BOM的详细介绍
2016/11/28 14:14:49 点击:
BOM(Bill of Material) 叫做物料清单,也叫产品结构表、物料表等。
BOM是: MRP的基础。 制造令发料的计算依据。 本质上是一项工程文件,不但是产品的规范说明,而且是制造流程的依据。 用来核算产品成本的基础。
将产品的原材料、零配件、组合件予以拆解,并将各单项物料按物料代码、品名、规格、单位用量、损耗等依制造流程的顺序记录下来,排列为一个清单,这就是物料清单,也就是BOM。
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)
建立产品结构之要点
(1) BOM必须能显示制造层次。 (2) BOM必须避免含意不清。 (3) BOM必须能显示制造层次
理想的BOM,不但应能具体显示产品的组成结构,而且还得说明该产品在制造过程中的阶段。也就是BOM必须从制造层次来界定产品,每一个层次分别代表制程中的某一个步骤的完成,而每一个存货项目,都在BOM的上下各层中有进库和出库的动作。
BOM必须避免含意不清
作业的单元性是关键。一批组件,装配后,自成独立,是一个完整的单元,被送至库存或下一个工作站,则该项装配件便有定义一个料号的必要。如果不定义料号,则MRP将无法为该项组件产生必要的订单。
产品结构的系统档案设计
虽然产品结构会有很多的层次,但在系统中我们以单层的方式记录,只需维护父项和子项两阶的关系,再经过串联,即可得到多阶层关系的产品结构。
BOM可分为多种类型。
(1) 生产用BOM; (2) 销售用BOM; (3) 包材用BOM; (4) 海关用BOM。
1、生产用的BOM
除了说明父子项的关系外,还有下列必备的字段,现一一说明如下:
(1) 序号
由于工序不同或有效时段不同或插件位置不同,使得每一个父项下面可能有多 个子项。这种情况不能通过单位用量来说明,父子项可能不惟一,因此同一个 父项通过序号惟一来描述。由于物料的性质或发料的优先次序而要求子项按一 定的顺序排列,这些也通过序号来实现。 BOM展开时,也按序号排列。
(2) 单位用量
表示每一库存单位父项需用到多少库存单位的子项,物料的库存单位在物料代码资料表中定义。
(3) 基数
表示父项的数量,如每个纸箱(A物料代码),可存放100个手表(X),则BOM中如下表示:
父项:X
序号1
子项:A
单位用量:1
基数:100
(4) 损耗率
有些物料由于机器设备的原因,或由于装配的原因等等,正常的单位用量无法满足生产的需要,而要定义损耗的百分比率。
(5) 固定损耗量
根据损耗率,不同的订单的损耗用量不同,订单量少的损耗用量也少,订单量大的损耗用量也大,但有的时候即使是少批量的订单也要求有一定的损耗,这部分可通过固定损耗量来定义。也就是:不管多少订单,至少要有这么多损耗。
(6) 生效日期和失效日期
由于工程变更或不同时期产品的结构不同而需指定生效日期和失效日期。如果一直有效,则不要指明失效日期,或指定一个很大的日期,或让失效日期=“1900/1/1”
(7) 发料工序号码
每一个父项在物料代码公司资料表中定义了一条工艺路线,每条工艺路线在工艺路线资料表中需至少定义一道工序或多道工序,BOM不同子项发料时可能发到同一道工序,也可能发到不同的工序,在此说明子项发料时应该发放到哪道工序。建立制造令生成用料明细时,如果BOM中没有指明工序号,则把工艺路线资料表中第一道工序当做发料工序
(8) 状态
BOM有三种状态: 待确认 确认ok 取消 新增BOM子项时为待确认状态,只有确认OK的子项才可使用。待确认或确认ok的子项都可以取消。
(9) 客供品标志
表示子项为客户提供的物料,成本计算时不考虑此物料成本。
(10) 制造厂商
有的父项下的某项物料要求一定要使用某个品牌,在此指定品牌制造商,采购下单和生产发料时可参考。即使制造商不同,也可以不定义新的物料代码,以减化物料管理,减少物料代用关系。
(11) 插件位置
指明子项放在父项的哪个位置,如一电路板上在P11位置放一电容,指明插件位置为P11。
(12) 开始批号
有的时候,BOM中的某个子项,只有指定的批号用到,而在其他批号中无效,可通过开始批号和结束批号说明。
注意只有下列情况才需进行批号控制:
当产品或材料有储存有效期限制时;
当产品有特殊要求或印刷包装不同而不用新增机种时,尽量不要使用批号控制。
(13) 结束批号
参考上面开始批号。
(14) 备注
仅用于注解说明。
2、销售BOM
也叫样品BOM,即零件明细表,仅描述一个成品(机型)的零件清单及标准单位用量,只有一层结构,不包含制造生产的讯息,其子项大都是最低层的零件,也可能是标准的装配件,或经加工的半成品。
但装配件或半成品在研发BOM中不再展开,把其当做零件看待。
产品报价时参考销售BOM材料标准成本。
3、包装BOM
有的公司,成品出货时需按客户的要求进行包装,因此即使是同一机种型号,由于客户不同,订单不同,批号不同,而要求不同的包装材料和不同的包装工序。
如果把这部份放在生产用BOM中,需要产生很多的成品物料代码。因此把这部分分开,使用同一个成品物料代码,用不同的客户,订单,批号标志,可以减少很多成品物料代码。
这并不是非常必要,如果包装变化不大,或机种型号本身不是很多,可以把包材部分放入生产用BOM中。 包材BOM结构与生产用BOM结构大致相同,另加以下几个字段:
(1) 客户代号
如果有指明,则子项只能用在指明的客户,如果没有指明,则所有客户都可用到这个子项。
(2) 订单代号
如果有指明,则子项只能用在指明的订单代号,如果没有指明,则所有订单都可用到这个子项。
(3) 批号
如果有指明,则子项只能用在指明的批号上,如果没有指明批号,则都可用到这个子项。