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Geometry of Navigation Book

Geometry of Navigation
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Geometry of Navigation, Many problems in navigation which, because of the true shape of the Earth, seemed numerically and algebraically impractical, can now be resolved by computers. Nevertheless, traditional methods provide important back-up, for which geometry is invaluable. T, Geometry of Navigation
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  • Geometry of Navigation
  • Written by author Roy Williams
  • Published by Woodhead Publishing, 1998/02/01
  • Many problems in navigation which, because of the true shape of the Earth, seemed numerically and algebraically impractical, can now be resolved by computers. Nevertheless, traditional methods provide important back-up, for which geometry is invaluable. T
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Geometrical representation of the earth; Navigable surfaces and chart projections; Navigating along Rhumb lines; Shortest paths on the surface of a sphere; Shortest paths on the surface of an ellipsoid; Paths between nearly antipodean points; Great ellipse on the surface of an ellipsoid; Navigating along the arc of a small ellipse; Surface position from astronomical observation; Surface position from satellite data; Appendices: Table of latitude parts (Meridian distance); Transformation between equations; References.


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Geometry of Navigation, Many problems in navigation which, because of the true shape of the Earth, seemed numerically and algebraically impractical, can now be resolved by computers. Nevertheless, traditional methods provide important back-up, for which geometry is invaluable. T, Geometry of Navigation

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Geometry of Navigation, Many problems in navigation which, because of the true shape of the Earth, seemed numerically and algebraically impractical, can now be resolved by computers. Nevertheless, traditional methods provide important back-up, for which geometry is invaluable. T, Geometry of Navigation

Geometry of Navigation

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Geometry of Navigation, Many problems in navigation which, because of the true shape of the Earth, seemed numerically and algebraically impractical, can now be resolved by computers. Nevertheless, traditional methods provide important back-up, for which geometry is invaluable. T, Geometry of Navigation

Geometry of Navigation

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