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Welcome to the personal page of Bogdan Vernescu		Publications	WPI Mathematical Sciences Department
	Book
		C. C. Mei and B. Vernescu, Homogenization Methods for Multiscale Mechanics, World Scientific Publishing Co., 2010.
	Research Papers
		R. Bunoiu and B. Vernescu, Suspensions with Threshold Slip, to be submitted. M. Sarkis and B. Vernescu, Neutrally Coated Inclusions as Free Boundary Problems, to be submitted. D. Onofrei and B. Vernescu, Asymptotic Analysis of Boundary Layer Correctors and Applications, Journal of Analysis and Applications, submitted. D. Onofrei and B. Vernescu, Error Estimates for Periodic Homogenization with non- smooth coefficients, Asymptotic Analysis, 54, (2007) 103-123. D. Onofrei, B. Vernescu, G-convergence Results for some Spectral Problems Associated to the Neumann Sieve and their Applications, Multi Scale Problems and Asymptotic Analysis, eds. A. Damlamian et. al., GAKUTO International Series, Mathematical Sciences and Applications, 24, (2005) 249-260. I. Ionescu, D. Onofrei, B. Vernescu, Gamma-Convergence for a Fault Model with Slip-Weakening Friction and Periodic Barriers, Quarterly for Applied Mathematics, LXIII, 4, (2005) 747-778. D. Onofrei, B. Vernescu, Asymptotics of a Spectral Problem Associated to the Neumann Sieve, Analysis and Applications, 3, 1, (2005), 69-87. B. Vernescu, Multiple-scale Analysis of Electrorheological Fluids, International Journal of Modern Physics B, 16, 17-18, (2002), 2643-2648. J. Perlak and B. Vernescu, The Effective Yield Stress in Electrorheological Fluids, Rev. Roum. Math. Pures et Appl., 45, 2, (2000), 287-299. R. Lipton and B. Vernescu, Bounds for Cell Wall Permeabilities, IUTAM Symposium on Synthesis in Bio Solid Mechanics, eds. P. Pedersen and M. P. Bendsoe, Kluver Academic Publishers, (1999), 401-406. B. Vernescu, Size and Double-Layer Effects on the Macroscopic Behavior of Clays Recent Advances in Problems of Flow and Transport in Porous Media, eds. J. M. Crolet and M. E. Hatri, Kluver, (1998) 45-58. D. Apelian, J. L. Hoffman, B. Vernescu, Deep Bed Filtration of Molten Metals, Proc. International Conference and its Application in Science, Engineering and Industry, H. I. Ene and B. Vernescu, On the Macroscopic Behaviour of Clays, Mathematical Modelling of Flow through Porous Media, eds. Bourgeat, Carrasso, Luckhaus, Mikelic, World Scientific, (1995), 138-147. R. Lipton and B. Vernescu, Variational Methods, Size Effects and Extremal Microgeometries for Elastic Composites with Imperfect Interface, Mathematical Models and Methods in Appl. Sci., 5, (1995), 1139-1173, R. Lipton and B. Vernescu, Critical Radius, Size Effects and Extremal Microgeometries for Composites with Imperfect Interface, J. Appl. Physics, 9, (1996), 8964-8969 R. Lipton and B. Vernescu, Two-phase Elastic Composites with Interfacial Slip, Zeitschrift fur Angewandte Mathematik und Mechanik, (ZAMM), 76, 2, (1996), 597 R. Lipton and B. Vernescu, Composites with Imperfect Interface, Royal Society of London Proceedings, 452, (1996), 329-358. H. I. Ene and B. Vernescu, Viscosity Dependent Behaviour of Viscoelastic Porous Media, Asymptotic Theories for Plates and Shells, eds. R. P. Gilbert and K. Hackl, Pitman Research Notes in Mathematics 319, (1995). R. Lipton and B. Vernescu, Homogenization of Two-Phase Emulsions, Proceedings of the Royal Society of Edinburgh, 124A, (1994) 1119-1134. B. Vernescu, Asymptotic Analysis for an Incompressible Fluid Flow in Fractured Porous Media, Int. J. Engng. Sci. 28, 9, (1990), 959-964. B. Vernescu, Viscoelastic behaviour of a Porous Medium With a Deformable Skeleton, St. Cerc. Mat. 4, 5, (1989), 423-440. R. Stavre and B. Vernescu, Free Boundary Properties in non-Homogeneous Media Fluid Flow, Int. J. Engng. Sci. 27, 4, (1989), 399-409. I. R. Ionescu and B. Vernescu, A Numerical Method for a Viscoplastic Problem. An Application to Wire Drawing, Int. J. Engng. Sci. 26, 6, (1988), 627-633. R. Stavre and B. Vernescu, The Free Boundary Problem for the Anisotropic Dam, Arch. Mech., 40, (1988), 455-463. R. Stavre and B. Vernescu, A Free Boundary Problem in Fluid Mechanics, Proc. Conf. Diff. Eqs.} Cluj-Napoca, (1985). I. R. Ionescu, I. Molnar, and B. Vernescu, A Finite Element Model of Wire Drawing. Variational Formulation and Numerical Method Rev. Roum. Sci. Tech. Mech. Appl. 30, 6, (1985), 611-622. H. I. Ene and B. Vernescu, Homogenization of a Singular Perturbation Problem, Rev. Roum. Math.Pures et Appl., 30, 10, (1985), 815-822. R. Stavre and B. Vernescu, Incompressible Fluid Flow through a non-Homogeneous and Anisotropic Dam, Nonlinear Analysis TMA 9, 8, (1985), 799-810. B. Vernescu, On the Convergence of Functionals` Minimum Points, Rev. Roum. Math.Pures et Appl., 30, 8, (1985), 685-692.
	Mathematics Education
		B. Vernescu, The Vertical Integration of Industrial Mathematics - The WPI Experience, Proceedings EIMI 2010, Educational Interfaces between Mathematics and Industry, A. Araujo et. al. eds., CIM Portugal, 2010. D. Berkey and B. Vernescu, A Model for Vertical Integration of Real-World Problems in Mathematics, Proceedings of the 2007 ASEE Annual Conference, 2007. A. C. Heinricher and B. Vernescu, How Can Mathematics Help - Mathematicians at Work Today, Pithagorean Review, Mu Alpha Theta on-line Journal, 2002. B. Vernescu and A. C. Heinricher, Research Experience for Undergraduates in Industrial Mathematics and Statistics at WPI, Proceedings of the Conference on Summer Undergraduate Mathematics Research Programs, AMS, Providence, Rhode Island, 2000, J. A. Gallian ed.