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Tangential discontinuities in the solar wind
Author(s) -
L. F. Burlaga,
N. F. Ness
Publication year - 1969
Publication title -
solar physics
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.026
H-Index - 123
eISSN - 1573-093X
pISSN - 0038-0938
DOI - 10.1007/bf02391672
Subject(s) - physics , classification of discontinuities , solar wind , discontinuity (linguistics) , magnetic field , magnetopause , perpendicular , surface (topology) , magnetometer , heliospheric current sheet , magnetogram , astrophysics , magnetohydrodynamics , geometry , interplanetary magnetic field , magnetic flux , mathematical analysis , mathematics , quantum mechanics
This paper considers six discontinuity surfaces which were observed by magnetometers on 3 spacecraft in the solar wind. It is shown that the actual surface orientations, determined from the measured time delays and solar wind speed, are consistent with the theoretical orientations which were computed from the relation $$\hat n = \hat B \times \hat B'$$ , where $$\hat n$$ is the normal to the surface of a hydromagnetic tangential discontinuity across which the magnetic field direction changes from $$\hat B$$ to $$\hat B'$$ . The plasma and magnetic field data for these discontinuities are consistent with the pressure balance condition, and the magnetic field vectors in the associated current sheets are parallel to the discontinuity surface, as required theoretically. The 6 discontinuity surfaces extended without much distortion over ∼ 0.002 AU. A seventh surface is discussed which satisfies the condition $$\hat n = \hat B \times \hat B'$$ but which extended without much distortion over 0.01 AU. This latter is not a typical surface, however, and its curvature is larger than average. Most of the surfaces tended to lie along the spiral direction, but one was nearly perpendicular to the spiral direction.

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