## Analytical Photogrammetry |

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... plane is known - that is , XA from the

... plane is known - that is , XA from the

**YZ plane**, YA from the**XZ plane**, and ZA from the**XY plane**. The space coordinates of A are XA , YA , and ZA with respect to a Cartesian coordinate system . Henceforward the space coordinates of a ...Page 13

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**plane**( Fig . 2 ) at some fixed location with respect to the**plane**. The**plane**is the**xy**image**plane**at some normal distance ƒ from L. The elements of exterior geometry also represent a**plane**and a point not in the**plane**at some fixed ...Page 23

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**XY plane**. This seldom occurs in nature . Any object A may have any elevation whatsoever above or below the**XY plane**, and any other object B may have any elevation different from A above or below the**XY plane**. When objects define an ...### Contents

FUNDAMENTAL CONCEPTS | 1 |

TRANSFORMATIONS | 38 |

B Numerical Example of General Explicit | 74 |

Copyright | |

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A(aLb a₂ ABč airborne aLbč angular orientation approximation az₂ azimuth B₁ B₂ bLcč calibration camera coordinates camera station cLač coefficients computed conjugate images converge coordinate system cos aLb cos Az cos Yz cosČ datum defined determined differential dihedral angle direction angles direction cosines distortion equations error exposure station exterior orientation f cos Yz focal length geodetic geometry ground coordinates horizon camera horizon line illustrated in Figure image plane instrument intersection known LAČ measured n₁ n₂ nadir camera object space oblique optical axis perpendicular perspective projection photogrammetry photographic position principal plane principal point rays reference plane rotation sinČ solution space coordinates spherical theodolite tilt and swing unknowns values vertical X₁ X₂ XL-XA XY plane Y₁ Y₂ ya sin YAč yaČ YL-YA ZAč zenith angles zenith camera ZL-ZA ZLč