关于粗糙度的解释
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上图是表示Rz的计算,想问一下,最高峰的五个数值的平均值,加上最低谷的五个数值的平均值,的和,为Rz,那么最低谷的五个数值有正负号之分吗?
补图
本帖最后由 魍者归来 于 2022-1-3 16:39 编辑
没有
直接说没有可能不太准确,关于Rz的算法主流有两种:一种是从基线开始计算,用求和取平均值的方法;另一种是从最低谷开始计算各关键点的高度hx,然后再求和取平均值。
机械专业的人肯定学过 学过也没必要了解这么清楚,除非是做质检。
对于它,只要我标注合理,图纸正确即可。
很多东西,不必要非得了解透彻,比如说电,我只要知道它能驱动电器工作,至于电是什么,怎么产生和控制,我无需了解。 主要是想知道Ra和Rz的区别,因为产品标注的是Rz,我们一般检测用的Ra 张星星z 发表于 2022-1-4 08:02
主要是想知道Ra和Rz的区别,因为产品标注的是Rz,我们一般检测用的Ra
标准不一样,基本可以相互转化
轮廓算术平均偏差 Ra:在取样长度(lr)内轮廓偏距绝对值的算术平均值。在实际测量中,测量点的数目越多,Ra越准确
轮廓最大高度 Rz:轮廓峰顶线和谷底线之间的距离。
------转自百度百科《粗糙度》
Rz用到的很少,可能是体现粗糙度没有Ra更直观和检测方便。 一般都是Ra
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