Viscous solutions of the two-fluid solar wind equations |
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Authors: | D. Summers |
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Affiliation: | School of Mathematics, University of Newcastle upon Tyne, England |
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Abstract: | The two-fluid equations describing the ideal, steady, viscous solar wind are examined, and supersonic solutions are sought in which the electron and ion temperatures vary as inverse powers of the radial distance from the Sun. Just two solutions are found, and these are analogous to those found by Whang et al. (1966) and Dahlberg (1970) in one-fluid theory. |
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