Kathleen Feigl

Kathleen Feigl

Department of Mathematical Sciences
Michigan Technological University

Selected Publications

F.X. Tanner, K. Feigl, S.A. Ciatti, C.F. Powell, S.-K. Cheong, J. Liu and J. Wang: The structure of high-velocity dense sprays in the near-nozzle region, Atomization and Sprays 16, 579-598 (2006).

K. Feigl and F.X. Tanner: Development and analysis of a micro-macro simulation algorithm for the calculation of polymer flow and its experimental verification, J. Comp. Phys., 216(1), 92-113 (2006).

K. Stalsberg-Zarling, K. Feigl, M. Larmi and F.X. Tanner: Mass coupling by means of Lagrange polynomials in the CFD simulation of high-velocity dense sprays, SAE Transactions: Journal of Engines, 114(3), 1046-1061 (2006).

K. Feigl and D.C. Senaratne: Calculation of the die entry flow of a concentrated polymer solution using micro-macro simulations, J. Fluids Eng., 128(1), 55-61 (2006).

D. Megias-Alguacil, K. Feigl, M. Dressler, P. Fischer, and E.J. Winhdab: Drop deformation under simple shear flow investigated by experiments, numerical simulation and modeling, J. Non-Newtonian Fluid Mech., 126(2-3), 153-161 (2005).

E.J. Windhab, M. Dressler, K. Feigl, P. Fischer and D. Megias-Alguacil: Emulsion processing: From single drop deformation to design of complex processes and products, Chem. Eng. Sci., 60(8-9), 2101-2113 (2005).

B.J. Edwards, K. Feigl, M.L. Morrison, B. Yang, P.K. Liaw and R.A. Buchanan: Modeling the dynamics propagation of shear bands, Scripta Materialia, 53, 881--885 (2005).

K. Feigl, F.X. Tanner, B.J. Edwards and J.R. Collier: A numerical study of the measurement of elongational viscosity of polymeric fluids in a semihyperbolically converging die, J. Non-Newtonian Fluid Mech., 115(2-3), 191-215 (2003).

K. Feigl, S.F.M. Kaufmann, P. Fischer and E. Windhab: A numerical procedure for calculating droplet deformation in dispersing flows and experimental verfication, Chem. Eng. Sci., 58, 2351-2363 (2003).

M. Stranzinger, A. Bieder, K. Feigl and E. Windhab: Effects of flow incidence and secondary mass flow rate on flow structuring contributions in scraped surface heat exchangers, J. Food Process Eng., 25(3), 159-187 (2002).

K. Feigl and H.C. Öttinger: The equivalence of the class of Rivlin-Sawyers equations and a class of stochastic models for polymer stress, J. Math. Physics, 42(2), 796-817 (2001).

M. Stranzinger, K. Feigl and E. Windhab: Non-Newtonian flow behaviour in narrow annular gap reactors, Chem. Eng. Sci. 56, 3347-3363 (2001).

K. Feigl and H.C. Öttinger: A new class of stochastic simulation models for polymer stress calculation, J. Chem. Physics, 109, 815-826 (1998).

K. Feigl and H.C. Öttinger: Towards realistic rheological models for polymer melt processing, Macromol. Symp. 121, 187-203 (1997).

K. Feigl and H.C. Öttinger: A numerical study of the flow of a LDPE melt in a planar contraction and comparison to experiments, J. Rheol. 40(1), 21-35 (1996).

K. Feigl and H.C. Öttinger: Investigations of die entry flows of polymer melts, Applied Rheology, 6, 59-66 (1996).

B. Bernstein, K. Feigl, and E.T. Olsen: A first order exactly incompressible finite element for axisymmetric fluid flow, SIAM Journal on Numerical Analysis, 33(5), 1736-1758 (1996).

K. Feigl, M. Laso, and H.C. Öttinger: The CONNFFESSIT approach for solving a two-dimensional viscoelastic fluid problem, Macromolecules 28, 3261-3274 (1995).

B. Bernstein, K Feigl, and E.T. Olsen: Steady flows of viscoelastic fluids in axisymmetric abrupt contraction geometry: A comparison of numerical results, J. Rheol. 38(1), 53-71 (1994).

K. Feigl and H.C. Öttinger: The flow of a LDPE melt through an axisymmetric contraction -- A numerical study and comparison to experimental results, J. Rheol. 38(4), 847-874 (1994).

K. Feigl, H.C. Öttinger, and J. Meissner: A failure of a class of K-BKZ equations based on principal stretches, Reologica Acta, 32(5), 438-446 (1993).

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Last modified: July 17, 2006