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       <dc:date>2010-03-11T14:54:28-08:00</dc:date>
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        <dc:date>2010-03-11T06:41:41-08:00</dc:date>
        <dc:creator>John F. Gibson</dc:creator>
        <title>chaosbook:smale</title>
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        <description>&lt;- chaosbook




(ChaosBook.org blog, chapter Qualitative dynamics, for cyclists)  --- Predrag Cvitanovic 2009-02-11 12:55

Section: Going global: stable/unstable manifolds


Predrag 2009-03-05  added new text on construction of unstable manifolds, arclength parametrization, return maps - still in progress</description>
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        <description>[Snakes and ladders: localized solutions of plane Couette flow]

Tobias M. Schneider, John F. Gibson, and John Burke

 Phys. Rev. Lett. (2010) 104 104501 (awarded Editor's Suggestion)

[Equilibrium and traveling-wave solutions of plane Couette flow]

John F. Gibson, Jonathan Halcrow, and Predrag Cvitanović

J. Fluid Mech. (2009) 638 pp. 243-266</description>
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        <description>find an equilibrium, traveling wave, periodic orbit, or relative periodic orbit of plane Couette or channel flow,
using a  Newton-Krylov-hookstep search algorithm.


  -eqb      --equilibrium                                          search for equilibrium or relative equilibrium (trav wave)
  -orb      --periodicorbit                                        search for periodic orbit or relative periodic orbit
  -xrel     --xrelative                                            search over x phase s…</description>
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        <title>docs:utils:continuefields</title>
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        <description>Quadratic extrapolation of FlowField u(mu) as function of parameter mu, where mu is one of Reynolds number, dP/dx, Lx, Lz, Lx/Lz, sqrt(Lx^2 + Lz^2), or the length between the starting (Lx,Lz) and a target value of (Lx,Lz).


  continuesoln :                                                                                                      
        (ALPHA VERSION!) continue invariant solution of plane Couette flow in Reynolds number                       

options : 
  -r        --restart      …</description>
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