zoukankan      html  css  js  c++  java
  • 【NX二次开发】分析曲线某位置的信息 UF_MODL_ask_curve_props

    分析曲线某位置的信息:点、切线、主副法线、半径等

    extern DllExport void ufsta(char *param, int *returnCode, int rlen)
    {
        UF_initialize();
        //UF_MODL_ask_curve_props 
        tag_t tagCurveId = 51693;
        double parm = 0.5;
        double point[3];
        double tangent[3];
        double p_norm[3];
        double b_norm[3];
        double  torsion;
        double  rad_of_cur;
        UF_MODL_ask_curve_props(tagCurveId, parm, point, tangent, p_norm, b_norm, &torsion, &rad_of_cur);
        //point 点
        tag_t tagPoint;
        UF_CURVE_create_point(point, &tagPoint);
        //tangent 切线;   切线 主法线 副法线两两垂直
        UF_CURVE_line_t linePoint;
        tag_t tagLine;
        UF_VEC3_copy(point,linePoint.start_point);
        linePoint.end_point[0] = point[0] + tangent[0];
        linePoint.end_point[1] = point[1] + tangent[1];
        linePoint.end_point[2] = point[2] + tangent[2];
        UF_CURVE_create_line(&linePoint, &tagLine);
        //p_norm 单位主法线
        UF_VEC3_copy(point, linePoint.start_point);
        linePoint.end_point[0] = point[0] + p_norm[0];
        linePoint.end_point[1] = point[1] + p_norm[1];
        linePoint.end_point[2] = point[2] + p_norm[2];
        UF_CURVE_create_line(&linePoint, &tagLine);
        //b_norm 单位副法线
        UF_VEC3_copy(point, linePoint.start_point);
        linePoint.end_point[0] = point[0] + b_norm[0];
        linePoint.end_point[1] = point[1] + b_norm[1];
        linePoint.end_point[2] = point[2] + b_norm[2];
        UF_CURVE_create_line(&linePoint, &tagLine);
    
        //扭转? torsion
        //半径   rad_of_cur
    
        UF_terminate();
    }
    
    extern int ufusr_ask_unload(void)
    {
        return (UF_UNLOAD_IMMEDIATELY);
    }

    效果:

  • 相关阅读:
    Mybatis批量插入
    easyui中datagrid常见功能
    mysql下载和安装方式
    Mybatis注意事项
    ol3对地图上某些特定的经纬度进行标注
    ol3开发离线地图
    java利用poi生成excel文件后下载本地
    log4j的基本使用方法
    tomcat8.5之后版本,远程无法登录管理页面
    但构造函数返回对象时
  • 原文地址:https://www.cnblogs.com/KMould/p/13754418.html
Copyright © 2011-2022 走看看