1. Surface crossing by a group of satellites: A theoretical study
- Author
-
G. Chanteur and F. Mottez
- Subjects
Surface (mathematics) ,Atmospheric Science ,Soil Science ,Magnetosphere ,Aquatic Science ,Oceanography ,Curvature ,Geochemistry and Petrology ,Earth and Planetary Sciences (miscellaneous) ,Sensitivity (control systems) ,Earth-Surface Processes ,Water Science and Technology ,Cusp (singularity) ,Physics ,Ecology ,Spacecraft ,business.industry ,Mathematical analysis ,Paleontology ,Forestry ,Constant curvature ,Discontinuity (linguistics) ,Geophysics ,Classical mechanics ,Space and Planetary Science ,Physics::Space Physics ,business - Abstract
In order to take advantage of multispacecraft measurements that will be provided by the Cluster mission, we introduce a new method for analyzing the local geometry of a surface crossed by a group of satellites. This analysis relies upon the determination of the normal to the surface by each spacecraft. Assuming a rigid surface with constant curvature, we give a method to estimate its radii of curvature and its velocity. Theoretically, the method could give the three components of the velocity. But because of the sensitivity of the input data to uncertainties, the tangential velocity of the discontinuity must be provided by another method.
- Published
- 1994
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