我在做锥度的时候不知道能否达到这个精度？ 程序如下 启动 =建坐标系/开始,回调:, LIST= 是 建坐标系/终止 加载测头/RO-NG 测尖/T1A0B0, 柱测尖 IJK=0, 0, 1, 角度=0 模式/DCC 锥体1 =特征/锥体，直角,外,长度 理论值/175.639,52.697,-631.304,0.0001221,0.0003239,-0.9999999,24.345,24.213,29.082 实际值/175.638,52.698,-631.312,0.0001195,0.0002968,-0.9999999,24.34,24.215,29.082 测定/锥体,8 触测/基本,175.084,67.255,-655.842,-0.0381721,0.9942727,0.0998231,175.084,67.254,-655.837,使用理论值 = 是 移动/圆弧 触测/基本,161.083,52.497,-655.841,-0.9949483,-0.0141959,0.0993797,161.082,52.498,-655.847,使用理论值 = 是 移动/圆弧 触测/基本,175.845,38.146,-655.841,0.0138705,-0.9949723,0.0991851,175.846,38.146,-655.847,使用理论值 = 是 移动/圆弧 触测/基本,190.044,54.851,-655.842,0.9841563,0.1466346,0.0996733,190.043,54.853,-655.848,使用理论值 = 是 移动/圆弧 触测/基本,187.583,54.799,-631.5,0.9799535,0.1724956,0.0996812,187.583,54.8,-631.508,使用理论值 = 是 移动/圆弧 触测/基本,174.682,64.786,-631.515,-0.0785671,0.991899,0.0998174,174.68,64.788,-631.523,使用理论值 = 是 移动/圆弧 触测/基本,163.445,53.91,-632.767,-0.9901648,0.0984378,0.0994167,163.444,53.911,-632.773,使用理论值 = 是 移动/圆弧 触测/基本,174.597,40.425,-633.419,-0.0842201,-0.9914996,0.0991743,174.596,40.425,-633.425,使用理论值 = 是 终止测量/ A0 =建坐标系/开始,回调:启动, LIST= 是 建坐标系/找平,Z 负,锥体1 建坐标系/终止 测尖/T1A90B180, 柱测尖 IJK=0, -1, 0, 角度=179.993 点1 =特征/点，直角 理论值/175.747,40.817,-659.274,0,0,-1 实际值/175.747,40.817,-659.274,0,0,-1 测定/点,1 触测/基本,175.747,40.817,-659.274,0,0,-1,175.747,40.817,-659.274,使用理论值 = 是 终止测量/ A1 =建坐标系/开始,回调:A0, LIST= 是 建坐标系/平移,X 轴,锥体1 建坐标系/平移,Y 轴,锥体1 建坐标系/平移,Z 轴,点1 建坐标系/终止 圆1 =特征/圆，直角,外 理论值/0,0,0,0,0,-1,29.8 实际值/0,0,0,0,0,-1,29.799 构造/圆,锥体,高度,0,锥体1 尺寸 位置1= 圆 的位置圆1 单位=毫米 ,$ 图示=关 文本=关 乘数=1.00 输出=两者 轴 标称值 正公差 负公差 测定 最大值 最小值 偏差 超差 X 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 ----#---- Y 0.000 0.000 0.000 0.000 0.000 0.000 0.000 0.000 ----#---- 直径 29.800 0.000 0.000 29.799 29.799 29.799 -0.001 0.001 <-------- 终止尺寸 位置1 测尖/T1A0B0, 柱测尖 IJK=0, 0, 1, 角度=0 尺寸 位置2= 锥体 的位置锥体1 单位=毫米 ,$ 图示=关 文本=关 乘数=1.00 输出=两者 轴 标称值 正公差 负公差 测定 最大值 最小值 偏差 超差 角度 11,25,17 0,00,00 0,00,00 11,25,07 11,25,07 11,25,07 -0,00,10 0,00,10 <-------- 终止尺寸 位置2 有能确定告诉我一下． ＧＬＯＢＡＬ　ＳＴＡＴＵＳ　９１２８的机器 身似白云常自在， 心如流水任西东。 Edited by - 风中传说 on 2004/06/19 21:49:49