六便士有多重 发表于 2026-5-11 08:50:19

超精密切削加工时为何要使用单晶金刚石作为刀具材料?

       金刚石刀具的材料分为三种:天然单晶金刚石刀具(也就是咱们常说的钻石啦~)、人造聚晶金刚石、金刚石烧结体。由于天然金刚石过于昂贵,所以市面上我们常用的都是人造聚晶金刚石刀具。上海天然金刚石工具厂采用进口天然单晶钻石为原料,打造高硬度单晶金刚石车刀,耐磨耐用使用周期长。
  单晶金刚石用作超精密加工的优势: 一、有较高的硬度和耐磨性,在超精密加工时可以限度避免刀尖磨损对工件尺寸的影响。 二、有很好的导热性,较低的热膨胀系数。因此,切削加工时不会产生很大的热变形,有利于精密加工。 三、刃面粗糙度较小,刃口非常锋利,可达Ra0.01~0.006μm。因此,能胜任薄层切削,有利于超精密加工。 四、摩擦系数低,切削时不宜产生积屑瘤,因此加工表面质量很高。加工有色金属表面粗糙度可小达Ra0.04~0.012μm,加工精度可达IT5以上。 注意:金刚石刀具不适合加工钢铁材料,因为金刚石和铁有很强的化学亲和力,在高温下铁原子极易与碳原子作用而使其转化为石墨结构, 刀具极易损坏。用作铝硅合金的精加工及超精加工,压缩木材、陶瓷、刚玉、玻璃等的精加工都是不错的选择。
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查看完整版本: 超精密切削加工时为何要使用单晶金刚石作为刀具材料?