1985
DOI: 10.1016/0032-0633(85)90037-6
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One-dimensional kinematics of particle stream flow with application to solar wind simulation

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Cited by 21 publications
(3 citation statements)
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“…The three‐dimensional HAFv2 kinematic model projects radial solar wind flow from inhomogeneous sources on a surface at 2.5 solar radii out into space while adjusting the flow for stream‐stream interactions as fast streams overtake slower ones. The stream‐stream interaction procedure is described in great detail by Olmstead and Akasofu [1985] and Fry and Akasofu [1987]. Stream‐stream interactions are handled in a manner that mimics the net result of the collisionless interactions of solar wind plasma and fields.…”
Section: Hafv2 Solar Wind Modelmentioning
confidence: 99%
“…The three‐dimensional HAFv2 kinematic model projects radial solar wind flow from inhomogeneous sources on a surface at 2.5 solar radii out into space while adjusting the flow for stream‐stream interactions as fast streams overtake slower ones. The stream‐stream interaction procedure is described in great detail by Olmstead and Akasofu [1985] and Fry and Akasofu [1987]. Stream‐stream interactions are handled in a manner that mimics the net result of the collisionless interactions of solar wind plasma and fields.…”
Section: Hafv2 Solar Wind Modelmentioning
confidence: 99%
“…Thus, by integrat ing the velocity as a function of time graphically, one can determine the distance traveled by individual particles. This method has been carefully calibrated on the basis of MHD solutions by Olmsted and Akasofu (1985), , and Olmsted and Akasofu (1986).…”
Section: Modeling the Background Solar Wind Flowmentioning
confidence: 99%
“…Although this method does not explicitly consider the simultaneous solution of the conservation equations, it can be calibrated (Olmsted and Akasofu, 1985) with the use of known l-1/2D MHD solutions (Dryer and Steinolfson, 1976;Smith et al, 1985) for the case of co-rotating streams.…”
Section: Introductionmentioning
confidence: 99%