Nonlinear Problems and Numerical Methods in Differential Equations and Applied Phenomena
Abstract
Summaries of Work: Continuation - Conjugate Gradient Methods for the Least Squares Solution of Nonlinear Boundary Value Problems; Some bifurcation diagrams for Taylor vortex flows; A Direct Method for Computing Higher Order Folds; Exact Boundary Conditions at an Artificial Boundary for Partial Differential Equations in Cylinders; The Numerical Calculation of Traveling Wave Solutions of Nonlinear Parabolic Equations; A Multigrid Continuation Method for Elliptic Problems with Folds; Multiple Laminar Flows Through Curved Pipes; Asymptotic Boundary Conditions and Numerical Methods for Nonlinear Elliptic Problems on Unbounded Domains; Computation of Anomalous Modes in the Taylor Experiment; Equilibrium Chaos and Related Parameter Sequences; Computations of Taylor Vortex Flows Using Multigrid Continuation Methods; Complex Bifurcation From Real Paths; Diffusive Fronts of Penetrants in Glassy Polymers; Chemical Reactor Theory and Problems in Diffusion; Sorption of a Finite Amount of Swelling Solvent in a Glassy Polymer; Asymptotic Methods of Semi-Conductor Modeling; Free Boundary Problems in Controlled Release Pharmaceuticals Diffusion in Glassy Polymers; Free Boundary Problems in Controlled Release Pharmaceuticals Swelling Controlled Release; and A Mathematical Model for Stress - Driven Diffusion in Polymers.
Document Details
- Document Type
- Technical Report
- Publication Date
- Dec 14, 1988
- Accession Number
- ADA204772
Entities
People
- D. S. Cohen
- H. B. Keller
Organizations
- California Institute of Technology