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Dive into the research topics where S. T. Zalesak is active.

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Featured researches published by S. T. Zalesak.


Journal of Geophysical Research | 1996

The Rayleigh‐Taylor instability is not damped by recombination in the F region

J. D. Huba; Paul A. Bernhardt; S. L. Ossakow; S. T. Zalesak

The collisional Rayleigh-Taylor instability plays a crucial role in explaining the onset and development of equatorial spread F. A number of linear and nonlinear analyses of the instability have been developed for the F region that include recombinative damping. It has been argued that recombination damps the unstable density perturbations and provides a mechanism to suppress the onset of instability or saturate the instability via mode coupling. We show that F region recombination, in fact, does not damp unstable density perturbations relative to the background ionosphere. Recombination acts to reduce the total electron density, both the ambient background and the perturbation, at a rate VR.


Journal of Geophysical Research | 1982

Nonlinear equatorial spread F: The effect of neutral winds and background Pedersen conductivity

S. T. Zalesak; S. L. Ossakow; P. K. Chaturvedi


Journal of Geophysical Research | 1979

Nonlinear equatorial spread F: Dependence on altitude of the F peak and bottomside background electron density gradient scale length

S. L. Ossakow; S. T. Zalesak; B.E. McDonald; P. K. Chaturvedi


Journal of Geophysical Research | 1988

Nonlinear Evolution of the Kelvin-Helmholtz Instability in the High Latitude Ionosphere.

M. J. Keskinen; H. G. Mitchell; J. A. Fedder; P. Satyanarayana; S. T. Zalesak; J. D. Huba


Journal of Geophysical Research | 1980

Nonlinear equatorial spread F: Spatially large bubbles resulting from large horizontal scale initial perturbations

S. T. Zalesak; S. L. Ossakow


Journal of Geophysical Research | 1981

Scale sizes and lifetimes of F region plasma cloud striations as determined by the condition of marginal stability

B.E. McDonald; S. L. Ossakow; S. T. Zalesak; N. J. Zabusky


Geophysical Research Letters | 1985

A simulation of high latitude F‐layer instabilities in the presence of magnetosphere‐ionosphere coupling

H. G. Mitchell; J. A. Fedder; M. J. Keskinen; S. T. Zalesak


Journal of Geophysical Research | 1980

Computer simulation of gradient drift instability processes in operation Avefria

B.E. McDonald; M. J. Keskinen; S. L. Ossakow; S. T. Zalesak


Journal of Geophysical Research | 1985

Transverse motion of high-speed barium clouds in the ionosphere

H. G. Mitchell; J. A. Fedder; J. D. Huba; S. T. Zalesak


Journal of Geophysical Research | 1985

Finite temperature stabilization of the gradient drift instability in barium clouds

J. F. Drake; J. D. Huba; S. T. Zalesak

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S. L. Ossakow

United States Naval Research Laboratory

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J. D. Huba

United States Naval Research Laboratory

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J. A. Fedder

United States Naval Research Laboratory

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B.E. McDonald

United States Naval Research Laboratory

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H. G. Mitchell

Science Applications International Corporation

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M. J. Keskinen

United States Naval Research Laboratory

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Paul A. Bernhardt

United States Naval Research Laboratory

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