| 11. | Where we again orient the spherical coordinate system with the plane of the orbit.
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| 12. | For example, systems with spherical symmetry are simplified when expressed with spherical coordinates.
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| 13. | Equivalently, it suffices that the the formula for the curl in spherical coordinates,
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| 14. | This is often called spherical coordinates based on elevation, bearing, and range.
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| 15. | Introduce spherical coordinates so that " p " coincides with the north pole.
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| 16. | The scale factor for the radius is one ( ), as in spherical coordinates.
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| 17. | :If you want a very accurate answer then you need to use spherical coordinates.
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| 18. | That does not work for spherical coordinates.
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| 19. | The relationship of those segments in three-dimensional space using a spherical coordinate system.
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| 20. | This integral may be evaluated using spherical coordinates in " k "-space.
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