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Selected Publications

Stanimir Dimitrov Iliev

 

Wetting, Adhesion and Capillarity
Theory of the Time
The Logic of the Multiplex Systems
Epistemology

 

Wetting, Adhesion and Capillarity

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  • Stanimir Iliev, Nina Pesheva, Pavel Iliev, Contact angle hysteresis on random self-affine rough surfaces in Wenzel’s wetting regime: Numerical study. PHYSICAL REVIEW E 107, 024802 (2023)
  • Iliev S., Pesheva N., Iliev P. Dependence of the contact line roughness exponent on the contact angle on substrates with dilute mesa defects: numerical study. The European Physical Journal E 45, 66 (2022)
  • Stanimir Iliev, Nina Pesheva, and Pavel Iliev Depinning regimes and contact angle hysteresis of a drop on doubly periodic microtextured surfaces, PHYSICAL REVIEW E 101, 052801 (2020)
  • Pavel Iliev, Nina Pesheva, and Stanimir Iliev, Roughness of the contact line on random self-affine rough surfaces, Phys. Rev. E 98, 060801(R) (2018).
  • Stanimir Iliev, Nina Pesheva, Pavel Iliev, Contact angle hysteresis on doubly periodic smooth rough surfaces in Wenzel's regime: the role of the contact line depinning mechanism, PHYSICAL REVIEW E 90, 012406 (2018)
  • Stanimir Iliev, Nina Pesheva, Pavel Iliev, Wetting of doubly periodic rough surfaces in Wenzel’s regime,  MATEC Web of Conferences 145, 03006 (2018).
  • JULIAN ISERINGHAUSEN, BASTIAN GOLDLÜCKE, NINA PESHEVA, STANIMIR ILIEV, ALEXANDER WENDER, MARTIN FUCHS, MATTHIAS B. HULLIN, 4D Imaging through Spray-On Optics, ACM Transactions on Graphics, Vol. 36, No. 4, Article 35. Publication date: July 2017.
  • Stanimir Iliev and Nina Pesheva, Contact-angle hysteresis on periodic microtextured surfaces: Strongly corrugated liquid interfaces, PHYSICAL REVIEW E 93, 062801 (2016).
  • Pavel Iliev, Nina Pesheva, Stanimir Iliev   CONTACT ANGLE HYSTERESIS ON ROUGH DOUBLY PERIODIC MICRO-TEXTURED SURFACES, Proceedings of the Forty Fourth Spring Conference of the Union of Bulgarian Mathematicians SOK-Kamchia, April 2–6, 2015, 216-222.
  • Stanimir Iliev, Nina Pesheva, Vadim S. Nikolayev, Contact angle hysteresis and pinning at periodic defects in statics, PHYSICAL REVIEW E 90, 012406 (2014).
  • Iliev, P., N. Pesheva, S. Iliev, Contact Angle Hysteresis on Sinusoidally Grooved Surfaces,  In: Proc. of the 12th National Congress on Theoretical and Applied Mechanics, 23-26 September 2013, Saints Constantine and Helena, Varna, Bulgaria.
  • Pavel Iliev, Nina Pesheva, Stanimir Iliev   A DYNAMIC STUDY OF THE CONTACT ANGLE HYSTERESIS ON SINUSOIDALLY GROOVED SURFACES, Proceedings of the Forty Third Spring Conference of the Union of Bulgarian Mathematicians, Borovetz, April 2–6, 2014, 174-179.
  • Iliev, D., Pesheva, N., Iliev, S., Contact angle hysteresis and meniscus corrugation on randomly heterogeneous surfaces with mesa-type defects, Langmuir 29 (19) 2013, pp.  5781-5792.
  • P. Iliev, N. Pesheva, S. Iliev,  Dynamic contact angle on sinusoidally grooved surfaces: numerical analysis by the contact line dissipation approach, University of Plovdiv, VOL. 38, Book 4, 2013 – Physics, 89-93.
  • S. Iliev, N. Pesheva, D. Iliev, Equilibrium and quasi static dynamics of liquid, partialy wetting soilid surface, Series in Applied Mathemathics and Mechanics, Volume 1, Institute of Mechanics - BAS, Sofia, 2011, 234 pp.
  • Iliev, S., N. Pesheva. Determination of the dynamic contact angle trough the meniscus, Proceedings of the Fortieth Jubilee Spring Conference of the Union of Bulgarian Mathematicians, Borovetz, April 5–9, 2011, 281 - 286.
  • Iliev, D., S. Iliev, Parallel algorithm for the local variations method, Proceedings of the Fortieth Jubilee Spring Conference of the Union of Bulgarian Mathematicians Borovetz, April 5–9, 2011, 267 - 280.
  • Iliev, S, N. Pesheva. Dynamic meniscus profile method for determination of the dynamic contact angle in the wilhelmy geometry, Colloids and Surfaces A: Physicochemical and Engineering Aspects, 385, 2011, 144 - 151.
  • Iliev, S., N. Pesheva. Numerical study of the static contact angle hysteresis in the presence of periodic defects, Comptes rendus de l’Acad´emie bulgare des Sciences, 64, No 4, 2011, 479-486.
  • Iliev, S., Pesheva, N., D. Iliev. Asymptotic solutions for the relaxation of the contact line in the Wilhelmy-plate geometry: The contact line dissipation approach, Phys. Rev. E, 81, 2010, 011607
  • Iliev, S.,  Pesheva, N., D. Iliev. Relaxation of the contact line in the Wilhelmy-plate geometry: asymptotic solutions of a combined contact line dissipation model, 11-th National Congress on Theoretical and Applied Mechanics, Borovets, Bulgaria, 2-5 September 2009. ID:158-303-1-PB.
  • Iliev, S., Pesheva, N., V. Nikolayev. Dynamic study of the contact angle hysteresis in the presence of periodic defects, 11-th National Congress on Theoretical and Applied Mechanics, Borovets, Bulgaria, 2-5 September 2009. ID:154-307-1-PB.
  • Iliev, D., S. Iliev. Dumping of capillary-gravity waves in a channel: the wedge dissipation effect, In: Proc. 38 Conference of the Union of Bulgarian Mathematicians, Borovetz, April 1-5, 2009, 178-183.
  • Iliev, S., Pesheva, N., V. S. Nikolayev. Dynamic modelling of the deformed contact line under partial wetting conditions: quasi-static approach, Eur. Phys. J. Special Topics 166 (2009) 181-184.
  • Iliev, S., N. Pesheva, Dimitar Iliev, On the quasi-static relaxation of the contact line in the Wilhelmy-plate geometry: asymptotic solutions of а contact line dissipation model, Journal of Theoretical and Applied Mechanics, vol. 39, N0 2, pp. 11-20 (2009).
  • Iliev S., Pesheva N., Nikolayev V. S. Dynamic modelling of contact line deformation: comparison with experiment, Phys. Rev. E, vol. 78, 021605 (2008)
  • Iliev, D., Iliev, S., The wedge dissipation effects in surface gravity waves in a channel, In: Proc. 37 Conference of the Union of Bulgarian Mathematicians, Borovetz, April 2-6, 2008, pp 201-206 (2008).
  • Iliev, S., Pesheva, N., Nikolayev, V. S., Quasi-static motion of the contact line in the Wilhelmy-plate geometry: contact line dissipation model, Proc. 36th Spring Conference "Mathematics and education in mathematics" of the Union of Bulgarian mathematicians, St. Konstantin and Elena resort, Varna, April 2-6, pp 246 – 251 (2007).
  • Iliev, S., Pesheva N., Nonaxisymmetric drop shape analysis and its application for determination of the local contact angles, J. Colloid Interface Sci., vol. 301, pp. 677-684 (2006).
  • Iliev S., Pesheva, N., On the quasi-static relaxation of a drop in a combined model of dissipation, Langmuir, vol. 22, pp 1580-1585 (2006).
  • Iliev, S., Pesheva, N., Nikolayev, V., Quasistatic relaxation of arbitrarily shaped sessile drops, Phys. Rev. E, vol. 72, 011606 (2005).
  • Iliev, S., Pesheva, N., Asymptotic solutions of the quasi-static relaxation of liquid drops taking into account the dissipation during the contact line motion, Journal of Theoretical and Applied Mechanics, vol. 35, pp. 101-110 (2005).
  • Iliev, S., Pesheva, N., Asymptotic Solutions for the Quasi-Static Relaxation of Liquid Drops, Proc.of the 10th Jubilee National Congress on Theoretical and Applied Mechanics, Varna, 13-16 September 2005. pp. 479-482 (2005).
  • Iliev, S., Pesheva, N., Wetting Properties of Well Structured Heterogeneous Substrates, Langmuir, vol. 19, pp. 9923-9931 (2003).
  • Pesheva, N., Iliev, S., Numerical Verification of the Cassie’s Equation for Well Defined Heterogeneous Substrates with “Mesa” defects, Journal of Theoretical and Applied Mechanics, vol. 33, pp. 29-40 (2003).
  • Iliev, S., Numerical investigation of the static liquid drops on heterogeneous solid surface. Part II. With quadrilateral patches. Journal of Theoretical and Applied Mechanics, vol. 32, No. 1, 15-20 (2002).
  • Iliev, S., Numerical investigation of the static liquid drops on heterogeneous solid surface Part I. With radial patches. Journal of Theoretical and Applied Mechanics, Vol. 31 No. 4, 18-26 (2001)
  • Iliev, S., Simulated “stick-slip” behavior of the contact line of the liquid drop on a horizontal plate. Journal of Theoretical and Applied Mechanics, vol. 31, No. 1., 31-49 (2001).
  • Iliev, S., Stick-slip behavior of the liquid drops on an inclined plane: A Numerical example. Journal of Theoretical and Applied Mechanics, vol. 30, No. 4, 24-35, (2000).
  • Iliev, S., The effects of resistance to shift of the equilibrium state of a liquid droplet in contact with a solid, Journal of Colloid and Interface Science, vol. 213, pp 1-19 (1999).
  • Iliev, S., A Hysteresis Model for the Capillary Contact Angle, Computational Mathematics and Mathematical Physics, vol. 38, No 4, 674-681 (1998).
  • Iliev, S., Static Drops on an Inclined Plane: Equilibrium Modelling and Numerical Analysis, Journal of Colloid and Interface Science, vol. 194, pp 287-300 (1997).
  • Iliev, S., Modeling the degree of stability of the equilibrium state of a liquid droplet in contact with a solid, Proceeding BAS, 49, No 7-8 , 19-22 (1996).
  • Iliev S., Non-axisymmetric static drops on a horizontal plane: Numerical analysis. Journal of Theoretical and Applied Mechanics, 3,  66-74 (1996).
  • Iliev, S., Iterative Method for the Shape of Static Drops, Comput. Methods Appl. Mech. Engrg., vol. 126, pp 251-265 (1995).
  • Iliev, S., On a modification of a local variations method. Vestnik Mosk.Univ., ser. Num. Math. and Cybernetics, 4, 54-60 (1991).
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Theory of the Time

 

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The Logic of the Multiplex Systems

 

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Epistemology

 

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Modified date:30-04-2024