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Triaxal ellipsoid classes JacobiConformal, Jacobi's conformal projection, trancoded from Charles Karney's C++ class JacobiConformal to pure Python, ordered Triaxial and unordered Triaxial_ and miscellaneous classes BetaOmega2Tuple, BetaOmega3Tuple, Jacobi2Tuple and TriaxialError.
See Also: Geodesics on a triaxial ellipsoid and Triaxial coordinate systems and their geometrical interpretation.
Version: 22.11.07
Classes | |
BetaOmega2Tuple 2-Tuple (beta, omega) with ellipsoidal lat- and
longitude beta and omega both in
Radians (or Degrees ).
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BetaOmega3Tuple 3-Tuple (beta, omega, height) with ellipsoidal
lat- and longitude beta and omega both in
Radians (or Degrees ) and the
height , rather the (signed) distance to the
triaxial's surface (measured along the radial line to the
triaxial's center) in meter , conventionally.
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Jacobi2Tuple 2-Tuple (x, y) with a Jacobi Conformal x
and y projection, both in Radians (or
Degrees ).
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Triaxial_ Unordered triaxial ellipsoid and base class. |
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Triaxial Ordered triaxial ellipsoid. |
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JacobiConformal This is a conformal projection of a triaxial ellipsoid to a plane in which the X and Y grid lines are
straight.
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TriaxialError Raised for Triaxial issues. |
Functions | |||
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Variables | |
__all__ = _ALL_LAZY.triaxials
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Function Details |
Compute the intersection of a tri-/biaxial ellipsoid and a Line-Of-Sight from a Point-Of-View outside.
See Also:
Function pygeodesy.hartzell, pygeodesy.tyr3d for |
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