13648893846 发表于 2018-8-16 19:51:09

曲线起点至指定点到曲线垂点的距离(曲线长)

本帖最后由 13648893846 于 2018-8-16 19:58 编辑

;;[功能]曲线起点至指定点到曲线垂点的距离(曲线长)
;;[用法](LC:starting-point>pt-curveFoot>dist (car(entsel "\n 请选择曲线:")) (getpoint "\n 请选择线外一点:"))
;;[作者]BY 老仓测绘上班记
(defun LC:starting-point>pt-curveFoot>dist (EN PT / POINTCURVEDIST)
   (setq pointcurvedist (vlax-curve-getDistAtPoint
             (vlax-ename->vla-object en)
               (vlax-curve-getClosestPointTo (vlax-ename->vla-object en) pt));垂点
   )
)

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

yuebu 发表于 2019-4-18 16:42:00

怎么用不了呀大神

13648893846 发表于 2019-4-19 17:15:28

这只是一个函数而已
页: [1]
查看完整版本: 曲线起点至指定点到曲线垂点的距离(曲线长)