Lagrangian topology of a periodically reoriented potential flow: symmetry, optimization, and mixing.

scientific article

Lagrangian topology of a periodically reoriented potential flow: symmetry, optimization, and mixing. is …
instance of (P31):
scholarly articleQ13442814

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P819ADS bibcode2009PhRvE..80c6208L
P356DOI10.1103/PHYSREVE.80.036208
P698PubMed publication ID19905201

P50authorDaniel R LesterQ58656641
Alison OrdQ59763654
Guy MetcalfeQ59820829
Murray RudmanQ59820841
P2093author name stringHobbs B
Trefry MG
P2860cites workDNA microarrays: design principles for maximizing ergodic, chaotic mixing.Q51924277
Stirring by chaotic advectionQ56769246
P433issue3 Pt 2
P407language of work or nameEnglishQ1860
P304page(s)036208
P577publication date2009-09-21
P1433published inPhysical Review EQ2128181
P1476titleLagrangian topology of a periodically reoriented potential flow: symmetry, optimization, and mixing
P478volume80

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cites work (P2860)
Q51308767Bifurcations and degenerate periodic points in a three dimensional chaotic fluid flow.
Q51684049Chaotic mixing via streamline jumping in quasi-two-dimensional tumbled granular flows.
Q47559373Deceleration of one-dimensional mixing by discontinuous mappings
Q48215645Localized shear generates three-dimensional transport.
Q51537171Logarithmic nonlinear Schrödinger equation and irrotational, compressible flows: an exact solution.
Q50701359Mixing of discontinuously deforming media.
Q47765556Predicting mixing via resonances: Application to spherical piecewise isometries.
Q57449537Reply to comment by D. R. Lester et al. on “Plume spreading in groundwater by stretching and folding”
Q33580853Scalar dispersion in a periodically reoriented potential flow: acceleration via Lagrangian chaos

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