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BIEN 201 - Mathematical Methods for Bioengineering

Provides a fundamental grounding in applied mathematics. Enables the provision of problems in biotransport and bioreaction kinetics. Topics include linear differential equations solutions; analytical methods for partial differential equations including separations of variables, similarity transforms, and perturbation methods; and numerical methods for bioengineering, regression techniques, and error analysis.

  • About the Instructor
    Victor Rodgers

    Although a chemical engineer by training, Professor and Chair of Bioengineering Victor G.J. Rodgers has concentrated on applications of chemical engineering fundamentals to the development and better understanding of biomedical and biological systems. His specific focus uses the fundamentals of transport phenomena, mathematical modeling, thermodynamics and kinetics. His work is largely interdisciplinary and collaborative with colleagues at medical school and pharmaceutical and bioscience programs, particularly at the University of Iowa. Some of his current projects include investigating the mechanism and potential role of redox species in and at the mitochondria of cells, mathematical mass transfer analysis of dissolved gases and nutrients in bioreactors, mathematical and experimental analysis of genetically-modified beta cells for a bioartificial pancreas, development and modeling prediction of drug delivery vehicles and development of transplantable devices.