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Lista de obras de Pamela Cook

1. Introduction and Background: An Overview

4. Choked Wind-Tunnel Flow: Asymptotics and Numerics

A generalized Monge-Ampère equation arising in compressible flow

A model of the nerve action potential

A network scission model for wormlike micellar solutions

A stochastic mesoscale model of transiently networked fluids

A study of pressure-driven flow of wormlike micellar solutions through a converging/diverging channel

An analysis of the Bird-DeAguiar model for polymer melts

An unsteady transonic flow - Flow about a suddenly deflected wedge

Apparent Slip for an Upper Convected Maxwell Fluid

Application of Computational Methods to Transonic Wing Design

Asymptotic Methods in Transonic Flow Theory

Composite Type, Change of Type, and Degeneracy in First Order Systems with Applications to Viscoelastic Flows

Computation of an Axisymmetric Nozzle Flow

Corner regions in the asymptotic solution of ε 2u = ∂u/∂y with reference to MHD duct flow

Embedded hyperbolic regions in a nonlinear model for viscoelastic flow

Extensional flow of wormlike micellar solutions

Finite span wings at sonic speed

Higher-order approximation for free shear layers in almost rigid rotations

article by Pamela Cook & G. S. S. Ludford published 13 May 1975 in Journal of Fluid Mechanics

Lifting Line Theory for Transonic Flow

Lifting-line theory for a swept wing at transonic speeds

Microstructure and shear rheology of entangled wormlike micelles in solution

Modeling the inhomogeneous response and formation of shear bands in steady and transient flows of entangled liquids

Multiple Shear-Banding Transitions for a Model of Wormlike Micellar Solutions

Non-Newtonian Tear Film Drainage with Evaporation after a Blink

On the Solutions of a Nerve Conduction Equation

Potential Equation Methods for Transonic Flow Prediction

Preface

Pressure-driven flow of wormlike micellar solutions in rectilinear microchannels

Probing Shear-Banding Transitions of Entangled Liquids Using Large Amplitude Oscillatory Shearing (LAOS) Deformations

Rapid, Unambiguous Polymer Characterization by Flow-Referenced Capillary Viscometry

Resonance in a Boundary Value Problem of Singular Perturbation Type

Single-equation models for the tear film in a blink cycle: realistic lid motion.

artículo científico publicado en 2007

Some Asymptotic Problems of Transonic Flow Theory

Some problems in transonic aerodynamics

scholarly article published 9 January 1995

Sonic and Subsonic Axisymmetric Nozzle Flows

The Behavior as $\varepsilon \to + 0$ of Solutions to $\varepsilon \nabla ^2 w = {{\partial w} / {\partial y}}$ in $| y | \leqq 1$ for Discontinuous Boundary Data

article by Pamela Cook & G. S. S. Ludford published November 1971 in SIAM Journal on Mathematical Analysis

The Behavior as $\varepsilon \to 0^ + $ of Solutions to $\varepsilon \nabla ^2 w = ({\partial / {\partial y}})w$ on the Rectangle $0 \leqq x \leqq l$,$| y | \leqq 1$

article by Pamela Cook et al published February 1973 in SIAM Journal on Mathematical Analysis

The Stabilization Law for Transonic Flow

Thin film dynamics on a prolate spheroid with application to the cornea

Transonic Aerodynamics

scholarly article published 1 August 1980

Transonic Aerodynamics-History and Statement of the Problem

scholarly article published January 1982

Transonic Aerodynamics: Problems in Asymptotic Theory

scholarly article published January 1993

Transonic choking and stabilization for flows about slender bodies

Transonics and Asymptotics

Two-dimensional choked transonic flow

Unsteady Transonic Flow: Flow About a Suddenly Deflected Wedge

Unsteady transonic flow - Flow about a suddenly deflected wedge

Validation of constitutive modeling of shear banding, threadlike wormlike micellar fluids

Viscoelastic Fluid Flow: Critical Parameters and Asymptotics

Waves and Dispersion Relations for Hydroelastic Systems

Wormlike micellar solutions: II. Comparison between experimental data and scission model predictions

Wormlike micellar solutions: III. VCM model predictions in steady and transient shearing flows