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Perspective reconstruction of a spheroid from an image plane ellipse

机译:从像平面椭圆球体的透视重建

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摘要

The perspective reconstruction of a spheroid's position and orientation from a single image plane ellipse is derived, by direct inversion of the projection equations, assuming the semi-major and semi-minor axes are known. Attention is paid to the geometric interpretation of the reconstruction. The reconstruction is formulated and reduced to an eigenvalue problem, to yield 2 solutions for the spheroid's position and orientation. The symmetry of the polar planes for these solutions are then deduced.
机译:假设已知半长轴和半短轴,可通过直接反变换投影方程式,从单个像平面的椭圆中得出球体位置和方向的透视图重构。注意重建的几何解释。重新构造公式,并将其简化为一个特征值问题,以产生2个球体位置和方向的解。然后推导出这些解决方案的极平面的对称性。

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