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Mathematics / Homoclinic orbit / Homoclinic connection / Dirac delta function / Korteweg–de Vries equation / Structural stability / Dispersion / Stable manifold / Cnoidal wave / Dynamical systems / Mathematical analysis / Calculus


Nonautonomous analysis of steady Korteweg–de Vries waves under nonlocalised forcing
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Document Date: 2014-08-03 21:54:25


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Company

Adelaide SA / Elsevier B.V. / /

Country

Australia / /

Currency

pence / /

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Facility

University of Adelaide / /

IndustryTerm

near-uniform solution / zero solution / near-solitary wave solution / nonautonomous dynamical systems / hyperbolic solution / uniform solution / similar near-uniform solution / symmetric solution / solitary wave solution / nonunique solutions / fundamental solitary wave solution / trivial solution / free-surface solution / wave solutions / homoclinic solutions / correct solutions / free surface solutions / theoretical solutions / nearby solution / homoclinic solution / solitary wave solutions / approximate homoclinic solution / uniform stream solution / theoretical homoclinic solutions / wedge product / free-surface solutions / near-solitary wave solutions / physical systems / parameters solution / dynamical systems / numerical solutions / hyperbolic and homoclinic solutions / numerical solution / /

Organization

University of Adelaide / Benjamin J. Binder School of Mathematical Sciences / Australian Research Council / /

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Position

Corresponding author / /

Product

KdV / /

PublishedMedium

Physica D / /

URL

www.elsevier.com/locate/physd / http /

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