我使用原子吸收分光光度计已经有30年的经历了,关于石墨炉升温程序的四个基本步骤的称谓一直是:干燥阶段、灰化阶段、原子化阶段和清除阶段。我目前使用的一款进口仪器的英文说明书上,对于石墨炉的这四个步骤的英文称谓如下:
[img=,324,140]https://ng1.17img.cn/bbsfiles/images/2016/07/201607130906_600225_1602290_3.jpg[/img]
而仪器给出的中文操作软件里面,关于这四个步骤的解释为如下:
![](data:image/png;base64,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)
由此看来这台进口仪器对于石墨炉四个升温步骤的解释与我以前的理解的和去我所看过的资料是一致的。为此,我在撰写有关石墨炉的文章时,一直采用这四个称谓。
但是有一位业内大咖认为于我文章中对于石墨炉四个升温步骤的称谓没有与国际接轨,并明确指出“清除阶段”这个例子。
由于我上学时学习的是俄语,我的英语水平不高,为此对于这位业内大咖的点评感到很困惑,故请教版内版友对于石墨炉这四个升温步骤的称谓有何见教。