Fractal Power Spectrum in a Steady Plane Stokes Flow Past the Lattice of Cylinders

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概要

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• We study spectral and correlation properties for tracer particles in steady two-dimensional flows of incompressible viscous fluids past doubly periodic arrays of solid circular cylinders. It is demonstrated that in a class of such flows, the Fourier spectrum is neither discrete nor absolutely continuous, and the autocorrelation decays in accordance with the power law.

• 理論物理学刊行会の論文
• 2003-09-30

著者

• Zaks Michael

  Institute Of Physics Humboldt University Of Berlin

• STRAUBE Arthur

  Theoretical Physics Department, Perm State University

• Straube Arthur

  Theoretical Physics Department Perm State University

• ZAKS Michael

  Institute of Physics, Humboldt University of Berlin

関連論文

• Fractal Power Spectrum in a Steady Plane Stokes Flow Past the Lattice of Cylinders
• Fractal Power Spectrum in a Steady Plane Stokes Flow Past the Lattice of Cylinders

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