People Anne M. RobertsonAssociate Professor, Department of Mechanical Engineering and Materials Science
EducationPostdoctoral Researcher: Chemical Engineering, U.C. Berkeley, 1992–94. Professional InterestsRobertson's research interests are in continuum mechanics with particular emphasis on (i) Newtonian and non-Newtonian fluid dynamics, (ii) cerebral vascular disease, and (iii) constitutive modeling of soft biological tissues. For more details, visit her personal web site. Selected recent PublicationsH. Zakaria, A. M. Robertson, C. W. Kerber, Parametric Models for Studies of Flow in Arterial Bifurcations, Annals of Biomedical Engineering, 36(9), pp1515-1530, 2008. G.P. Galidi, R. Rannacher, A. M. Robertson, and S. Turek, Book title: Hemodynamical Flows: Modeling, Analysis and Simulation, Oberwolfach Seminars, vol. 37, Birkhauswer, ISBN: 978-3-7643-7805, 2008. A. M. Robertson, A. Sequeira and M. Kameneva, Chapter Title: Blood Rheology, in: Hemodynamical Flows: Modeling, Analysis and Simulation, Oberwolfach Seminars, vol. 37, G.P. Galdi, R. Rannacher, A.M. Robertson and S. Turek, Birkhauswer, 2008. A. M. Robertson, Chapter Title: Review of Relevant Continuum Mechanics, in Hemodynamical Flows: Modeling, Analysis and Simulation, Oberwolfach Seminars, vol. 37, G.P. Galdi, R. Rannacher, A.M. Robertson and S. Turek, Birkhauswer, 2008. R. Kadirvel, Y. H. Ding, D. Dai, H. Zakaria, A. M. Robertson, M. A. Danielson, D. A. Lewis, D. F. Kallmes, The influence of hemodynamic forces on biomarkers in the walls of elastase-induced aneurysm in rabbits, Neuroradiology, 49(12), p 1041-1053, 2007. R. Wulandana and A. M. Robertson, An Inelastic Multi-Mechanism Constitutive Equation for Cerebral Arterial Tissue, Biomechanics and Modeling in Mechanobiology, 4(4), p 235-248, 2005. A.M. Robertson and A. Sequeira, A Director Theory Approach for Modeling Blood Flow in the Arterial System: An Alternative to Classical 1D models, Mathematical Models and Methods in Applied Sciences, 15(6), p871-906, 2005. G.P. Galdi and A.M. Robertson, On Flow of a Navier-Stokes Fluid in Curved Pipes. Part I: Steady Flow, Applied Mathematics Letters, 18, p1116-1124, 2005. G.P. Galdi and A. M. Robertson, The Relation Between Flow Rate and Pressure Drop for Time-Periodic Poiseuille Flow in a Pipe, Journal of Mathematical Fluid Mechanics, 7, p. S215-S223, 2005. |
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The Department of Mechanical Engineering has 16 full time, 6 adjunct, and 5 emeritus faculty members