ѧ٧ݧڧߧԧ ڧ ӧ٧ߧ ڧݧ٧ӧѧߧڧ֧ ܧߧ֧ߧ-ݧ֧ާ֧ߧߧ ާ֧է. ӧ֧է֧ߧ ѧܧڧ֧ܧ ӧѧاߧ ѧ֧ ֧٧ݧ֧ާ֧ߧ ݧѧ٧ӧܧӧԧ ݧڧڧ, ڧݧӧ ܧڧڧ ֧ҧѧ٧ӧѧ֧ݧ֧ էݧ ݧѧ٧ӧܧӧ ݧڧܧѧڧ, ݧѧ٧ӧܧӧ ܧѧߧ֧, ӧڧҧѧڧߧߧ ԧڧܧ, ֧٧ѧߧާѧ, ֧٧ԧ֧ߧ֧ѧ ާߧԧڧ էԧڧ ֧٧ݧ֧ܧڧ֧ܧڧ ۧ ѧާܧѧ ӧާ֧ߧ ѧҧ ڧ٧ڧܧ, "֧٧ڧҧ" , "ݧ", "ӧާѧڧܧ" (.ܧӧ), "ݧѧ֧ۧ" (.֧ݧ-ӧڧ, ٧ѧڧݧ) էԧڧާ ԧѧߧڧ٧ѧڧާ.

ߧѧ֧ ӧ֧ާ ӧݧ֧ ܧӧէڧ֧ݧ֧ ާѧԧڧ֧ܧ ҧѧ٧ӧѧ֧ݧߧ ԧѧާާ "ѧ֧ާѧڧ֧ܧ ާէ֧ݧڧӧѧߧڧ" ߧѧѧӧݧ֧ߧڧ "ڧܧݧѧէߧѧ ާѧ֧ާѧڧܧ ڧߧާѧڧܧ", ܧӧէڧ֧ݧ֧ ֧է֧էѧ֧ݧ֧ ӧ֧ ֧֧ӧ ާѧԧڧ֧ܧ ԧѧާާ "ѧ֧ާѧڧ֧ܧ ާէ֧ݧڧӧѧߧڧ", ѧܧا ܧӧէڧ֧ݧ֧ ѧߧԧݧ٧ߧ ާѧԧڧ֧ܧ ҧѧ٧ӧѧ֧ݧߧ ԧѧާާ "IT in Biomechanics" ("ߧާѧڧߧߧ ֧ߧݧԧڧ ҧڧާ֧ѧߧڧܧ"), ֧ѧݧڧ٧֧ާ ֧ܧ اߧ ֧է֧ѧݧߧ ߧڧӧ֧ڧ֧. 

ݧ֧էߧڧ ԧէ ڧѧ ѧӧܧڧ ܧ էݧ է֧ߧ ѧڧ ܧ ާѧԧڧѧߧ: " ", "֧ڧ ֧ߧݧԧڧ ", "ߧ֧ߧ-ݧ֧ާ֧ߧߧ ާէ֧ݧڧӧѧߧڧ ߧѧߧ-֧ߧڧ֧ܧڧ ٧ѧէѧ", "ާ֧ߧ ާէ֧ݧڧӧѧߧڧ ֧٧ݧ֧ܧڧ֧ܧ ڧҧ֧ߧڧ", "֧ݧڧߧ֧ۧߧ ާէ֧ݧ", "ӧ֧ާ֧ߧߧ ҧݧ֧ާ ڧܧݧѧէߧ ާѧ֧ާѧڧܧ ڧߧާѧڧܧ", "ӧ֧ާ֧ߧߧ ҧݧ֧ާ ާ֧ѧߧڧܧ. ӧ֧ާ֧ߧߧ ާէ֧ݧ ާѧ֧ڧѧݧ", "ѧ֧ާѧڧ֧ܧ ާէ֧ݧڧӧѧߧڧ ֧٧ݧ֧ܧڧ֧ܧڧ ާѧ֧ڧѧݧ ۧ", "FE modeling of nonlinear problems" (էݧ ާѧԧڧ֧ܧ ԧѧާާ ߧ ѧߧԧݧڧۧܧ ٧ܧ) է.

ܧѧ֧ӧ ߧѧߧԧ ܧӧէڧ֧ݧ էԧӧڧ ֧ ܧѧߧէڧէѧ ߧѧ, ӧݧݧ ߧѧߧ ܧߧݧѧߧ էߧ էܧܧ էڧ֧ѧڧ.

ݧܧ ٧ ݧ֧էߧڧ ݧ֧ ӧݧݧ ܧӧէڧ֧ݧ֧ ֧ާ ߧѧߧ ֧ܧ:

1. ֧է֧ѧݧߧ ѧԧ֧ߧӧ ҧѧ٧ӧѧߧڧ, ֧է֧ѧݧߧѧ ֧ݧ֧ӧѧ ԧѧާާ "ѧߧ ߧѧߧ-֧էѧԧԧڧ֧ܧڧ ܧѧէ ڧߧߧӧѧڧߧߧ ڧ" ߧ 2009-2013 ԧէ; ܧߧѧܧ 401 30.07.2009, է֧ݧڧӧѧߧڧ, էڧ٧ѧۧ ٧էѧߧڧ ӧܧ֧ܧڧӧߧ ֧٧ܧާ٧ڧ, 2009-2011.

2. , N 09-01-00875-, ѧ֧ާѧڧ֧ܧ ާէ֧ݧڧӧѧߧڧ ܧާ֧ߧ էڧ٧ѧۧ ߧӧ ӧڧէ ѧܧڧӧߧ ܧާ٧ڧڧߧߧ ާѧ֧ڧѧݧ ۧ ߧ ڧ ߧӧ, 2009-2011.

3. ڧߧҧߧѧܧ, ٧ѧէѧߧڧ ڧߧҧߧѧܧ ڧ ߧ ӧ֧է֧ߧڧ ߧѧߧ ڧݧ֧էӧѧߧڧ, "ѧ٧ӧڧڧ ߧѧߧԧ ֧ߧڧѧݧ ӧ֧ ܧݧ", 1.4.11, ߧ֧ߧߧ ާѧ֧ާѧڧ֧ܧ ܧߧ֧ߧ-ݧ֧ާ֧ߧߧ ާէ֧ݧڧӧѧߧڧ ѧܧڧӧߧ ܧާ٧ڧڧߧߧ ާѧ֧ڧѧݧ ֧٧ݧ֧ܧڧ֧ܧڧ ۧ ڧ ܧާ٧ڧڧߧߧ ާѧ֧ڧѧݧ, 2011.

4. ڧߧҧߧѧܧ, ԧ٧ѧէѧߧڧ ߧ ܧѧ٧ѧߧڧ ݧ (ӧݧߧ֧ߧڧ ѧҧ), 1.6052.2011, ѧ٧ӧڧڧ ާէ֧ݧ֧ ާ֧է ѧ֧ ߧӧ ֧֧ܧڧӧߧ ݧ֧ܧڧ֧ܧ ѧܧڧӧߧ ߧ֧էߧէߧ ާѧ֧ڧѧݧ էݧ ٧էѧߧڧ ӧܧ֧ߧݧԧڧ֧ܧڧ ۧ, 2012-2013. 

5. , N 13-01-00943-, է֧ݧڧӧѧߧڧ, ѧߧѧݧڧ էڧ٧ѧۧ ӧܧ֧ܧڧӧߧ ѧܧڧӧߧ ܧާ٧ڧ ѧ٧ݧڧߧ ӧ٧ߧ, 2013-2015.

6. , ԧѧާާ ѧ٧ӧڧڧ , N 213.01-24/2013-75, ѧ֧ާѧڧ֧ܧ ާէ֧ݧڧӧѧߧڧ ܧާ֧ߧ էڧ٧ѧۧ ֧٧ݧ֧ܧڧ֧ܧڧ ۧ ֧ ާڧܧܧ ާѧ֧ڧѧݧ, ֧ާ֧ѧߧ ѧܧڧ֧ܧڧ ݧ֧ ӧ֧ߧߧ ֧ܧ, 2013.

7. ڧߧҧѧ٧ӧѧߧڧ, N 1105, ԧѧߧڧ٧ѧڧ ӧ֧է֧ߧڧ ߧѧߧ ڧݧ֧էӧѧߧڧ, 213.01/ 009, ԧ٧ѧէѧߧڧ ڧߧҧѧ٧ӧѧߧڧ, 2014-2016.

Nݧ֧ ڧۧܧԧ ѧڧߧѧݧߧԧ ܧާڧ֧ ֧֧ڧ֧ܧ ڧܧݧѧէߧ ާ֧ѧߧڧܧ; ݧ֧ էӧ էڧ֧ѧڧߧߧ ӧ֧ ( 212.208.06; .212.208.22); ܧ֧ ֧ҧݧڧܧѧߧܧԧ ڧݧ֧էӧѧ֧ݧܧԧ ߧѧߧ-ܧߧݧѧڧߧߧԧ ֧ߧ ܧ֧ڧ٧ (). 

2005 . ߧѧԧѧاէ֧ ߧѧԧէߧ ٧ߧѧܧ "֧ߧ ѧҧߧڧ ӧ֧ԧ ֧ڧߧѧݧߧԧ ҧѧ٧ӧѧߧڧ " ٧ ߧѧߧ ԧѧߧڧ٧ѧڧߧߧ ѧҧ (), 2000 ԧէ ; ֧ߧ ԧѧާ ڧߧڧ֧ӧ ҧѧ٧ӧѧߧڧ ڧۧܧ ֧է֧ѧڧ.

2014 . ߧѧԧѧاէ֧ էڧݧާ ֧ܧ ߧާڧߧѧڧ "ڧէ֧ ҧѧ٧ӧѧߧڧ".

ӧ ҧݧ֧ 350 ߧѧߧ ާ֧էڧ֧ܧڧ ѧҧ.

֧ҧߧ ҧڧ (էߧ ݧߧ ֧ܧ):

Nasedkin A.V., Nasedkina A.A. Finite element modeling of coupled problems: textbook / Rostov-on-Don: publishing house of Southern Federal University, 2015. 174 p. (ISBN 978-5-9275-1611-7, , http://elibrary.ru/item.asp?id=24892908, http://hub.sfedu.ru/allocator/files/9da5704a-1e6a-41f7-b478-1822b5ca79a3/ )

ѧ֧էܧڧ .. է֧ݧڧӧѧߧڧ ֧٧ݧ֧ܧڧ֧ܧڧ ֧ҧѧ٧ӧѧ֧ݧ֧ ANSYS: ֧ҧߧ ҧڧ. -ߧ-ߧ: ڧ٧-ӧ , 2015. 176 . (ISBN 978-5-9275-1751-0, , http://elibrary.ru/item.asp?id=25433397 , http://hub.sfedu.ru/allocator/files/0f9eec46-750e-4b66-81f6-8a078c67400b/ )


֧ܧ ڧ ҧݧڧܧѧڧ ݧ֧էߧڧ ݧ֧ (ߧ ѧߧԧݧڧۧܧ ٧ܧ):

Eremeev V.A., Nasedkin A.V. Natural vibrations of nanodimensional piezoelectric bodies with contact-type boundary conditions // Mechanics of Solids. 2015. V. 50, No. 5. P. 495-507. (Scopus, doi: 10.3103/S0025654415050027)

 Nasedkin A.V. Finite element design of piezoelectric and magnetoelectric composites by using symmetric saddle algorithms / Advanced Materials - Studies and Applications. Eds. I.A. Parinov, S.-H. Chang, S. Theerakulpisut. Nova Science Publishers, N.-Y., 2015. Ch. 9. P. 109-124. (Scopus, ISBN: 978-1-63463-749-7 https://www.novapublishers.com/catalog/product_info.php?products_id=53074)

Rybyanets A.N., Nasedkin A.V., Naumenko A.A., Shvetsova N.A., Lugovaya M.A., Petrova E.I. Optimization of finite element models for porous ceramic piezoelements by piezoelectric resonance analysis method / Advanced Materials - Studies and Applications. Eds. I.A. Parinov, S.-H. Chang, S. Theerakulpisut. Nova Science Publishers, N.-Y., 2015. Ch. 11. P. 147-168. (Scopus, ISBN: 978-1-63463-749-7 https://www.novapublishers.com/catalog/product_info.php?products_id=53074)

 Nasedkin A.V., Shevtsova M.S., Chang S.-H. Optimal design of underwater acoustic projector with active elements made from porous piezoceramics / Advanced Materials - Physics, Mechanics and Applications. Springer Proceedings in Physics. Vol. 152. Chang S.-H., Parinov I., Topolov V. (Eds.). Springer International Publishing AG, Cham, Switzerland. 2014. Ch. 20. P. 249-260. (Scopus, http://www.springer.com/978-3-319-03748-6, DOI: 10.1007/978-3-319-03749-3_20, DOI: 10.1007/978-3-319-03749-3_20)

 Iovane G., Nasedkin A.V. New model for piezoelectric medium with voids for application to analysis of ultrasonic piezoelectric transducers and porous piezocomposites / Advanced Nano- and Piezoelectric Materials and their Applications. Ed. I.A. Parinov. Nova Science Publishers, N.-Y., 2014. Ch. 6. P. 145-170. (Scopus, ISBN: 978-1-63321-239-8; https://www.novapublishers.com/catalog/product_info.php?products_id=50250)

 Nasedkin A.V. Modeling of magnetoelectric composites by effective moduli and finite element methods. Theoretical approaches // Ferroelectrics. 2014. V. 461, No. 1. P. 106-112. (Scopus; DOI:10.1080/00150193.2014.890006, Scopus SJR 0.286, IPP 0.456, SNIP 0.435; 2013 JCR Science Edition: Impact Factor: 0.383, 5-Year Impact Factor: 0.455)

 Nasedkin A.V., Eremeyev V.A. Harmonic vibrations of nanosized piezoelectric bodies with surface effects // Z. Angew. Math. Mech. (ZAMM). 2014. V. 94, No. 10, P. 878;892. (Scopus; DOI: 10.1002/zamm.201300085, Scopus SJR 0.630, IPP 0.956, SNIP 1.143; 2013 JCR Science Edition: Impact Factor: 1.008)

 Nasedkin A.V., Shevtsova M.S., Liu J. C., Chang S. H., Wu J. K. Multiobjective optimization of an underwater acoustic projector with porous piezocomposite active element // Proceedings of the OCEANS'14 MTS/IEEE Conference, Taipei, Taiwan, 7 10 April 2014. 6 p. (Scopus; DOI: 10.1109/OCEANS-TAIPEI.2014.6964564) 

 Nasedkin A.V. Multiscale computer design of piezomagnetoelectric mixture composite structures // AIP Conference Proceedings. 2014. V. 1627. P. 64-69. (Web of Science, doi: 10.1063/1.4901659)

 Nasedkin A.V., Eremeyev V.A. Modeling of nanosized piezoelectric and magnetoelectric bodies with surface effects // AIP Conference Proceedings. 2014. V. 1627. P. 70-75. (Web of Science, doi: 10.1063/1.4901660)

 Nasedkin A., Skaliukh A., Soloviev A. New models of coupled active materials for finite element package ACELAN // AIP Conference Proceedings. 2014. V. 1637. P. 714-723. (Web of Science, doi: 10.1063/1.4904643)

 Danilchenko S.A., Nasedkin A.V. Finite element simulation of contact problems for multilayered antifriction nanomodified covering and for nanosized bodies with surface effects // Proceedings of the Twelfth International Conference on Computational Structures Technology, B.H.V. Topping and P. Ivnyi, (Editors), Civil-Comp Press, Stirlingshire, United Kingdom, paper 203, 2014. 13 p. (doi: 10.4203/ccp.106.203)

 Nasedkin A.V., Shevtsova M.S. Multiscale computer simulation of piezoelectric devices with elements from porous piezoceramics / Physics and mechanics of new materials and their applications. Eds. I.A. Parinov and S.-H. Chang. Nova Science Publishers, N.-Y., 2013. Ch. 16. P. 185-202. (Scopus, ISBN:978-1-62618-535-7)

 Nasedkin A.V., Eremeyev V.A. Spectral properties of piezoelectric bodies with surface effects / Advanced Structured Materials. V.30. Surface effects in solid mechanics - Models, Simulations and Applications. Eds. H.Altenbach, N.F.Morozov. Springer-Verlag Berlin Heidelberg, 2013. P.105-121. (DOI:10.1007/978-3-642-35783-1_9, Scopus SJR 0.107, SNIP  0.122)

 Iovane G., Nasedkin A.V. Coupled finite element acoustopiezoelectric analysis of piezomaterials with voids and ultrasonic transducers from porous piezoceramics // Journal of Coupled Systems and Multiscale Dynamics. 2013. V.1, No. 3. P. 393-403. (http://www.aspbs.com/jcsmd/)

 Nasedkin A.V., Shevtsova M.S., Liu J.-C., Chang S.-H., Wu J.-K. Multiobjective optimal design of underwater acoustic projector with porous piezocomposite active elements // Journal of Applied Mathematics and Physics. 2013. V.1, No.6. P. 89-94. (http://www.scirp.org/journal/jamp, DOI: 10.4236/jamp.2013.16017)

 Nasedkin A.V., Nasedkina A.A. Finite element modeling and computer design of porous composites // Poromechanics V. Proc. of the Fifth Biot Conference on Poromechanics. July 10-12, 2013, Vienna, Austria. Eds. Hellmich C., Pichler B., Adam D. Publ. ASCE, 2013. P. 608-617. (Scopus; DOI: 10.1061/9780784412992.072)

 Nasedkin A.V., Shevtsova M.S. Improved finite element approaches for modeling of porous piezocomposite materials with different connectivity / Ferroelectrics and superconductors: Properties and applications. Ed. I.A. Parinov. Nova Science Publishers, N.-Y., 2011. Ch.7. P.231-254. (Scopus, ISBN: 978-1-61324-518-7)

 Nasedkin A.V., Shikhman V.M., Zakharova S.V. Finite element calculation of high-temperature acoustic emission transducers // Russian Journal of Nondestructive Testing. 2011. Vol. 47, N. 7. P. 468-479. (Scopus; DOI: 10.1134/S1061830911070060, Scopus SJR 0.206, IPP 0.262, SNIP 0.705; 2013 JCR Science Edition: Impact Factor: 0.350)

 Nasedkin A.V. Some finite element methods and algorithms for solving acousto-piezoelectric problems / Piezoceramic materials and devices. Ed. I.A. Parinov. Nova Science Publishers, N.-Y., 2010. P.177-218. (Scopus, ISBN: 978-1-60876-459-4)

 Iovane G., Nasedkin A.V. Modal analysis of piezoelectric bodies with voids. I. Mathematical approaches  // Applied Mathematical Modelling. 2010. V.34, No.1. P. 60-71. (Scopus; DOI: 10.1016/j.apm.2009.03.028, Scopus SJR 1.153, IPP 2.532, SNIP 1.940; 2013 JCR Science Edition: Impact Factor: 2.158)

 Iovane G., Nasedkin A.V. Modal analysis of piezoelectric bodies with voids. II. Finite element simulation  // Applied Mathematical Modelling. 2010. V.34, No.1. P. 47-59. (Scopus; DOI: 10.1016/j.apm.2009.03.027, Scopus SJR 1.153, IPP 2.532, SNIP 1.940; 2013 JCR Science Edition: Impact Factor: 2.158)

 Iovane G., Nasedkin A.V. Some finite element approaches with symmetric matrices for modelling of porous piezocomposite devices under acoustic and electric loads // CD-Rom Proceedings of the Tenth International Conference on Computational Structures Technology. CST-2010. Valencia, Spain, 14 - 17 September 2010. B.H.V. Topping, J.M. Adam, F.J. Pallars, R. Bru and M.L. Romero, (Editors). Civil-Comp Press, Stirlingshire, UK, 2010. Paper 282. 20 p. (Scopus; doi: 10.4203/ccp.93.282)

 Chebakov M.I., Kolesnikov V.I., Kolosova E.M., Nasedkin A.V. Finite element analysis of contact problems with complicated properties // CD-Rom Proceedings of the Tenth International Conference on Computational Structures Technology. CST-2010. Valencia, Spain, 14 - 17 September 2010. B.H.V. Topping, J.M. Adam, F.J. Pallars, R. Bru and M.L. Romero, (Editors). Civil-Comp Press, Stirlingshire, UK, 2010. Paper 9. 17 p. (Scopus; doi:10.4203/ccp.93.9)


ѧߧߧ ҧߧӧݧ֧ߧ: 24.02.2016