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Dynamics / Fluid mechanics / Introductory physics / Knot theory / Algebraic topology / Torus knot / Torus / Biot–Savart law / Kinetic energy / Physics / Aerodynamics / Fluid dynamics


IL NUOVO CIMENTO DOIncc/i2009Vol. 32 C, N. 1 Gennaio-Febbraio 2009
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Document Date: 2014-06-22 16:37:38


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City

Routledge / Milano / Berlin / Bergamo / London / New York / /

Company

Cambridge University Press / Donnelly / /

Country

Saudi Arabia / Italy / United Kingdom / /

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Facility

College of Applied Science / University P.O. Box / LIA stable / Statistics Newcastle University / Hall H. E. / /

IndustryTerm

formal solutions / torus knot solutions / unstable torus knot solutions / normalized total energy increases / kinetic energy / kinetic energy density increases / analytical solutions / normalized kinetic energy / energy density / higher energy / lowest kinetic energy / kinetic energy density / classical solutions / vortex systems / reference energy / dynamical systems / smallamplitude torus knot solutions / energy / /

Organization

Department of Applied Mathematics / Cambridge University / Mathematics and Statistics Newcastle University / School of Mathematics / College of Applied Science / Newcastle University - Newcastle upon Tyne / /

Person

Um / S. Alamri / Tq / Al-Madinah Al-Munawarah / /

ProvinceOrState

New York / /

PublishedMedium

Physica D / /

TVStation

Kida / /

Technology

Fluid Dynamics / /

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