Refereed journal articles
  • Suslov, S.A. and Roberts, A.J., Modelling of Sample Dynamics in Rectangular Asymmetrical Flow-Field-Flow Fractionation Channels, Anal. Chem., 72(18), pp. 4331-4345, 2000. 
  • Suslov, S.A. and Paolucci, S., Nonlinear Stability of Mixed Convection Flow Under Non-Boussinesq Conditions. Part 1: Analysis and Bifurcations. J. Fluid Mech., 398, pp. 61-85, 1999. 
    •    
  • Suslov, S.A. and Paolucci, S., Nonlinear Stability of Mixed Convection Flow Under Non-Boussinesq Conditions. Part 2: Mean Flow Characteristics. J. Fluid Mech., 398, pp. 87-108, 1999. 
  • Suslov, S.A. and Paolucci, S., Nonlinear Analysis of Convection Flow in a Tall Vertical Enclosure under Non-Boussinesq Conditions. J. Fluid Mech., 344, pp. 1-41, 1997. 
  • Suslov, S.A. and Paolucci, S., Stability of Mixed Convection Flow in a Tall Vertical Channel under Non-Boussinesq Conditions. J. Fluid Mech.,  302, pp. 91-115, 1995. 
  • Suslov, S.A. and Paolucci, S., Stability of Natural Convection Flow in a Tall Vertical Enclosure under Non-Boussinesq Conditions. Int.J. Heat Mass Transfer,  38(12), pp. 2143-2157, 1995. 
Back to top

Refereed conference proceedings

  • Suslov, S.A.  Spatio-temporal instabilities in mixed convection of air subject to
    large temperature gradient, to appear in Proceedings of the International Conference  Advanced Problems in Thermal Convection, Perm, Russia, 24--27 November 2003.  Ed. D.V. Lyubimov.
  • Suslov, S.A. On the validity of the linearized Ginzburg-Landau model in realistic problems with spatio-temporal instabilities. Proceedings of the 5th Biennial Engineering Mathematics and Applications Conference, Brisbane, Australia. 29 September-2 October 2002, pp. 211-216.  Ed. M. Pemberton, I. Turner and P. Jacobs.
    •    
  • Suslov, S.A. and Paolucci, S., A Petrov-Galerkin Method for Flows in Cavities.  In Computational Fluid and Solid Mechanics, Proceedings of the first MIT Conference on Computational Fluid and Solid Mechanics, held in Cambridge, Massachusetts, USA, June 12-15 2001, pp. 1501-1504. Ed. K.J. Bathe, Elsevier Science Ltd., 2001. 
  • Suslov, S.A. and Paolucci, S., Spatially Developing Instabilities in non-Boussinesq Convection Flows. ICTAM 2000 Abstract Book, p. 6. ISSN 0073-5264. Chicago, 2000. 
  • Suslov, S.A. and Paolucci, S., Non-Boussinesq Convection in a Tall Cavity Near the Codimension-2 Point. In Proceedings of the ASME Heat Transfer Division. Vol.3, HTD-353, pp. 243-250, Ed. M.E. Ulucakli  et al., ASME, New York, 1997. 
  • Suslov, S.A. and Paolucci, S., Nonlinear Convection in a Tall Cavity under Non-Boussinesq Conditions. ASME paper 96-WA/HT-4, 1996 ASME International Mechanical Engineering Congress and Exposition. Atlanta, GA, 1996. 
  • Suslov, S.A. and Paolucci, S., A Petrov-Galerkin Method for the Direct Simulation of Fully Enclosed Flows. In Numerical Methods for Coupled Fluid-Thermal-Structural Interaction, HTD-335, pp. 39-46, Edited by Pepper, D.W. and Douglass R.W., Proceedings of the ASME Heat Transfer Division, 4, ASME, New York, 1996. 
  • Paolucci, S., Suslov S.A., and Vasilyev, O.V., Stability of Mixed Convection Flow in a Differentially Heated Vertical Channel with Large Temperature Differences. In Fundamentals of Mixed Convection HTD-274, pp. 33-40, Edited by Chu, T.Y. and Chen, T.S., ASME, New York, 1994. 
Back to top

Non-refereed conference abstracts 

  • Suslov, S.A.  Numerical aspects of exploring spatio-temporal instabilities. The ANZIAM'2006 Abstract Book, p. 58, 2006. ISBN 7259-0869-6.

  • Suslov, S.A. Spatio-temporal instabilities in mixed convection of air subject to large temperature gradients. Abstracts of the International Conference "Advanced Problems in Convection", p. 234. Perm, Russia. 2003.

  • Suslov, S.A. Highly accurate spectral method for enclosed incompressible  flows: benchmark solution for thermally driven cavity. The ANZIAM'02 Abstract Book, p. 49, 2002. ISBN 0-7317-0530-0.

  • Suslov, S.A. Searching Convective/Absolute Instability Boundary for Flows with Fully Numerical Dispersion Relation. Technical Digest of CCP2000: Conference on Computational Physics 2000, p. 131. Gold Coast, Queensland, Australia. 2000.
    •  
  • Suslov, S.A. and Roberts, A.J. Advection-diffusion model of sample separation in field flow fractionation channels.  The ANZIAM'2000 Abstract Book, p. 57, 2000. ISBN 7259-0869-6.

  • Suslov, S.A., Non-Boussinesq Convection In a Differentially Heated Cavity. ANZIAM'99 Abstract Book, p. 53, 1999. ISBN 7259-0869-6.

  • Paolucci, S. and Suslov, S.A., Mean Flow Characteristics of non-Boussinesq mixed convection flow.  Bulletin of the American Physical Society, 43(9), p. 2016, 1998. 
  • Suslov, S.A., Mei, Z., Roberts, A.J., and Li, Z., Centre Manifold Modelling of Turbulent Shallow Fluid Flow. Bulletin of the American Physical Society, 43(9), p. 2040, 1998. 
  • Paolucci, S. and Suslov, S.A., The Unfolding of a Double-Hopf Bifurcation in non-Boussinesq Natural Convection. Bulletin of the American Physical Society,  42(11), p. 2146, 1997. 
  • Suslov, S.A. and Paolucci, S., Direct Simulation of Multidimensional Enclosed Flows Using a Petrov-Galerkin Technique. Bulletin of the American Physical Society, 41(9), p. 1716, 1996. 
  • Suslov, S.A. and Paolucci, S., Nonlinear Instability of Mixed Convection Flow in a Vertical Channel Under non-Boussinesq Conditions. Bulletin of the American Physical Society, 40(12), p. 2008, 1995. 
  • Paolucci, S. and Suslov, S., Comparison of Stability Results of the Natural Convection Flow in a Tall Vertical Cavity Under Different Thermal Approximations. Bulletin of the American Physical Society, 39(9), p. 1903, 1994. 
  • Paolucci, S. and Suslov, S., Stability of the Natural Convection Flow in a Tall Vertical Cavity in the Conduction Regime Under non-Boussinesq Conditions. Bulletin of the American Physical Society, 38(12), p. 2240, 1993. 
Back to top

Working papers
 http://www.sci.usq.edu.au/research 

  • Suslov, S.A. Towards automatic search of convective/absolute instability transition. The USQ Working Papers, SC-MC-0506, May 2005.

  • Suslov, S.A. Multi-mode spatio-temporal instability in non-Boussinesq convection. The USQ Working Papers, SC-MC-0322, November 2003.

  • Suslov, S.A. Complete algorithm for exploring spatio-temporal instabilities. The USQ Working Papers, SC-MC-0302, February 2003. 

  • Suslov, S.A. Numerical aspects of determining transition to absolute instability in fluid flows. The USQ Working Papers, SC-MC-0203, January 2002. 
  • Suslov, S.A. Convective and absolute instabilities via the Ginzburg-Landau model. Example of non-Boussinesq convection. The USQ Working Papers, SC-MC-0110, October 2001. 
  • Suslov, S.A. Analysis of one of the double Hopf bifurcations arising in non-Boussinesq mixed convection. The USQ Working Papers, SC-MC-0104, June 2001. 
  • Suslov, S.A. and Paolucci, S. Petrov-Galerkin method for flows in cavities. The USQ Working Papers, SC-MC-0102, March 2001. 
  • Suslov, S.A., Tracking branches of numerical dispersion relation in flow stability computations. The USQ Working Papers, SC-MC-0020, December 2000. 
  • Suslov, S.A. and Roberts, A.J., Centre manifold modelling of sample separation in asymmetrical flow field flow fractionation channels. The USQ Working Papers, SC-MC-0006, May 2000. 
  • Suslov, S.A. and Roberts, A.J., Advection-dispersion in symmetric field-flow fractionation channels. The USQ Working Papers, SC-MC-9823, September 1998. 
  • Suslov, S.A. and Roberts, A.J., Proper initial conditions for the lubrication model of thin film flow. The USQ Working Papers, SC-MC-9809, April 1998. 
  • Suslov, S.A. and Roberts, A.J., Similarity, attraction and initial conditions in an example of nonlinear diffusion. The USQ Working Papers, SC-MC-9807, February 1998. 
Back to top

Invited talks

  • Convective instability of convection flows. University of Southern Queensland, Australia. November 1999. 
  • Non-Boussinesq convection in differentially heated channel and cavity. University of Missouri-Columbia, U.S.A. November 1998. 
  • Initial conditions for low-dimensional models of dynamics. University of Notre Dame, U.S.A. May 1998. 
  • Galerkin technique for direct numerical simulation of fully enclosed divergence free flows. University of Southern Queensland, Australia. October 1997. 
Back to top

Conference presentations

  • Numerical aspects of exploring spatio-temporal instabilities. ANZIAM'06. The 42nd Applied Mathematics Conference, Mansfield, Australia. 5-9 February 2006.

  • Multi-mode spatio-temporal instability in non-Boussinesq convection. CTAC03, Sydney, Australia. 7--11 July 2003.

  • On the validity of the linearized Ginzburg-Landau model in realistic problems with spatio-temporal instabilities. EMAC02, Brisbane, Australia. 29 September-2 October 2002.
    •  
  • Highly accurate spectral method for enclosed incompressible flows: benchmark solution for thermally driven cavity. ANZIAM'2002. The 38th Applied Mathematics Conference, Canberra, Australia. 2-6 February 2002.
    •  
  •  Flow patterns near codimension-2 bifurcation in non-Boussinesq mixed convection. Progress in Nonlinear Science, International Conference dedicated to the 100th Anniversary of A.A. Andronov, Nizhniy Novgorod, Russia. 2-6 July 2001. 
  •  Effect of fluid properties variations on spatio-temporal instability of convection. APM2001: XXIX Summer School on "Advanced Problems in Mechanics", St. Petersburg (Repino), Russia. 21-30 June 2001. 
  • Searching Convective/Absolute Instability Boundary for Flows with Fully Numerical Dispersion Relation. CCP2000: Conference on Computational Physics 2000, Gold Coast, Queensland, Australia. 3-8 December 2000. 
  • Spatially Developing Instabilities in non-Boussinesq Convection Flows.  ICTAM 2000, Chicago, USA. 27 August-2 September 2000. 
  • Advection-diffusion model of sample separation in field flow fractionation channels. Heated Cavity. ANZIAM'2000. The 36th Applied Mathematics Conference, Bay of Islands, New Zealand. 8-12 February 2000. 
  • Projection of initial conditions for thin film flow models. The IUTAM Symposium on Multiphase Flows, Notre Dame, Indiana, U.S.A., 6-9 July 1999. 
  • Non-Boussinesq Convection In a Differentially Heated Cavity.  ANZIAM'99. The 35th Applied Mathematics Conference, Mollymook, NSW, Australia. 7-11 February 1999. 
  • Centre Manifold Modelling of Turbulent Shallow Fluid Flow. 51st Annual Meeting of the Division of Fluid Dynamics, Philadelphia, PA, U.S.A. 22-24 November 1998. 
  • Mean Flow Characteristics of non-Boussinesq Mixed Convection Flow. 51st Annual Meeting of the Division of Fluid Dynamics, Philadelphia, PA, U.S.A. 22-24 November 1998. 
  • Initial Conditions For the Self-Similar Dynamics of Nonlinear Diffusion.  ANZIAM'98. The 34th Applied Mathematics Conference, Coolangatta, Queensland, Australia. 7-11 February 1998. 
  • Direct Simulation of Multidimensional Enclosed Flows Using a Petrov-Galerkin Technique. 49th Annual Meeting of the Division of Fluid Dynamics, Syracuse, NY. 24-26 November 1996. 
  • Nonlinear Instability of Mixed Convection Flow in a Vertical Channel Under non-Boussinesq Conditions. 48th Annual Meeting of the Division of Fluid Dynamics, Irvine, CA. 19-21 November 1995. 
Back to top

to Main Page