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 Country |
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Kaliningrad , Russia |
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Education |
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Ph.D. |
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Department of Theoretical Physics, I. Kant State University of Russia, Kaliningrad, Russia (2004/09-2007/06) |
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Master degree of Science |
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Department of Theoretical Physics, Kaliningrad State University , Russia (1999/09~2004/06) |
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| Academic Career |
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Assistant Professor of Theoretical Physics Department, I. Kant State University of Russia (2005) |
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PhD(Candidate of Science) (2007) |
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Associate Professor(Docent), Theoretical Physics Department (2008) |
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Research interest |
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High intensity focal ultrasound (HIFU) study. |
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Fluid dynamics, kinetic theory, ultrasound, CFD |
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| Publication list |
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Referred Papers |
| [1] |
D.A. Vereshchagin, S.B. Leble, M.A. Solovchuk. Piecewise continuous distribution function method in the theory of wave disturbances of inhomogeneous gas. Physics Letters A Volume 348, Issues 3-6, Pages 326-334 (2006) (PDF) |
| [2] |
Leble S.B. , Solovchuk M.A . Three-dimensional fluid equations from distribution function with discontinuity in velocity space. Mathematical modeling , V. 18, N 4, pp. 118-128 (2006) |
[3] |
Solovchuk M.A., Leble S.B The kinetic description of ultrasound propagation in a rarefied gas: from a piecewise continuous description to fluid equations. Acta Acustica V. 91, Supplement 1, p. S176 (2005) |
[4] |
Solovchuk M.A., Leble S.B. Piecewise continuous distribution function method and ultrasound at half space. arXiv: physics/0602024 (2006) |
[5] |
S. Leble, M. Solovchuk, One-dimensional ultrasound propagation in stratified gas. Archives of Acoustics 34 (2), pp. 215-229 (2009) |
[6] |
Maxim A. Solovchuk and Tony W. H. Sheu, Prediction of shock structure using the bimodal distribution function, Phys. Rev. E 81, 056314, 2010 (PDF) |
[7] |
Maxim A. Solovchuk and Tony W. H. Sheu, Prediction of strong shock structure using the bimodal distribution function, Phys. Rev. E 83, 026301, 2011 (PDF) |
[8] |
Tony W. H. Sheu, Maxim A. Solovchuk, Alex W. J. Chen, Marc Thiriet, On an acoustics-thermal-fluid coupling model for the prediction of temperature elevation in liver tumor, International Journal of Heat and Mass Transfer 54 (17-18), pp. 4117-4126, 2011 (PDF) |
[9] |
Maxim A. Solovchuk, Tony W. H. Sheu, Win-Li Lin, Ihyuan Kuo, Marc Thiriet, Simulation study on acoustic streaming and convective cooling in blood vessels during a high-intensity focused ultrasound thermal ablation, International Journal of Heat and Mass Transfer, 55 (4) , pp. 1261-1270, 2012 (PDF) |
[10] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Win-Li Lin, On a computational study for investigating acoustic streaming and heating during focused ultrasound ablation of liver tumor, Applied Thermal Engineering, 56 (1-2) , pp. 62-76, 2013 (PDF) |
[11] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Simulation of nonlinear Westervelt equation for the investigation of acoustic streaming and nonlinear propagation effects, Journal of the Acoustical Society of America, 134(5), pp. 3931-3942, 2013 (PDF) |
[12] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Image-based computational model for focused ultrasound ablation of liver tumor, Journal of Computational Surgery 2014, 1:4 |
[13] |
Maxim A. Solovchuk, San Chao Hwang, Hsu Chang, Marc Thiriet, Tony W. H. Sheu, Temperature elevation by HIFU in ex-vivo porcine muscle: MRI measurement and simulation study, Medical Physics, 41, 052903, 2014 (PDF) |
[14] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Multiphysics Modeling of Liver Tumor Ablation by High Intensity Focused Ultrasound, Communication in Computational Physics, 18(04), 1050-1071, 2015. (PDF) |
[15] |
Maxim A. Solovchuk, Marc Thiriet, Tony W. H. Sheu, Computational study of acoustic streaming and heating during acoustic hemostasis, Applied Thermal Engineering, 124, 1112-1122, 2017. (PDF) |
[16] |
E. Zilonova, M. Solovchuk, Tony W. H. Sheu, Bubble dynamics in viscoelastic soft tissue in high-intensity focal ultrasound thermal therapy, Ultrasonics Sonochemistry, 40, 900-911, 2018. (PDF) |
[17] |
Manuel A. DIaz, Maxim Solovchuk, Tony W. H. Sheu, A conservative numerical scheme for modeling nonlinear acoustic propagation in thermoviscous media, Journal of Computational Physics,Vol. 363, pp. 200-230, 2018. (PDF) |
[18] |
Manuel A. Diaz, Maxim Solovchuk, Tony W. H. Sheu, High-performance multi-GPU solver for describing nonlinear acoustic waves in homogeneous thermoviscous media, Computers&Fluids, 173, 195-205, 2018. (PDF) |
[19] |
Symphony Chakraborty, Filip Ivancic, Maxim Solovchuk, and Tony Wen-Hann Sheu, Stability and dynamics of a chemotaxis system with deformed free-surface in a shallow chamber, Physics of Fluids, 30, 071904, 2018 (PDF) | .
[20] |
E. Zilonova, M. Solovchuk, Tony W. H. Sheu, Simulation of cavitation enhanced temperature elevation in a soft tissue during high-intensity focused ultrasound thermal therapy, Ultrasonics Sonochemistry, 53, 11-24, 2019 (PDF). |
[21] |
E. Zilonova, M. Solovchuk, Tony W. H. Sheu, Dynamics of bubble-bubble interactions experiencing viscoelastic drag, Physical Review E, 99(2), 023109, 2019(PDF) |
[22] |
F. Ivancic, T.W.H. Sheu, M. Solovchuk, Arbitrary Lagrangian Eulerian-Type Finite Element Methods Formulation for PDEs on Time-Dependent Domains with Vanishing Discrete Space Conservation Law, SIAM Journal on Scientific Computing, 41(3), A1548-A1573, 2019. |
[23] |
F. Ivancic, T.W.H. Sheu, M. Solovchuk, The free surface effect on a chemotaxis–diffusion–convection coupling system, Computer Methods in Applied Mechanics and Engineering , 356, 387-406, 2019. |
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Conference Papers |
[1] |
Solovchuk M.A., Leble S.B. The kinetic description of ultrasound propagation in a rarefied gas: from a piecewise continuous distribution to fluid equations. Proceedings of International Conference "Forum Acusticum 2005" ISBN 963 8241 68 3 ( Budapest , 2005), pp L235-L240 |
[2] |
Solovchuk M.A., Leble S.B. Piecewise continuous partition function method in the theory of wave perturbations of inhomogeneous gas. (International conference on Selected Problems of Modern Mathematics, dedicated to the 200th anniversary of K.G. Jacobi, and the 750th anniversary of the Koenigsberg foundation) 2005. p.256-258 |
[3] |
Solovchuk M.A., Leble S.B. Piecewise continuous partition function method and ultrasound at half-plane. International Seminar ‘Days on Diffraction'2005' Abstracts ( Saint Petersburg , 2005 ). pp75 |
[4] |
Solovchuk M.A., Leble S.B. Two-side distribution function and WKB solutions for ultrasound at stratified gas. International Seminar ‘Days on Diffraction'2006' Abstracts ( Saint Petersburg , 2006). pp 90 |
[5] |
Solovchuk M.A., Leble S.B. Perturbation theory of stratified rarefied gas. Proceedings of the XVIII Session of the Russian Acoustical Society. V .2- M: GEOS. 2006, pp. 158-162 |
[6] |
M. Solovchuk, S. Leble. Problem of modelling of higher atmosphere gas perturbations. Proc. of the 9 th Western Pacific Acoustics Conference, Seoul , Korea , June 26-28, 2006, ae2-2, id 320 |
[7] |
Sergey B. Leble, Maxim A. Solovchuk. Fluid dynamics at arbitrary Knudsen on a base of Alexeev-Boltzmann equation: sound in a rarefied gas , Proc. of the 25 th International Symposium on rarefied gas dynamics, 2007 |
[8] |
Maxim Solovchuk, Tony W. H. Sheu (2009), Exploration of shock structure by piecewise continuous distribution function method, in Proceedings of the 16th National Conference on Computational Fluid Dynamics, X-11, Yilan County, Taiwan, Republic of China, July 30-August 1 |
[9] |
Maxim A. Solovchuk, Tony W. H. Sheu. Prediction of shock structure by bimodal distribution function method. Proceedings of the Fifth European Computational Fluid Dynamics Conference (ECCOMAS) Lisbon, Portugal, 2010, June 14-17, 01133.pdf |
[10] |
Maxim Solovchuk, Tony W. H. Sheu, Marc Thiriet, High intensity focused ultrasound study for ablating liver tumor. Proceedings of international Congress in Mathematical Fluid dynamics and its applications. Rennes, France, 2010, June 21-24. |
[11] |
Maxim A. Solovchuk, Tony W. H. Sheu. Bimodal distribution function method for the exploration of shock structure. Proceedings of the XXII Session of the Russian Acoustical Society and Session of the Scientific Council of Russian Academy of Science on Acoustics. V. 1- M: GEOS. 2010, pp. 276-280 |
[12] |
Maxim Solovchuk, Tony W. H. Sheu. Shock wave structure in gases using bimodal distribution function. Proceedings of the 20th International Congress on Acoustics, ICA 2010, 23-27 August 2010, Sydney, Australia |
[13] |
Maxim A. Solovchuk, Tony W. H. Sheu, Improvement on the Mott-Smith model for simulating a very strong shock wave, Proceedings of the Seventh China-Taiwan Symposium on Cross-Straight Air Space (第七屆海峽兩岸航空太空學術研討會), Taiwan, 2010, 16-17 November, pp. 87-94 |
[14] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Effect of acoustic streaming in large blood vessels during a high-intensity focused ultrasound thermal ablation, Proceeding of International Conference on Theoretical and Computational Acoustics (10th ICTA), Taiwan, April 2011, pp. 292-302 |
[15] |
M. A. Solovchuk, Tony W. H. Sheu, M. Thiriet, W. L. Lin, Generation of acoustic streaming by a high-intensity focused ultrasound : a study on the effects of blood vessel diameter and focused location, 18th CFD Taiwan, Yilan, Aug. 3-5, 2011 |
[16] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Investigation into the Acoustic Streaming and Convective Cooling Phenomena during a High-Intensity Focused Ultrasound Thermal Ablation, Proceedings of ASME-JSME-KSME Joint Fluids Engineering Conference 2011, July 24-29, 2011, Hamamatsu, Shizuoka, Japan, Vol. 1, paper AJK2011-19004, pp. 2009-2017. (session chair) |
[17] |
Maxim A. Solovchuk, Tony W. H. Sheu, Cooling by large blood vessels during a high intensity focused ultrasound therapy. Proceeding of the session of the Scientific council of Russian Academy of Science on Acoustics and XXIV Session of the Russian Acoustical Society. V. 3-M:GEOS. 2011, pp. 87-97. |
[18] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, The Effects of Acoustic Streaming on the Temperature Distribution During Focused Ultrasound Therapy, International Congress on Ultrasonics, Gdansk, 2011, 5-8 September, AIP Conference Proceedings, Vol. 1433, pp. 589-592 (2012) (among Top20 most read articles). |
[19] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, A computational study of nonlinear Westervelt equation and its application to focused ultrasound therapy, The 8th East Asia Section of SIAM Conference (EASIAM 2012), Taipei, 25-27 June, 2012. |
[20] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Effects of acoustic nonlinearity and blood flow cooling during HIFU treatment,12th International Symposium on Therapeutic Ultrasound (ISTU 2012), Heidelberg, 10-13 June, 2012, AIP Conference Proceedings, Vol. 1503, pp. 83-88 (2012) |
[21] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, Computational model for the focused ultrasound ablation of liver tumor in a patient specific geometry, International Conference on Life Science & Biological Engineering (LSBE 2013), Tokyo, 15-17 March, 2013, Conference Proceedings |
[22] |
Maxim A. Solovchuk, Tony W. H. Sheu, Marc Thiriet, High intensity focused ultrasound in liver tumor therapy: image based computational model, 13th International Symposium on Therapeutic Ultrasound (ISTU 2013), Shanghai, 12-15 May, 2013 |
[23] |
Maxim A. Solovchuk, Tony W. H. Sheu, Image-based computational model for investigating acoustic hemostasis and liver tumor ablation by focused ultrasound, 20th National Computational Fluid Dynamics Conference (CFD20), Nantou, 21-23 August, Conference Proceedings, pp. 533-539, (2013) |
[24] |
Maxim A. Solovchuk, Tony W. H. Sheu, Computational model for investigating acoustic hemostasis, The First International Workshop on Computational Science and Engineering, Taipei, Taiwan, 14-17 October, (2013) |
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