不同法截面子午线椭球衔接的研究及应用

Research and application of the connection based on ellipsoid with different normal section as the central meridian

  • 摘要: 为了满足高速铁路线路控制网的投影长度变形值不大于10 mm/km的要求,将长线工程线路分成多段并建立各自的法截面子午线椭球.针对相邻法截面子午线椭球的衔接问题,提出交点法线重合的方法,实现椭球变换之后交点位置的一致性,解决线路的衔接问题,从而大大加强法截面子午线椭球理论在工程线路弯曲性、复杂性及长度的适用性.

     

    Abstract: In order to meet the requirement that the projection length deformation value of the high-speed railway line control network is not more than 10 mm/km, it is necessary to divide the line into multiple sections and establish their respective normal section meridian ellipses. For the adjacent connection problem of the ellipsoid, the method of the intersection point with same normal is proposed, the consistency of the intersection points after the ellipsoid transformation is realized, and the seamless connection problem of the lines is solved, thereby greatly enhancing the applicability of the normal section meridian ellipsoid theory in the bending property, complexity and length of the engineering line.

     

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