![](data:image/jpeg;base64,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)
在电子技术高速发展的今天,集成电路的使用已经相当普遍。我们在使用集成块时,首先遇到的一个问题就是如何正确识别集成电路的各管脚,使之与电路图中所标的管脚相对应,这是使用者必须熟练掌握的一项基本技能。
半导体集成电路的品种、规格繁多,但就其管脚的排列情况常见的有以下 3 种形式:一是按圆周分布,即所有管脚分布在同一个圆周上;二是双列分布,即管脚分两行排列;三是单列分布,即管脚单行排列。
为了便于使用者识别集成电路的管脚排列顺序,各种集成电路一般都标有一定的标记,现把常见的几种标记及管脚顺序的识别方法分述如下:#p#分页标题#e#
1 .管键标记:使用这种识别标记的集成电路,用圆柱形金属外壳封装,其管脚按圆周分布,外形如图 ① 所示。它的管脚排列顺序是:从管顶往下看,自管键开始沿逆时针方向依次是第 1 、 2 、 3…… 脚(见图 ① )。 5G1555 、 AN374 等的管脚就是这样排列的。
2 .弧形凹口标记:这种识别标记多用在双列直插型集成电路上。弧形凹口位于集成电路的一个端部,其外形如图 ② 所示。管脚排列顺序的识别方法是,正视集成块外壳上所标的型号,弧形凹口下方左起第 1 脚为该集成电路的第 1 脚,以这个管脚开始沿逆时针方向依次是第 2 、 3 、 4…… 脚(见图 ② )。 TA7614AP 、 μPC1353C 等就是使用这种识别标记的。
![](/uploads/allimg/120903/1254391109-1.jpg)
3 .圆形凹坑、小圆圈、色条标记:双列直插型和单列直插型的集成电路多采用这种识别标记,其外形如图 ③ 所示。这种集成电路的管脚识别标记和型号都标在外壳的同一平面上。它的管脚排列顺序是,正视集成块的型号,圆形凹坑(或小圆圈、色条)的下方左起第一脚为集成电路的第 1 脚。对于双列直插型的集成块,从第 1 脚开始沿逆时针方向,依次是第 2 、 3 、 4…… 脚;对于单列直插型的集成块,从第 1 脚开始其后依次是第 2 、 3 、 4…… 脚(见图 ③ )。 LA4422 、 NE555P 、 CD4017BCN 等都是使用这种识别标记。
![](/uploads/allimg/120903/1254394294-2.jpg)
4 .斜切角标记:这种标记一般用在单列直插型集成电路上,其外形如图 ④ 所示。其管脚的排列顺序是,从斜切角的这一端开始,依次是第 1 、 2 、 3…… 脚(见图 ④ )。 AN5710 、 LA4140 等都是使用这种识别标记。
应当指出有不少集成电路同时使用两种识别标记,如 μPC1366 ,既使用弧形凹口标记,又使用小圆圈标记。但两种标记对集成电路的管脚排列顺序的识别效果是统一的(见图 ⑤ 所示)。也有少数的集成电路,外壳上没有以上所介绍的各种标记,而只有该集成电路的型号,对于这种集成电路管脚序号的识别,应把集成块上印有型号的一面朝上,正视型号,其左下方的第 1 脚为集成电路的第 1 脚位置,然后沿逆时针方向计数,依次是第 2 、 3…… 脚,如图 ⑥ 所示。
![](/uploads/allimg/120903/1254391444-4.jpg) ![](/uploads/allimg/120903/12543935F-5.jpg) ![](/uploads/allimg/120903/12543910W-6.jpg)
图 ⑦— 图 ⑩ 所示的几种不同型号的集成电路,分别采用了不同的管脚识别记号,读者可以根据以上所介绍的方法来识别其管脚序号。
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