Statistics – Applications
Scientific paper
Aug 1978
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1978jimia..22...71s&link_type=abstract
Institute of Mathematics and Its Applications, Journal, vol. 22, Aug. 1978, p. 71-87.
Statistics
Applications
Astronomical Models, Dynamic Models, Magnetohydrodynamic Flow, Solar Wind, Two Fluid Models, Conductive Heat Transfer, Continuity Equation, Mathematical Models, Polytropic Processes, Thermal Conductivity
Scientific paper
The paper analyzes the fluid dynamical models that have been constructed to describe the solar wind since Parker's (1958) first model. A brief historical development of the subject is sketched, and an account is given of the gross properties of the solar wind medium. Based on certain simplifying postulates, the fluid equations of continuity, momentum, and energy are given for the idealized solar wind. Parker's polytropic model is presented, followed by an analysis of the various models incorporating thermal conduction. Viscous and two-fluid solar wind models are examined. A discussion of the applicability of the hydrodynamic regime to the solar wind is finally given.
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