Kerswell, Rich - Department of Mathematics, University of Bristol

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Kerswell, Rich - Department of Mathematics, University of Bristol

Asymptotics Sheet 5 Regular perturbations of ODEs and eigenvalue problems
Asymptotics Solutions for Sheet 4 Fourier-type integrals and steepest descent
Asymptotics Solutions for Sheet 3 Laplace-type integrals
Asymptotics Solutions for Sheet 5 Regular perturbations of ODEs and eigenvalue problems
J. Fluid Mech. (2009), vol. 634, pp. 487497. c 2009 Cambridge University Press doi:10.1017/S0022112009990711 Printed in the United Kingdom
This article was downloaded by:[Soward, Andrew] On: 5 March 2008
Asymptotics Sheet 8 Multiple scales and averaging
Asymptotics Solutions for Sheet 6 Boundary layers and asymptotic matching
Asymptotics Sheet 6 Boundary layers and asymptotic matching
J. Fluid Mech. (1994), 001. 214, pp. 219-241 Copyright 0 1994 Cambridge University Press
J. Fluid Mech. (2002), vol. 461, pp. 239275. c 2002 Cambridge University Press DOI: 10.1017/S0022112002008303 Printed in the United Kingdom
Exact Coherent Structures in Pipe Flow: Travelling Wave Solutions
Axisymmetric granular collapse: a transient 3D flow test of visco-plasticity Laurent Lacaze
Under consideration for publication in J. Fluid Mech. 1 Slug genesis in cylindrical pipe flow
BATCHELOR AND CRIGHTON COMMEMORATIVE TALKS 1 George Batchelor and David Crighton: a celebration of their lives and work
Numerical Analysis (NA2) Sheet A: Root Finding 1. Solve the linear system
Reminder on differential equations 1. The separable first-order equation
Asymptotics Solutions for Sheet 1 Algebraic Equations and Asymptotic Expansions
Asymptotics Solutions for Sheet 2 Local approximation to linear ODEs
Asymptotics Solutions for Sheet 8 Multiple scales and averaging
Asymptotics 2009/2010 Solutions for Sheet 7 Problem 1: We insert u = fy into the equation for u and obtain
Asymptotics Sheet 7 1. Consider the ordinary differential equation u
J. Fluid Mech. (2008), vol. 613, pp. 255274. c 2008 Cambridge University Press doi:10.1017/S0022112008003248 Printed in the United Kingdom
Using Nonlinear Transient Growth to Construct the Minimal Seed for Shear Flow Turbulence
ASYMPTOTICS Sample Past Questions 1. Use a dominant balance analysis to find two-term expansions for all roots of the