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Kathleen Lamkin-Kennard Assistant Professor
Biography: Dr. Lamkin-Kennard's graduate work focused on development of a non-linear, coupled, diffusion-reaction model to simulate nitric oxide release, transport, and mechanisms of action in cylindrical microvessels. The model solved multiple, dynamic, non-linear PDEs describing blood flow and mass transport and reaction kinetics of multiple chemical species using finite element methods. After completion of her Ph.D., Dr. Lamkin-Kennard was a post-doctoral researcher at the University of Rochester. She received a National Institutes of Health Kirchstein post-doctoral National Research Scholar Award (NRSA) to develop a 3-D computational microhydrodynamics model of rolling and adhering neutrophils in a cylindrical geometry. Her research there also involved evaluating the effects of hydrodynamics in complex vessel geometries on cellular adhesion and microcirculatory flow profiles. Dr. Lamkin-Kennard's work to date has focused on the use of computational and physical models to simulate integrated human physiological systems. Most recently her work has focused on microscale systems. Specific areas of expertise include biofluid dynamics and transport phenomena, biomedical computation and numerical methods, and integrated multiphysics systems modeling, particularly related to microcirculatory, cardiovascular, and cellular systems biology. To date at RIT, she has taught Thermal Fluids Lab I, Problem Solving with Computers, Introduction to Biomaterials, System Dynamics, and Mathematics for Engineers I in the Mechanical Engineering Department. She has also supervised several Senior Design and M.S. thesis projects. Dr. Lamkin-Kennard currently has three areas of focus at RIT. Her primary
area of focus involves the use of integrated computational and microscale experimental approaches to evaluate the
effects of microhydrodynamics on neutrophil
adhesion in branched vessel geometries. Her work is currently supported by
the National Institutes of Health. This work will be extended in the future
to include transport phenomena to study pathological conditions such as
ischemia-reperfusion injury. A second area of focus involves the development
of microscale, biomimetic robotic devices for
biomedical applications. A third emerging area of focus involves
development of mathematical models to study glaucoma.
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