Assistant Teaching Professor, Mathematics
Office No.
2189
Education
• Michigan State University - M.S. - 2000
• Michigan State University - M.S. - 2002
• Michigan State University - Ph.D. - 2005
Classes Teaching
21-120 Differential and Integral Calculus, 21-127 Concepts of Mathematics, 21-241 Matrix Algebra, 21-256 Multivariate Analysis and 21-355 Real Analysis
Publications
• H. Demirkoparan and T.J. Pence, Swelling of an internally pressurized nonlinearly elastic tube with fiber reinforcing, International J. Solids and Structures 44 (2007) 4009-4029. (doi:10.1016/j.ijsolstr.2006.11.006)
• H. Demirkoparan and T.J. Pence, The effect of fiber recruitment on the swelling of a pressurized anisotropic nonlinearly elastic tube, International Journal of Nonlinear Mechanics 42 (2007) 258-270. (doi: 10.1016/j.ijnonlinmec.2007.01.013)
• H. Demirkoparan and T.J. Pence, Torsional swelling of a hyperelsatic tube with helically wound reinforcement, Journal of Elasticity 92 (2008) 61-90. (doi: 10.1007/s10659-007-9149-6)
• H. Demirkoparan, T.J. Pence, and A. Wineman, On dissolution and reassembly of filamentrary reinforcing networks in hyperelastic materials, Proceeding of the Royal Society A. 465 (2009) 867-894. (doi: 10.1098/rspa.2008.0360)
• H. Demirkoparan, T.J. Pence, and A. Wineman, Emergence of fibrous fan morphologies in deformation directed reformation of hyperelastic filamentary networks, to appear in J. Eng. Math, (doi:10.1007/s10665-009-9357-0)
• H. Demirkoparan and T. J. Pence, Finite deformation of fiber reinforced hyperelastic tubes under swelling, Proceedings of CanCNSM 2008, June 25-29, 2008, Toronto, pp. 109-116.
Research Interests
Mathematical Modelling of Fiber Reinforced Materials Undergoing Swelling or Microstructural Changes, Solving Differential Equations, and Boundary Value Problems Appearing in Nonlinear Elasticity
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