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Contemporary Mathematics and Its Applications, 2015, Volume 97, paper published in the English version journal
(Mi cma430)
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On the nonlinear dynamical system of amplitude equations corresponding to intersections of bifurcations in the flow between permeable cylinders with radial and axial flows
L. Shapakidze
Abstract:
In the present work, we study various modes that arise after a
circular Couette flow loses its stability in the presence of an
axial flow due to a constant axial pressure gradient and a
radial flow through the permeable walls of the cylinders. The
basic object of our investigation is a nonlinear system of
amplitude equations describing multiple flow bifurcations
between permeable cylinders. Different bifurcations will be
investigated theoretically with application of numerical
methods.
Citation:
L. Shapakidze, “On the nonlinear dynamical system of amplitude equations corresponding to intersections of bifurcations in the flow between permeable cylinders with radial and axial flows”, Journal of Mathematical Sciences, 218:6 (2016), 820–828
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Abstract page: | 63 |
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