Publications

Books:

  1. Krüger, T., Kusumaatmaja, H., Kuzmin, A., Shardt, O. Silva, G., Viggen, E.M. (2016) The Lattice Boltzmann Method: Principles and Practice. Springer.
    Amazon, Springer

Papers:

  1. Kuzmin, A., Januszewski, M., Eskin, D., Mostowfi, F. and Derksen, J.J. (2013) Lattice Boltzmann Study of mass transfer for two-dimensional Bretherton/Taylor bubble train flow. Chemical Engineering Journal. Accepted
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  2. Mohamad, A.A. and Kuzmin, A. (2012) The Soret effect with the D1Q2 and D2Q4 lattice Boltzmann model. International Journal of Nonlinear Sciences and Numerical Simulations. 13(3-4): 289-293
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  3. Kuzmin, A., Januszewski, M., Eskin, D., Mostowfi, F. and Derksen, J.J. (2011) Three-dimensional binary-liquid lattice Boltzmann simulation of microchannels with rectangular cross sections. Chemical Engineering Journal. 178: 306-316
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  4. Kuzmin, A., Januszewski, M., Eskin, D., Mostowfi, F. and Derksen, J.J. (2011) Simulations of gravity-driven flow of binary liquids in microchannels. Chemical Engineering Journal. 171(2): 646-654
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  5. Kuzmin, A., Guo, Z. and Mohamad, A.A. (2011) The simultaneous mass and force terms incorporation in MRT framework for lattice Boltzmann schemes. Philosophical Transactions of the Royal Society A. 369: 2219-2227
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  6. Kuzmin, A., Ginzburg, I. and Mohamad, A.A. (2010) The role of “kinetic” parameter on the stability of two-relaxation-times advection-diffusion Lattice Boltzmann schemes. Computers and Mathematics with Applications. In press: 1-51
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  7. Mohamad, A.A. and Kuzmin, A. (2010) A Critical Evaluation of Force term in Lattice Boltzmann Method, Natural Convection problem. International Journal of Heat and Mass Transfer, 53 (5-6): 990-996
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  8. Ginzburg, I., d’Humieres, D. and Kuzmin, A. (2010) Optimal stability of advection-diffusion Lattice Boltzmann models with two relaxation times for positive/negative equilibrium, Journal of Statistical Physics. 139: 1090-1143
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  9. Kuzmin, A. and Mohamad, A.A. (2010) Multirange multi-relaxation time Shan-Chen model with extended equilibrium. Computers and Mathematics with Applications. 59: 990-996
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  10. Falcucci, G., Chiatti, G., Succi, S., Mohamad, A.A. and Kuzmin, A. (2009) Rupture of a ferrofluid droplet in external magnetic fields using a single-component lattice Boltzmann model for nonideal fluids, Physical Review E. 79 (056706): 1-5
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  11. Kuzmin, A., Mohamad, A.A. and Succi, S. (2008) Multi Relaxation Time Lattice Boltzmann Model for multiphase flows. International Journal of Modern Physics C. 19 (6): 875-902
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  12. Knyazev, B. A. and Kuzmin, A.V. (2007) Surface Electromagnetic waves: from visible range upto microwaves. Vestnik Novosibirsk State University. 2 (1): 108-122
    PDF in Russian
  13. Kuzmin, A. and Lakhtychkin, A. (2006) Excursion in the “State” of the Institute of Nuclear Physics: Let there be Light!. Science from first hands. 4 (9): 10-14
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  14. Bondarenko, A.V., Kuzmin, A.V. and Lakhtychkin, A.S. (2005) High-energy physics: main ideas and problems. Philosophy of Science. 4 (27): 103-116
    PDF in Russian
  15. Kuzmin, A.V., Shevchenko, O.A. and Vinokurov, N.A. (2005) Numerical modeling of the Novosibirsk terahertz FEL and comparison with experimental results. Nuclear Instruments and Methods A. 543 (1): 114-117
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  16. Gromilov, S.A., Basova, T.V., Emel’yanov, D.Yu., Kuzmin, A.V., Prokhorova, S.A. (2004) Layer arrangement in the structure of octakis-(trimethylsiloxy)octasilsesquioxane and dodecakis-(trimethylsiloxy)cyclohexasiloxane. Journal of Structural Chemistry. 45(3): 471-475
    PDF in English
    PDF in Russian
  17. Gromilov, S.A., Emel’yanov, D. Yu., Kuzmin, A.V. and Prokhorova, S.A. (2003) Structural Organization of Layers in Octakis-(trimethylsiloxy)octasilsesquioxane. Journal of Structural Chemistry. 44 (4): 704-706
    PDF in English
    PDF in Russian

Miscelaneous:

  1. Kuzmin, A. PhD Thesis (2010) Multiphase simulations with Lattice Boltzmann Scheme
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  2. Kuzmin, A. and Ginzburg, I. (2013) Note on the stability of the lattice Boltzmann phase propagation equation for the binary-liquid model
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