中国经济管理大学 经管慕课资料库：生产管理学-题库
中国经济管理大学 美华管理传播网美华管理传播网中国经济管理大学 经管慕课资料库：生产管理学-题库
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第一章 生产运作管理概述思考与练习1. 何谓生产运作管理? 生产运作管理的研究内容是什么?答：生产运作管理，是指为了实现企业经营目标，提高企业经济效益，对生产运作活动进行计划、组织和控制等一系列管理工作的总称。研究内容：生产与运作战略制定；生产与运作系统（设计）构建管理；生产与运作系统的运行管理；生产与运行系统的维护与改进2. 回顾生产运作管理发展的历史，有哪些认识和体会?答：生产与运作管理作为一门学科出现到目前为止已经经历了近百年的历史，真正意义上的现代工厂制度出现于产业革命时期。分为三个阶段，即放任管理阶段、科学管理阶段和现代管理阶段，而根据时间的不同也可以将这三个阶段称为生产运作管理的初始阶段、系统化阶段和现代化阶段。（一） 生产运作管理的初始发展这一阶段始于18世纪后半期到19世纪末，是西方第一次工业革命初期。由于当时的手工业是由个体生产向手工作坊发展，并在生产中引入了机器，因此就产生了管理。在这一时期对生产运作管理做出突出贡献的人物有亚当·斯密、埃尔·惠特尼和查理·巴贝奇。亚当·斯密是第一个研究生产经济学的古典经济学家。1776年，他在其经典著作《国富论》中系统地论述了劳动分工理论，通过对大量的调查资料进行分析后，他指出劳动分工可以很大程度的提高劳动生产率。亚当·斯密的劳动分工理论为生产和运作管理的形成奠定了主要的理论基础。这一阶段的生产运作管理理论虽然还不够全面，没有形成专门的学科，但对于促进生产以及以后的科学的管理理论的产生和发展，都产生了深远的影响。（二） 生产运作管理的系统化发展到了19世纪的末期，由于生产技术的提高，生茶规模的发展和资本的日益扩大，企业的管理职能逐渐和资本所有权相分离，管理职能则由资本家委托给以经理为首的各方面的管理人员所组成的专门管理机构承担。从此，专门的管理阶层出现，同时管理工作也成为了有人专门研究的一门学科。弗雷德里克·W·泰罗是生产管理发展史上最杰出的历史人物之一，他在1911年发表了《科学管理原理》一书，这是最早的系统地研究运作管理的著作。（三） 生产运作管理的现代化发展这个阶段自20世纪40年代至今，特别是20世纪50年代到70年代，世界经济政治都发生了巨大的变化，科学技术迅猛发展，企业的规模也逐渐扩大，加速了企业经营国际化的进程。由于科学技术的发展，生产自动化程度的提高，管理工作逐渐细化。这些变化决定了企业在生产管理领域运用更先进的管理手段和方法出现的必然性。而在21世纪的开始世界也进入了一个崭新的发展阶段，即知识经济时代。可以说生产运作管理在这一时期得到了空前的发展。随着计算机应用，全球化的发展趋势下，美国的著名管理学家R·施恩伯格创造出世界级的制造方式，主要特征有四个方面：无缺陷的全面质量管理、准时制生产方式、充分授权的工人自主式管理、满足社会和消费者要求的高度柔性的创造系统。3. 生产运作的类型有哪几种？答：以产品生产运作工艺特征为划分标志，可分为工艺过程连续的流程型和工艺过程离散的加工装配型两种生产运作类型。以生产运作组织方式为划分标志，生产运作类型可分为备货型（Ｍａｋｅ‐ｔｏ‐ｓｔｏｃｋ，简称ＭＴＳ）和订货型（Ｍａｋｅ‐ｔｏ‐ｏｒｄｅｒ，简称ＭＴＯ）生产运作。按生产产品的品种和数量划分可分为大量大批、成批和单件小批三种生产运作类型。 习题判断题：1× 2×3√ 4× 5× 6√ 7√ 8× 9√ 10√ 11√ 12√13× 14× 15√ 16√ 17√ 18×选择题：1 B 2 A 3E 4A 5 A 6C 7C 8D第二章 生产运作战略思考与练习
1．生产运作战略的含义是什么？答：生产运作战略是指在竞争环境中，为了适应未来发展的变化，根据企业的总体战略，在生产运作管理中所采取的全局性、整体性的指导思想或决策；是指在企业整体战略的框架下，根据企业各种资源和内外环境，对与生产运作管理和生产运作系统相关的基本问题进行分析和判断，确定总的指导思想和一系列决策、规划和计划。
2．生产运作战略在企业战略中的地位如何？答：生产运作战略在整个企业战略中处于职能战略层，在企业的经营活动中处于承上启下的地位。承上是指生产运作战略要遵循企业经营战略，通过生产运作战略环节把经营战略细化、具体化；启下是指生产运作战略作为生产运作系统的总体战略，要推动系统贯彻执行具体的实施计划以实现经营战略意图。
3．生产运作竞争战略的构成是什么？答：主要包括三方面的内容：生产运作的总体战略、产品或服务的开发与设计、生产运作系统的设计与维护。
4．简述生产运作战略的特点。答：1、从属性，生产运作战略虽然属于战略范畴，但它是从属于企业战略的，是企业战略的一个重要组成部分，必须服从企业战略的总体要求，更多从生产运作角度来保证企业总体战略目标的实现。
2、支撑性，生产运作战略作为企业重要的职能战略之一，从生产运作角度来支撑企业总体战略目标的实现，为企业战略的有效实施提供基础保障。
3、协调性，生产运作战略要和企业总体战略、竞争战略保持高度协调。生产运作战略要与企业其他职能部门的战略相协调，一方面生产运作战略不能脱离其他职能战略而自我实现，另一方面它又是其他职能战略实现的必要保证。生产运作系统内部的各要素之间也要协调一致，使生产运作系统的结构形式和运行机制相匹配。
4、竞争性，生产运作战略制定的目的就是通过构造卓越的生产运作系统来为企业获得竞争优势做贡献。从而使企业能在激烈的市场竞争中发展壮大自己，在与竞争对手竞争市场和资源的过程中占有优势。
5、风险性，生产运作战略的制定是面向未来的活动，要对未来几年的企业外部环境及企业内部条件变化作出预测，由于未来环境及企业条件变化的不确定性，战略的制定及实施具有一定的风险性。
5．简述企业生产运作战略的竞争重点是什么？答：成本、质量、时间和柔性。
6．生产运作总体战略包含哪些内容？答：生产运作战略是指企业在其经营战略的总体框架下决定如何通过生产与运作活动来达到企 业的整体经营目标。生产运作战略包括生产运作的总体战略（如自制或购买、低成本和大批 量、多品种和小批量、高质量、混合策略） ，产品或服务的选择、开发与设计，生产运作系统的设计。 习题判断题：1× 2×3√ 4× 5× 6√ 7√ 8× 9√ 10√ 11√ 12√13× 14× 15√ 16√ 17√ 18×选择题：1 B 2 A 3E 4A 5 A 6C 7C 8D 第三章生产和服务设施的选址和布置思考与练习 1. 企业选址决策的重要性体现在哪些方面?答：战略属性、经济属性和人文属性。2. 阐述设置生产单位的专业化原则。答：设置生产单位的专业化原则，一般包括工艺专业化原则和对象专业化原则。工艺专业化原则就是集中同种工艺要素建立工艺专业化的生产单位。例如在工艺专业化车间中，集中了同类型的机器设备和同工种的工人，对企业的各种产品、零部件进行相同工艺方法的加工。对象专业化原则是按加工对象的要求集中工艺要素。例如在对象专业化车间中，把加工对象的全部或大部分工艺过程集中在一个生产单位中，一般而言，它集中了不同种类的机器设备和不同工种的工人，对同类加工对象进行不同的工艺加工。3. 什么是流水线的节拍？怎样组织工序同期化？答：流水线的节拍是指流水线上出产相邻两件相同制品的时间间隔。工序同期化一般分两步进行。第一步是初步同期化，这是在流水线的设计阶段进行，主要要找出影响同期化的关键，使各工序的节拍与流水线节拍之比，基本上可达到0.85～1.05范围内。第二步是精确同期化，这是在流水线的调整中进行，以进一步提高工序同期化的水平。对于关键工序，通常可采用以下措施来解决工序同期化的问题。习题判断题：1× 2√3× 4× 5√ 6√ 7√ 8√ 选择题：1 A 2 C 3B 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5、A 第四章产品与服务设计1．产品与服务设计有哪些新趋势？答：模块化设计，个性化定制，协同产品设计，计算机辅助设计，绿色设计。2．根据一家上市公司资料，分析和调查其新产品性质、开发过程。答：1.创意形成。新产品开发始于创意形成，即系统化地搜寻新产品主意。为了找到几个好主意，企业一般都要进行许多创意。对新产品创意的搜寻必须系统进行而不能偶然任意化。否则，尽管企业会发现许多创意，但绝大多数与企业所在的行业不对口。新产品创意的主要来源包括内部来源、顾客、竞争对手、销售商和供应商及 其他。
2.创意筛选。创意形成的目的是创造大量的新产品开发创意。接下来几个阶段的目的是减少创意的数量。第一个创意减少阶段是创意筛选。筛选的目的是尽可能快地找到好创意放弃坏创意。在后面几个阶段产品开发成本飞涨，所以企业必须采用能转变成盈利性产品的创意。
3.概念的形成和测试。一个有吸引力的构思必须发展成为一个产品概念。区分产品创意、产品概念和产品形象是一件很重要的事情。产品创意是指企业可以考虑向市场提供的一种可能产品的主意;产品概念是指用有意义的消费者术语对构思的详尽描述;产品形象是指消费者观察实际产品或潜在产品的方式。
4.市场营销战略的制定。
5.业务分析。业务分析指考察新产品的预计销售、成本利润，以便查明它们是否满足企业的目标。如果满足，产品就能进入产品开发阶段了。
6.产品开发。如果产品概念通过了商业测验，就可以进入产品开发阶段。在此，市场研究与开发或者工程部门可以把市场概念发展成实体产品。但是，产品开发步骤现在要求加大投资。这一步骤将揭示产品构思能否被转变成实际有效的产品。样品必须有要求的性能特色，还必须传达想要表现的心理特征。
7.市场试销。如果产品通过了性能和消费者测试，接下来一步便是市场试销了，在这一阶段产品及销售方案被放入到更加逼真的市场环境中去。市场试销使营销商在进行大笔投资全面推广产品之前通过营销产品获得经验。它允许企业测试产品和整个营销方案--市场定位战略、广告、销售、定价、品牌和包装、预算标准。
市场试销所需数量根据每种新产品的不同而不同。市场试销的成本可能会很大，而且市场试销花费时间，这会使竞争对手获取优势。当开发和推出产品的成本很低时，或当管理部门对一种新产品很有信心时，企业可能很少或根本不进行市场试销。企业也不试销简单的产品系列扩展或竞争对手成功产品的复制品。
8.正式上市。市场试销为管理部门提供所需信息以做出最终决策：是否要推出新产品?如果企业进一步让产品正式上市，即把新产品推向市场，则企业将面临很高 的成本。企业将不得不建造或租用生产设施。而且，以一个新的消费者包装产品为例，企业在第一年将不得不为之花费1000万美元至1亿美元的广告和促销费用。
设立新产品的企业首先必须决定推出时机。如果电动汽车会影响公司其他汽车的销售量，则该电动汽车的推出时间将会延迟。如果电车还可进一步改进，或者经济衰退，那么公司会等到下一年再推出。
接下来，企业必须决定在哪儿推出新产品，是在单一的地点，还是在一个地区，全国市场或者国际市场。很少企业有信心、资本和能力将产品推向全国或国际性销售渠道。企业一般都进行有计划的市场扩展。特别是小企业会选择有吸引力的城市或地区，一次只进人一个。而大一些的企业会迅速地把新产品推向几个地区或全国市场。
9.加速新产品开发。许多企业把它们的新产品开发程序组织成有序的几个步骤，从创意形成开始到正式上市结束。根据这一有序的产品开发方法，一个企业部门单独工作完成它的程序步骤，然后把新产品传递给下一个部门和阶段。这一有顺序的、循序渐进的程序能帮助控制复杂和危险的产品项目。但是这样做也可能相当慢， 这很危险。在飞速变化和激烈竞争的市场中，如此之慢但又具有确定性3．什么是质量功能展开？以你所熟悉的某一个产品为例建立其质量屋。答：质量功能展开亦称“质量屋”。顾客驱动的产品开发方法。从质量保证的角度出发,通过一定的市场调查方法获取顾客需求，并采用矩阵图解法将顾客需求分解到产品开发的各个阶段和各职能部门中，通过协调各部门的工作以保证最终产品质量，使得设计和制造的产品能真正地满足顾客的需求。也是一种在产品设计阶段进行质量保证的方法，以及使产品开发各职能部门协调工作的方法。目的是使产品能以最快的速度、最低的成本和最优的质量占领市场。以下将以蜡烛为例，详细讲解如何建立质量屋：（1）顾客需求。研究小组收集了大量关于顾客对蜡烛的需求数据，并作出亲密度图和树图。（2）顾客需求重要性。研究小组使用尺度1~5对顾客需求重要性进行分级，5表示非常重要，1表示不重要。当然也可以选用1~10的尺度。这里要思考的问题是：某个特性对于顾客来说的重要性究竟有多大？在对顾客需求评级的过程中，小组成员之间需要进行大量建设性的讨论，这期间将会有许多新观点提出来。绝大多数QFD和质量屋HOQ的研究者认为，小组成员最终应该达成一致，这当然是一个理想的状态，但需要花费大量的时间。一个很好的折衷办法是采用少数服从多数的民主原则，而将少数人的意见附在后面。评价重要性时，小组必须清楚这个评价是针对哪部分市场（顾客）而作出的。有时，也可邀请顾客加入到QFD小组中，以协助评价顾客需求的重要性。（3）竞争性分析。产品也需要按每种顾客的需求进行评价，仍可使用1~5或1~10的尺度。这里要思考的问题是：制造商多大程度上满足了所列的顾客需求，也就是说，当前的产品在多大程度上满足了顾客需求。 （4）未来目标（未来值）。仍使用与上述相同的评价尺度，小组按每个顾客需求对虹烛的未来进行评价（标有“将来的我们”的列）。这里要思考的问题是：将来我们打算在多大程度上满足顾客需求。file:///C:/Users/Xchy/AppData/Local/Temp/msohtmlclip1/01/clip_image007.png蜡烛产品的质量屋（HOQ）data:image/jpeg;base64,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①顾客需求“视觉上吸引人”上“今天的我们”的分数是9，与“将来的我们”的分数相同，强于竞争对手（制造商1和制造商2），所以我们在这一顾客需求上没有必要改进未来的产品。②顾客需求“不滴蜡”尽管满足顾客需求（本企业产品现在评分值为8），但是弱于竞争对手2（评分值为10），因此，我们将该项未来值设定为9，因为小组认为竞争对手2的产品超过了顾客的需求，属于质量过剩。③顾客需求“燃烧时间长”上我们当前的产品没有满足（分数只有3），我们的蜡烛燃烧得太快，而竞争对手的蜡烛燃烧时间却长得多，我们应该在这个顾客需求上做显著的改进，所以研究小组将未来值设定为9，这样我们就可以与竞争对手持平了。之所以不超过对手，同样是因为研究小组认为设定未来值为10是没有必要的。④顾客需求“有香味”的评分低于竞争对手，所以未来值设定为8。（5）改进率：改进率=未来值/现在值。本例中，顾客需求“有香味”的改进率为2（8/4），顾客需求“燃烧时间长”的改进率为3（9/3）。这些都是对现有设计的显著改变。（6）销售点。销售点用于评价产品的改进对销售量的影响。销售点1.5表示影响显著，1.2代表中等，1.0表示无影响。这里要思考的问题是：如果我们改进这一特性（更好地满足这一顾客需求），产品销售量究竟能够提高多少。（7）计分。将顾客需求重要性、改进率和销售点3个数值相乘即可得每个顾客需求的得分。这个得分提供了一个研究小组评价的顾客需求等级，即为顾客需求排序。为了清楚地反映相对大小，得分以百分比来计（“得分%”列）。此时尽管质量屋HOQ还没有最终完成，但到目前为止，公司内部的信息交流已经超过了许多公司平常的水平，即使就此停止工作，所花的时间也是值得的。（8）产品/工程特性（product features/engineering characteristics。简称为PFEC）。使用头脑风暴法，我们可以得到一张产品特性表，这个表也可通过亲密度图和树图进行整理。进行至此，我们建议为每个产品特性设计一个词汇表。这样将使研究小组成员之间交流更容易一些。有的小组还为顾客需求设计词汇表。（9）顾客需求——产品特性关系。产品特性与顾客需求这两个树图交叉就产生了一个关系矩阵。对于关系矩阵中的每一个元素，研究小组都要估计先烈之间是否有关系。这里要思考的问题是：这个产品特性对满足顾客需求有多大的贡献和影响。（10）产品特性（PFEC）得分。将顾客需求——产品特性关系值（1，3或9）与对应的顾客需求（即“得分%”列）相乘，即可得出该产品特性的得分。在我们的蜡烛例子中，产品特性“形状”对顾客需求“视觉上吸引人”的得分为16×9=144。同样可得其他产品特性的得分。最后的产品特性得分是该列上的所有得分之和，这个得分代表该产品特性的重要性。（11）产品特性相互关系矩阵。这种关系矩阵使研究小组能量化一种产品特性的变化对其他产品特性的影响。因为它呈三角形，正好又在质量屋HOQ的正上方，所以也被称为屋顶矩阵。我们仍用双环代表强关系，单环代表中等关系，三角代表弱关系。填充屋顶矩阵时要思考的问题是：当改变某个产品特性时会影响其他产品特性吗？有的小组还要求进一步指出，影响是正向的还是反向的。屋顶矩阵中的高分值对于研究小组来说将是一个强烈的信号。有时一个产品特性的变动可能损害许多其他的产品特性，这时最好不要变动该产品特性。譬如，对产品特性“蜡烛直径”的改变将影响其他6项产品特性，所以，尽管它是一个重要的产品特性而且影响4种顾客需求，在进行改进之前一定要加倍小心。作为一种较为理想情况的产品特性是：产品特性得分高（重要）、其变动对其他产品特性影响小，而且还能改进多种顾客需求，因此改变起来成本低，几乎没有负作用等等。如在我们蜡烛的例子中，产品特性“烛芯处理”的改变除了稍微影响产品特性“烛芯数目”外，对其他产品特性则基本没有影响。 4．简述服务的开发过程。答：服务开发可以分为以下四个阶段：（一）创意阶段。包括对新服务目标与战略的制定、服务概念的开发与测试。（二）分析阶段。需要对新项目进行财务分析，并考虑与服务传递相关的供应链问题。只有评审获取批准后，新服务项目才能继续进行下去。（三）开发阶段。包括完成服务内容的详细设计和测试，服务传递的详细设计和测试，员工的培训以及服务的试运行。（四）全面上市。只有新服务项目通过了测试和试运行，才可以进入此阶段，即将新服务投入市场。 5．服务设计包括哪些具体的内容？答：服务过程和服务传递过程。6．针对现实生活中的一家服务公司，如医院、出租车公司等，绘制服务蓝图，并提出相关建议。data:image/jpeg;base64,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:///C:/Users/Xchy/AppData/Local/Temp/msohtmlclip1/01/clip_image011.png习题判断题：1√ 2√3√ 4√ 5√ 6× 7× 8× 9× 10√ 选择题：1 E 2 D 第五章工作设计与工作测量思考与练习1．阐述工作设计的理论基础。答：科学管理原理，社会技术理论，行为理论，工作扩大化、工作丰富化和工作职务轮换，团队工作方式。2．影响工人生产率的主要因素有哪些？答：从企业内部环境来说；影响生产率的因素有两大类：技术因素和操作者行为因素。技术国家主要指企业生产产品或提供服务所必须的生产技术和生产装备的技术水平．如新设备、新工艺、新材料的采用可以大大提高生产率。由于技术因素与生产设备、设施等有密切关系，因此有人特其称为“硬因素”。行为因素是指操作者的心理需求和感情变化对生产率的影响。由于操作者的行为因素是易变的，因此有人将其称为“软因素”。新技术的应用必须通过人的劳动才能落实到实处，随着人们接受教育程度的不断提高，人的心理需求逐渐超越经济需求而占据主导地位。3．简述劳动定额的含义和劳动定额的时间构成。答：在一定的生产技术组织条件下，生产一定产量的产品所规定消耗的时间，或在一定时间内所规定生产的合格产品的数量。如工时定额、产量定额、看管定额、服务定额等（1）大量大批生产条件下：可忽略准备和结束时间。单件时间定额=作业时间+照管工作地时间+休息和自然需要时间（2）成批生产条件下：不可忽略准备和结束时间。 file:///C:/Users/Xchy/AppData/Local/Temp/msohtmlclip1/01/clip_image013.jpg （3）单件生产条件下：不可忽略准备和结束时间。 file:///C:/Users/Xchy/AppData/Local/Temp/msohtmlclip1/01/clip_image015.jpg 习题判断题：1√ 2×3× 4√ 5× 6× 7√ 选择题：1 A 2 D 3 D 计算题： 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第六章生产能力和生产计划思考与练习1．什么是生产能力?生产能力的类型有哪些?影响企业生产能力的主要因素是什么?答：生产能力是指企业全部生产性固定资产(包括主要生产设备、辅助生产设备、起重运输设备、动力设备及有关厂房和生产建筑物等)，在一定的时期内，在一定的技术和组织条件下，所能生产一定种类产品的最大产量。分为设计能力、查定能力和现有能力三种。第一，在使用中的固定资产的数量；第二，固定资产的有效工作时间；第三，固定资产的生产效率。2．一般可用哪几种计量单位来计算工业企业的生产能力?答：一般有以下五种单位。（1）以具体产品为计量单位；（2）以代表产品为计量单位；（3）以假定产品为计量单位；（4）以产品的主要参数为计量单位；（5）以产品重量为计量单位。3．企业生产计划中的主要指标有哪些?如何计算?答：生产计划的主要指标有品种、产量、质量、产值和出产期等。1. 品种指标它是企业在计划期内出产的产品品名、型号、规格和种类数。它涉及“生产什么”的决策。确定品种指标是编制生产计划的首要问题，关系到企业的生存和发展。2. 产量指标它是企业在计划期内出产的合格产品的数量。它涉及“生产多少”的决策，关系到企业能获得多少利润。产量可以台、件、吨表示。对于品种、规格很多的系列产品，也可用主要技术参数计量，如拖拉机用马力、电动机用千瓦等。产量指标是企业进行供产销平衡和编制生产计划，组织日常生产的重要依据。3. 质量指标它是企业在计划期内产品质量应达到的水平，常采用统计指标来衡量，如一等品率、合格品率、废品率、返修率等。4. 产值指标它是用货币表示的产量指标，能综合反映企业生产经营活动成果，以便于不同行业比较。根据具体内容与作用不同，有工业总产值、商品产值、工业净产值、工业增加值和工业销售产值等指标。工业总产值的计算公式是：工业总产值=成品价值+工业性作业价值+自制半成品、在制品期末期初结存量差额的价值。商品产值=全部合格产品×不变价格单价(或现行价格单价)+工业性作业加工费工业净产值=工业总产值(现行价格)-物质消耗的价值净产值=固定资产折旧+劳动者报酬+生产净税额+企业盈利4．企业生产计划可分为哪几种，如可编制企业的生产计划?答：企业中的各种计划，一般可分为战略层计划、战术层计划和作业层计划三个层次。编制企业的生产计划：1. 生产计划的编制原则（1）编制计划必须有全局观点，即必须服从国民经济计划的目标与方针。（2）编制计划必须积极平衡，也就是要充分运用企业的现有资源，发挥现有生产能力，挖掘生产潜力，扬长避短，然后进行协调和发展。（3）编制计划必须留有余地，防止订得过紧，以便能应付新的情况。（4）编制计划必须切合实际，要深入市场和企业实际，进行调查研究。（5）编制计划必须有可靠的核算基础，即指生产能力、定额与利用系数等。2. 生产计划的编制依据编制生产计划必须有可靠的依据，因此在编制时必须搜集和掌握大量的资料。5．不同生产类型的企业生产计划的编制重点是什么?答：生产计划的编制因为生产类型的不同，重点也有所不同。（1）大量生产的生产计划重点大量生产的生产管理要求是生产品种稳定，并反复连续进行，才可为固定的产品设计专用工序和设备。生产计划的编制要注意下列各点：① 生产能力包括各工序的能力已定，因此编制生产计划要经常保持一定的生产水平；② 通过预测等手段使设计的生产能力与需求量相适应；③ 也可通过调节库存产品来调整销售量和产量之间的差额；④ 产品品种难以急剧改变，因此，新产品的生产和产品型号的改变必须长期地有计划地进行。（2）成批生产的生产计划重点成批生产的管理方式，是在一次程序安排中，集中一定数量的同一品种连续地进行生产，通过一次一次程序的安排，在同一作业工序中，依次进行不同品种的轮番生产。编制成批生产的生产计划要注意下列各点：① 确定最佳的投入顺序和批量，以减少工序的空闲时间和调整准备时间；② 通过零件的通用化和同类产品的安排，以减少各工序需要更换的产品品种数；③ 从设备上、技术上和经济上来确定批量的标准。（3）单件小批生产的生产计划重点单件小批生产的管理方式是指在设备、工艺上能生产较大范围的产品品种，可灵活地接受订货任务，并根据订货的交货期进行生产的方式。编制这种生产计划要注意下列各点：① 必须正确估计从订货到产品出厂所需的时间(交货期)以免影响交货；② 必须重视工序的平衡问题，保持生产过程的连续性，使各道工序能力有效地发挥出来；③ 必须随时掌握工序的剩余能力，以便能灵活地满足订货的要求和作出合理的安排。 习题判断题：1× 2√3× 4× 5× 选择题：1 C2 B 3B 4C 5 C 6B 7A 第七章库存管理思考与练习1. 什么是库存？怎样认识库存的作用？答：国民经济的各个行业，尤其是制造业和服务业都会遇到库存问题。狭义的理解，库存即放在仓库中，暂时未被利用的物资。从广义上理解，凡是处于暂时闲置状态，尚未被利用的各类社会资源都可被视为库存。与这种资源是否存放在仓库中，是否处于运动状态没有关系。放在仓库里是闲置，准备被利用，铁路运输中的货物，是为了未来需要而闲置在途中，是一种在途库存。库存的作用:库存是闲置的资源，不能立即为企业产生效益，但库存又是必须的，因为库存有以下重要的作用。1. 满足预期顾客的需求一定的成品库存可以使顾客很快采购到他们所需要的物品。这样，可以缩短顾客的订货提前期，也有利于供应厂商争取预期顾客。2. 平滑生产的均衡性外部的需求总是波动的，而企业的生产要求具有均衡性。要满足需方的波动的需求，又要使供方的生产均衡，就必须维持一定量的库存。3. 分摊订货费用订货需要费用，需要一件订购一件，将订货费用摊在一件物品上，是不经济的。一次采购一批，虽然会造成库存，但可以将订货费用分摊到各件物品上，是经济的。在生产过程中，采用批量生产加工，可以分摊生产准备费用和结束整理费用。4. 防止缺货维持一定量的库存，可以防止缺货的产生。商店没有一定量的货物库存，顾客就买不到东西；酒店没有一定的床位库存，游客就不能入住；在生产过程中维持一定量的在制品，可以防止生产因缺货而中断。5. 避免价格上涨企业对有涨价可能性的物资会加大库存量，也会通过加大订货量以获取数量折扣。库存具有重要的作用，但也有其不利的一面。库存要占用资金，物资的库存要修建仓库；要维持库存物品不损耗、不老化，都需要大量支出。不仅如此，大量的库存还可能掩盖某些管理中的问题。2. 如何认识库存控制的目标？答：库存控制的目标现代管理要求在充分发挥库存功能的同时，尽可能地降低库存成本。这是库存控制的基本目标。库存控制应实现：（1） 保障生产供应库存的基本功能是保证生产活动的正常进行，保证企业经常维持适度的库存，避免因供应不足而出现非计划性的生产间断。这是传统库存控制的主要目标之一。现代的库存控制理论虽然对此提出了一些不同的看法，但保障生产供应仍然是库存控制的主要任务。（2） 控制生产系统的工作状态一个精心设计的生产系统，均存在一个正常的工作状态，此时，生产按部就班地有序进行。生产系统中的库存情况，特别是在制品的数量，与该系统所设定的在制品定额相近。反之，如果一个生产系统的库存失控，该生产系统也很难处于正常的工作状态。因此，现代库存管理理论将库存控制与生产控制结合为一体，通过对库存情况的监控，达到生产系统整体控制的目的。（3） 降低生产成本控制生产成本是生产管理的重要工作之一。无论是生产过程中的物资消耗，还是生产过程中的流动资金占用，均与生产系统的库存控制有关。在工业生产中，库存资金常占企业流动资金的60％－80％，物资的消耗常占产品总成本的50％－70％。因此，必须通过有效的库存控制方法，使企业在保障生产的同时，减少库存量，提高库存物资的周转率。3. ABC分析法的基本思想是什么？答：意大利经济学家帕累托（Vilpredo Pareto_）在调查19世纪意大利城市米兰的社会财富分配状况时发现，米兰市社会财富的80％被占人口20％的少数人占有，而占人口80％的多数人，仅占有社会财富的20％。帕累托把其统计结果，按从富有到贫穷的顺序排列，绘制成管理界所熟知的帕累托图（如下图7.1）。后来，发现类似于帕累托图所显示的分布不均匀的统计现象，不仅存在于社会财富的分布上，而且普遍存在于社会经济生活的许多方面。即所谓的20－80律，也有简称为2－8律的。ABC分析法基于20－80律，即20％左右的因素占有（带来）80％左右的成果。如，在超市中，占品种数20％左右的商品为企业带来了80％左右的销售额，20％左右的员工为企业作出了80％左右的贡献等。 file:///C:/Users/Xchy/AppData/Local/Temp/msohtmlclip1/01/clip_image021.jpg 库存管理的ABC分析法还在20－80律的指导下，分析企业的库存，以找出占有大量资金的少数物资，并加强对它们的控制。这样，可以只用20％左右的精力就控制了80％左右的库存资金的管理。而对那些只占少量资金的多数物资，则施以较轻松的控制和管理。ABC分析法把企业占用65％－80％价值，而品种数仅为15％－20％的物资划为A类；把占用了15％―20％价值，品种数为30％－40％的物资划为B类；把占用了5％－15％价值，品种数为40％－55％的物资划为C类。对ABC各类物资采用不同的管理方式，增强管理的针对性。达到简化管理程序，提高管理效率的目的。4. 如何根据ABC分析法采取不同的控制策略？答：对库存物资进行ABC 分类后，企业可以对不同类别的物资采用不同的控制策略。1. A类物资是控制的重点。，应该严格控制其库存储备量、订货数量、订货时间。在保证需求的前提下，尽可能减少库存，节约流动资金。2. B类物资可以适当控制，在力所能及的范围内，适度地减少B类库存。3. C类物资可以简单控制，增加订货量，加大两次订货期间的时间间隔，在不影响库存控制整体效果的同时，减少库存管理工作的工作量。在实际的库存物资分类工作中，在考虑到资金占用情况的同时，要兼顾供货和物资重要程度等因素。一些特别关键或供应较难保障的物资，虽然占用资金不多，但需要按A类物资对待。5. 如何运用无保险储备的定量储存模型来确定经济批量？答：经济订货批量（Economic OrderQuantity, EOQ）模型最早是由F.W.Harris于1915年提出的。该模型有如下假设条件：（1）企业对库存的需求是已知的，且对于库存的消耗是均匀的（即需求率均匀且为常量）。年需求率以D表示，单位时间需求率以d表示；（2）一次订货量无最大最小限制且采购、运输均无价格折扣；（3）订货提前期已知，且为常量；（4）订货费预订货批量无关；（5）维持库存费是库存量的线型函数；（6）不允许缺货；（7）补充率为无限大，全部订货一次交付；（8）采用固定量系统。在以上假设条件下，库存量的变化如图7-5所示（由于需求率是固定的且为常量，因此库存消耗趋势是一条斜率为D的直线）。从图9.4可以看出，系统的最大库存量为Q，最小库存量为0，不存在缺货。库存按数值为D的固定需求率减少。当库存量降到订货点RP（reorder point）时，就按固定订货量Q发出订货。经过固定的订货提前期LT，新的一批订货Q到达（订货刚好在库存变为0时到达），库存量立即达到Q。显然平均库存量为Q／2。 file:///C:/Users/Xchy/AppData/Local/Temp/msohtmlclip1/01/clip_image022.pngfile:///C:/Users/Xchy/AppData/Local/Temp/msohtmlclip1/01/clip_image023.png
CT＝CH＋CR＋CP＝H（Q／2）＋S（D／Q）＋p·D 式中，S为一次订货费或调整准备费；H为单位维持库存费，H＝p·h，p为单价，h为资金效果系数；D为年需求量。年维持库存费CH随订货量Q增加而增加，是Q的线性函数；年订货费CR与Q的变化呈反比，随Q增加而下降。不计年采购费用CP，总费用CT曲线为CH与CR曲线的叠加。为了求出经济订货批量，按照求极值的要求，我们对式（9.2）对Q求导，并令一阶导数为零，可得：data:image/wmf;base64,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 式中，Q*为最佳订货批量或称经济订货批量。 习题判断题：1√ 2×3√ 4√ 5× 6× 7× 8√9√ 10× 11× 12√13√ 14× 选择题：1 B 2 D 3C 4C 5 B 6E 7D8C 9A 10C计算题：1、data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCADNAioDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aud1jxXHpetQWIWKRAoNyTOiNHuOFIDMOOpPXAHvXRV534xtZRrUtzFsht8BHf7QsIZ/LckEFDuOMdx6e9IfQ35fE19HqwsvsNiyPcJDGwvjvkDckquznaOTz+NdLXnumaXrll4ni2RwpG0BmMUd1xy4zgmM8e3611UtzKPFtvbC/kSI2jObT7KSrncPm83oCP7tV0QjYrPvtRuba5WC202S8YpvPlzRqVGcdGYH8a0K5jVoNKfxWr6pci3U2ICMbpoM/Oc8hhmp6h0L1rrd3NrUem3OjzWnmQPMJJJo2+6VGMKT/eqO78TQWmvf2fIRsEfCpG7SSS9dqgDBwvJ+oqtDceF9KvYbi2vYprmZhbIftzTthiOACzcZA6VR1uxeHWFurO81KWO03zXMdvKuYt2BhRtOTjJ29cD6U+wM3IfFOk3F7HZwzStPJK0IXyHADAEnJIx/Ca2K4zTr5Zb7TrVYbolNUuG81oGEbDbL/FjGef512dHQOojEhSQMkDgetc1H4xlkt7q6Hh/UDBZzNDcMjROUKn5iFD5YDOeK6VjtUnBOB2FcTo2p3mm2erImhanNc3V/NLbxG2KK4YjaWY8KPXPSlrcfQ6+xv7XUrGG9tJllt50DxuOjA029vJLWNTBaS3crHCxxFR+ZJAH4muX0vwPJB4e06xuprQzW0beZ5llHOAzMWIUt0AziprmO58IaZK1hp8moz3LBVXT9PjjMfqzBcA4zxk02JF+LxXbXNhazW1pcy3N07xpZkKsgZM7wcnA24659PWr1vq9vd6Qup2yyzQspbYiZfg4Ix6gg5HtXMWiTQvo+sw6LqMFvaLPBLbSRg3Hz4PmFFJySynPPfNbHh61utE8NZuYJJLl5JZ2gj+ZgXcsF9OMgHt1pgaM2rWkdpFco5nWcgQrFy0hPYD+fpVfXtfg0G3hd7ea6nuJPLhtoNvmSHqcbiBwPes+LS73S74615QuJJ+Li0i58kE9Yvf8Avf3uvtUnimz0rU4o7PU9FuNQEiHypIoC/lNx/EOUPTnjpU62Gi5dazPb2Edymj3s0jRea8ChA8Yxkg5bBb2BNXNPvoNT0+3vrVi0FxGJEJGDgjuK5vV77UdF0Kx0sadqmpyyQiO4ns4g7IoGDySBuPT9as3d61t4f0uWJpdCRriGMQvbeawQnAjYD7uRgZ7VXX5k9DpKx9U16XTtUtdPj0q5unu1YxPHJGqkqMsDuYY4rYrlPE0c1z4m0WOKLU0jhMplubOLIj3Lhctgjr19KkZsaJrtrrlvNJCkkMtvK0NxBMMPFIOqnt+I4NTarqlto2mT6hdNiKBckAjLHoAM8ZJwKxn8E2SW6w2rRZMjyyy3dsly8rt1Ys/f6UxtBsdJsZUvtPi1O3uGVXhttMjGOvLKvUD9KOgI19P1eS+0ltQk0u8tSM4t5VXzGA7gKSDntzUkusWaWEd4khmSU4iWMZaRv7oHr/LvWf4esRoOgyRwwXH2ZZHktrUgtJHGTkJgnPrwemarrpd/YXx14QrNNJnz7KPkRqe8fbfxz/e/Km9wRs6tqcej6TPqMsE8yQRl2jhXc+B14qGfV3XT4Lu0065vDPEJRFFtBC4zyWIGeemeaZ4n8yXwtqKQwTTSTWzokcaFmLMpAGPxrHvdYvtO8Labb22i6rcTTQLHL9nt8vAAoDEhiOfT86XcfY6PTNSt9W0231C1LeTcJvTeMEexHrS3+o2umWUl5dyiOGMcnGSSeAABySTwBWEuiJrekWDLZR6bHFGVS2vLKOZ0XtnOdp46Cs7VvCLWtrbSrDFewwXkc09ta2aQtIi5B4TG4jIOPam9xI6OTXRBpovLqxuLdpJFjgt32+ZKzfdAAPBPocYwc1Y0zU4tThlZI3ilgkMU8MmN0bjsccHgg5HUGuRh0S8gsBeW9rOtrb6wL22sSuHSHG1gF7clmC1veG7S4W41XUp4pIBqN15kUUgwyoqKoJHYnBOPpTX9fh/wfuB/1+P/AAC/ezaokoFja2c0eOTNctGQfoEb+dMs7rUTdeVqMVjbq6/ulhuWkdyOvBReMelZOp6Ho+q65bxR6daSSRTefeSCJSehwrHHJJIOPQVS0G78PaRZW8cUNmNQluJIvKiVfO3BnIBHXoKSA359ft7b7a8wMcNrIIhIAzb325IwBkY4rMi8YSnQ4tT/ALLnuovKVppYdsahj2USMCevWrP2WW08Mjz9QGnSyZluZTtzufJK5bgHJwD7Vkzpa2Pw5hU3LeZdQRFfOnLGRsr90E/oKFv9wm/1OrsLi5uYC91YvZuGIEbyK5I7HKkirVY/ie7ex0Rp49QOnlZY8zi2M+AWGRtHr0z2zmtcdKBmVqeuHTdUsLD7BPO1+xSOSNkCqQMnOSDwBmi11w3PiC70f7BPG1qiyPMzJsKtnbjBzzg9qyvFlsb3XtBjazvZreKZ3mktlcBAUKjLKQRzjv0qtp2lCPxVrlrHaXkdrdWsUcc91G80bMu/dzITkcjg8GhA/wCvvOzyPUVm2utx32oSW1lbzTwwsUmuhgRI4/hBJyx7HAOKyofBiwzJKs1iChyCmlwqR9CBkfWsfw94fuLS80iGOwuLO6sDMuoXRB2XCMDjDZ+fJIYemD0oDodPZ+JbS8vYoFilSK4Z0tbhsbJ2T7wXnI6HGQM4OKvx38Ml5NaHdHNEN21xjcv95fUdq5LSdKv/APiRaVLazRDRbiSWadhhJAAwTaf4s7gT6YOa2dY0ybxDK1qQ9pBbni4x88j46D/Y9f73SjoHU1bK+iv0eWAOYlcqshGBJjuvqO2faq2m63Dqd/qFlHbzwyafIqSGZNu7cMgrz0qXS5rmS2MV3ai3mgOxgg/dtgcMn+yfTt0rG0Rpo/FPiKZ7G7SOZomid4SqybE2naT15/OgZe17xFDoX2aP7JcXt1dMVhtrbaZGAGSQGI4HH51FqXiu00qaKK4trgsYkmn2hf8AR0ZgoLc/3jjjPQ1n6/b6b4jsoYr7w9fNczQbreVrfD2zk8Aup+Qg4J5x9an1nw9HdwWcksctzfiNIHZW2xy4IbMvqoYbsevHeheYn5G4t+kmotZRozmNN0sgxtjJ6Kfc9fpVncPUVw2paXrVprcUdj9rkVmgMUysfLJ3H7Q0o6HK4xn2ArQ/4QlN+7zdP65/5BMH+FAM0X8TWiagbfypTAtwLVroY8tZj0TrnuBnGMnFWtT1aPTTbxCF7i5unKQQRkBnIGTySAAAM5JrlH0e/EU2gC1mxLqy3gugv7sQ7w557Nkbdv07VqeIFN9cxSRWupwXmm3A+yzwQKwkLJz1ONmDglsYNHRf12H1/rzNnSdUg1eyF1AHTDtHJHIMNG6nDKR6g0l7NqiSgWNraTJj5jNctGQfoEaqnhfSLjR9JMd7Ks15cTPcXLqMAu5yQPYDA/CqWraHo+q61bwpp9rJMkwnvJfKUkKAcKxxyWOOPQGh7iNW0utS+1iPUYbC3R1/dCK6aR3YdeCi8YqpqfiaDTodQd12i1G2NyrMHk27tpCjgDj86yNDuvDuj20SRw2a38t3JD5USr52Q7kDHXoP5VZ1G2mtvB0rXOof2fLMkktxyoLu4J2At0Pbj0pPYfUnbxVMllb3SaRc3MUxjQTRlI1Z3wMBXYNjJ64rbsp7i4tVkubRrSUk5iZ1cjn1Xiudv1tbLQ9JtFuD5st1bOqTTF3f51yRuOfwHArobu7a1MAW1nn86URkwqD5ef4m54UVT/UhP8v8zKvvEMlpqbKlnPNYQIfPmhgaQ+Z12jB4AHJPPXHrVmw1w6m8Rt9NvVgcbjNNH5YAIyCATk59hxWHruj3863l2dPhES2zRpFFqMsIAG5t5CqASc9D6dean8LafeW1pYzrpttCrW6b5mvpJpGUqOAGXgd8Zx/OkinudNFNFcJvhlSVMkbkYEZHBHFSVnaHc29zZObbT5dPVJnVoJYhGQ2ck4HHOc575rRoAKKKKACiiigAooooAKKKKAComtbd1KvBGys24hlBBPr9alooAZ5Ufm+bsXzNu3djnHpmn0UUAFRTW0FxjzoI5cdN6A4/OpaKAII7K0hcPFawo46MsYBFPigigVlhjWMMxYhRjJPU1JRQAgVR0UDnPSloooAKK4W28RXra5Lp1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2、data:image/png;base64,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srsJAIKt3A7VnaVfJPr9j/Zmr3t9BPvNyZLQKpwmFO/y178YzQtQeh2JIUEk4AGSaghv7S4IENxG+Y1kGG/hb7p+hwa5H4i26TxWZEhWRWK4MTMuGwMlgrAYPbGT7Vw0OkbbpY7CW21KQPFBDF88e+RCSQxMIC44JGQcd6FqweiPaLm+tLLZ9quYoPMOE8xwu4+2ary65pEMZkk1SzRB1JnX/ABrF8Uff0YXt1p9u29/Mku4g8O7ZzhWYd+nNcjcfYf7I1bbq3h+R/tZ2xxWiCSTlfuHzDj8jQtXYfY9WByMjkGlpo+4MccVxt/pUtr4k0Wx/tnVXjvPtBnP2113bVyMAHjGe1HUm+lztKK4zSlutW13UdHl1W9FlowjiBSYpNO7DcWdxyQAQBjGeprpNMsbqxNwk99Ldxs4MPm8tGuANpPfnv19aBl+kVlYZUgj1BrL8QTvHa21ukjRi8uUgd1OCqnJOD2zjH41aksE+wLZW0jWkQAUeT8pC+gPb69aOgFuiuY0iO/8A7O1lF1K5e0ErCxuJGDyqoX5sMwOQGyATnipfDMt1qPgTT5Z7ud55bYGSYHMjeuD6n1oHY6KkJCgkkADqTXE6f4kk0zwprF8z3dzLZ3bRxWl5nzoiSAiOe+SQQcngjnir/hi8mfULvT9Wa8/tQQpLKlw6mN0bIzGqnaozkEdfXNAjp1ZXUMrBlIyCDkEUtY2mN9k12+0uIAW0cUc8SDpGWLBlHtlcge5rWlUvE6AgFlIBIyPyoDqQvqFlHdpaPdQi4kOFi3jceM9OvSrNeWRS3Ftf67FbLBHbrB5IubfTiFkIRyfm8wlOcjccgkdq6zQ9Ns9O8QbbSAQiTTo2YBickscnk9aa1B6HT0VQ1LTP7SaHde3dvHESWW2mMZkyMDJHOBXCw315pHgJPEy6nfT3ql4glzcNJE7NIY1LKTgY4PHpUgek0VgDw/epbxyQ67fG8yrSySS7o5OQWGzooP8AsgYrfpiCiiigYUUUUAFV7z7UbcrZ+WJWIG6Q8IO7Y749KsUUAc8PDcrXccc7QSadb2zxxxtuLyO+NzSdjyM8epq3o1hf2y30moPbefdTFx9nDbVUKFH3u/Ga0p54raB553EcUalmZugFVhqkCad9vule1iPQSr8xHb5Rzk+nWjoBlr4akt/Dh0+O5FxdsIw9xMMbgrA4wOgAHArZv4pZ7GaOB3SVlOwxuEOfqQcfkajsdVsNSs2vLO6SWBSys442kdQQeQR6GoNK8R6PrdvPcabqENzDbnErqcKnGeSfahgjCPg69urS9mu9WuxeXUJjVBKjKowcKzbPm5J5wK29F0U6VbxCS8uriVYljPmy7lAAHAAAHXvjNWbDV7DU4pJbO5WVIzhzgrt4zyD2x3pNP1ew1TzPsNyk3lHDAZH0PPUHsehpisZ66BNYQX0mnzxzXl3K7B7sErGrEnYoXGBz/jV2wtLjS9Bt7SJUuJ7eFUALbFdgPXBwPwqWyv1vPMRo2gniOJIXxuX0PHUHsat0h9Tm49Bv7mT7VNNHYSJK80UUf78LI3BdiwGeMgAAAZ71oaLYX2m289tPJbyr5heKWNChctyS69AcntWpRQB5/q/gXxFrFzNPNq+mxmWRXPl2sq/dIxnEnPQDOK2vDWha3obSLc3llcwyfMyxxuh3Y4wSx/HOeldNRQtAepl22mzS3DahfMhvChSJFO6OBT2GepPc9+nAqtoGi3en3l1d3v2RXdEghjtFYIkSZI69yWJrdooAzNe0u41jTWsrfUptP3n55YUVmK+nPTNVLXw7eQaJd6fPrtzdy3KlBcTRp+7XGMKoAHTP51vUUrbhcxYNDvLXw/aaXbaxLDLabQtysKEsq9FZTxjHBpJPC9pNpFzYzSyNJdS+fLcjAfzRghx2GCowPatuim9QMzStHNhPcXdzdNeXlztEk7IE+VfuqAOAOT+JrToooAz9O0+S0v8AUriRlK3c6yIB1ACKvP4qamSxVdUkv2dmdohEqnogBJOPqT+lWqKAOfu9C1DUH1Rri7giN1HHDbtFGTsVGLAsCeTlvpxTY9C1Wz1CSSz1GN4J3ieZrhGaU7eoBBAwRx04roqKAepl/wBjLHqNncQthYWkeUsctIzLjJP+elQ23hbTra8S8BuGnSd5wxnfbuctn5M7f4j0FbVFAFXUrWe90+a2trx7OWRdonjUMye4zxmsXTPC+paZaSwjxPezuUVYXkijxDg5JCgYJPQ5rpKKAMoaDFPp93a6jKbt71Nk8uwIWGMDAHTHb3qGz8MxR/am1C6k1Ca5txatJIoXEIB+UAfUknua26KAMbSfDw066F1Pey3s0UAt4GkUDyogc446k4GSeuBWzRRQBnR6fKniKfUiy+VJapCF75DMSf8Ax4VPNYrPqNveO7f6OrBE7ZbAz+XH41aooAwLvQ7/AFC51OSe6giW5thbW5jjJKKCTubJ5OT2qNdB1a0vJJLLU43S4EXnvcozSZQknaQQACDjGOK6OigHqY9x4ZsbrVZNSmeczM0bKFmZVUp0+UHB/EGnSWOozeI7e8ke2FlbI/lhQ3mksAOe2Ota1FAPU5/V/D9/qF1eSWurLaRXcCxPGbcPnGeck8de1T6ppmoX8trbpJarYo8bzblYykocgLzjqB1rZooWgPUxNV0e8u5pLmO4WUq8Lw20g2oNjbiMjux7449KqxaJeXbBZreHTIEkMyrbztK/mlwxcMQAM8gjH8RrpaKFoBmaxDfXJghtbaB1VxJ5ssxURspyp2gfN64yKzz4cvrU2r2eoJOYp/PkjuohiRznewK4KnBOByK6OigClJY/aNUW6nVGSCMrCp55b7xP5AVi6l4bvprG6tLN7IJeXRklaSMhkQlfu47jB6109FA7iAYAFY2o6DcX2vWOqpqjQiy3eXAIVYHcMNknnkD8K2qKBGJeeHd+rvq2m30mn3kyCOcqgdJlH3dynuOxFaFhZyWkTefdyXUznc8j8D6BRwB7VbooAgvLSK9tmgmB2nBBHVSOQR7g81R1DTL/AFHRGsDqr2s7/K91bxgMV9gcgEitWiiwGFpfh690/Trm1l125vJJUCRyzRIBCoGMBVAH50tj4futO8NQ6Pa6xNG9vtEVyIU3BQc4K9D6fjW5RQBjHwzaz6ZfWl5K9xJqBDXE/CszAAKQBwMYGPpTtO0SWxnnvbi+a+v5IhEJ5YwoVVzgYX3JJ9a16KAKWnaf9iEskknnXVw2+eXGNxxgADsAOAKszwi4geFmdA4wShwR9DUlFAGR/YSFtRjBWK2u7ZLdUjHKKAwP/oX6VJpvh+w0m5a4tRPvaIRHzZ3k4ByPvE4/CtOigCK4SWS3dIZvJkYYWTaG2n1wetYmm+E4Lbw1L4f1C5bUbSQMP3kYQ4Ykn7vfJzmugooAxLTQr+3WO3m165uLSIjahjVZGA6BpByffpmtuiigAooooAKKKKACiiigDK8RxSy6Q3lJ5nlyxyOg/iRXBYfkDUupaxpenaX/AGpfXUKWqAMsrMMEnpj3rQqodL09oDA1lA8Rcv5bxhl3HqcGjoM5nS/7C1XQtWP9rwbdRm3Xk1rcALEXAUIH6ZwAPqfes+5stQtfBeuaal82pWlsU+z3BALtF8pdCR94qARnvmu3XTLBLZ7VbG2WBzlohEoVj7jGDU0MENtCsMESRRLwqIoVR+AofkL1OD1rzNSvtdl0ZhLF/YSxs0JyGcliq8d9mfzFaWmTRXni+wm010e2i0fbM0ZyBllMan0PDHH1rqbe1t7SMx20EcCE52xoFGfXApIbS2tldbe3ihWRiziNAu4nqTjvTWj/AK8/8w6f15f5GVBmfxhcXMPMEFoIJXHQybtwHuQOvpmrmm6vBqjTLCkiGI/x7fmHOCME+h4OD7Vat7eG0gWC3jWONOiqKIbW3ti5ggjiMjbn2IF3H1OOppAS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVS1O7u7SKM2Vgb2V3C7PMCBR/eJIPFXabI/lxs+1m2gnCjJP0FAHO6V4n1HUpCzaGYreO6e2mlF0r+Wy8FsYGVz3p9t4nuNRge+0zR5rvTlLBZxKqvLt6lEPUZHGSM1U8KQT3GlaxZ3NneWRubu4kQzxFCUkJwR74/Km+Grq/wDD+iW2hX2j3klxZL5MctvHvinUfdYNnC5GM7sYoW33AdPZ3IvLKC6CNGJo1fY3VcjOD71Wt72e91KZIQi2lsxjkcjLSSY5A9AM8n1q7C0jQo0qCOQqCyhshT6Z71mWEbaXqFxaSB2ju53nhkC5ALcshPY5yR6j6U+odCK48QT2eqWtvdaXLHaXk/kQ3PmAnfgkbk6gHBwf5VNLroi8T2+htZzAzwPMtwSuw7cZAGc559qxDrN9feKYkl8MaoYLeTZbTPGqwgnhpWJOemccdPrVnUBOfiBpcy2V08EVrLG86xExqzlcZP4Gkun9dBvqaGo63Np99bxHTZZLWadYDOrjKs3TCdSvTJ7fhSXGvqNX/sqwtjd3KYM58wIkIPqT1bHO0D64rL123k1jWLdbXTr631DT7mNoL1vlhMeQX5BwQVLLgjOayL3w5cG71K1TTZW1C61Jbu11NUBWNMqTl8/KVAYY75HWhdP67Cf9fidlqt5Npqi/LK1nEP8ASE2/Moz98H27j0rQyMZyMetZOviS9s30a3UtNeRlHcr8sUZ4ZifXGcD1rT8oCDyRwNu0ZGe1HQCP7fZ/8/cH/fwVl6j4im026hM2mSmwlnS3+1CQZDMcA7Ou3OBnPfpVI+CIic/bIf8AwWWv/wAbqte6tevrtvZHwzqlza2bqIZliRYpJOm9ueFXnGB7+lC3QGlqHiyOxuLvZZvPaaeyre3CuB5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第八章物料需求计划（MRP）和企业资源计划（ERP）思考与练习
1. 何为独立需求和相关需求？两者区别在哪里？答：按需求的来源不同，企业内部的物料可分为独立需求和相关需求两种类型。①独立需求是指需求量和需求时间由企业外部的需求来决定，例如，客户订购的产品、科研试制需要的样品、售后维修需要的备品备件等；②相关需求(也称非独立需求)是指根据物料之间的结构组成关系由独立需求的物料所产生的需求，例如，半成品、零部件、原材料等的需求。相关需求的需求数量和需求时间与其他的变量存在一定的相互关系，可以通过一定的数学关系推算得出。二者之间的区别是：相关需求是计算出来的，而独立需求是预测出来的。2. 物料清单的作用是什么？物料清单可以分为哪些类型？答：物料清单具有以下作用：1)物料清单是生成MRP的基本信息；2)物料清单是联系MPS与MRP的桥梁；3)可以根据物料清单来生成产品的总工艺路线；4)在JIT管理中反冲物料库存；5)为采购外协加工提供依据；6)为生产配料提供依据；7)根据物料清单来计算成本数据；8)提供制订销售价格的依据。物料清单的主要类型有：普通型物料清单，主要有物品的实际结构组成，其结构中包括单位代码、母件代码、物料清单序号、物品代码、缺省工作中心等；计划物料清单，是由普通型物料清单组成，用于产品预测，主要是为了简化预测计划从而简化主生产计划。计划物料清单的最高层次不是实际存在的产品，最终产品的物料清单仍然是普通型物料清单。各产品在计划物料清单中占有的比例可任意增减，维护方便；模块化物料清单，某些产品结构如果按普通型物料清单管理，则数据重复量很多，会造成数据库庞大，查询速度慢。在进行模块化的管理后，对该物料清单只需引用即可；成本物料清单，是建立和说明每个物料的标准成本，如物料的材料费、人工费等，其结构类似于普通型物料清单。3. 物料需求计划、能力需求计划、粗能力计划三者有何区别？答：能力需求计划与粗能力计划的主要区别
对比项目能力需求计划粗能力计划
计划阶段MRP制定阶段MPS制定阶段
计划对象各个工作中心关键工作中心
负荷计算对象相关需求件独立需求件
计划的订单类型全部订单（含已下达）计划及确认订单（不含已下达）
物料需求计划的对象是物料，物料是具体的、可见的；而能力需求计划的对象是能力，能力是抽象的，且随着工作效率、设备完好率等而变化。CRP把MRP的物料数量转化为标准负荷小时，把物料需求转化为能力需求，把MRP的全部订单（含已下达计划订单）所需要的负荷小时转化为每个工作中心各时区的能力需求。能力计划不是用现有能力去限制需求，而是对需求计划去预见未来各个时段对能力的需求，进而对能力进行规划与调整，如提高设备的完好率，合理组织和搭配各种物料的生产，改善和提高工艺技术水平，进行外包、外协、分割任务单等措施。4. ERP的核心管理思想?答：ERP的核心管理思想就是实现对整个供应链的有效管理。（1）体现对整个供应链资源进行管理的思想现代企业的竞争已经不是单一企业与单一企业间的竞争，而是一个企业供应链与另一个企业的供应链之间的竞争，即企业不但要依靠自己的资源，还必须把经营过程中的有关各方，如供应商、制造工厂、分销网络、客户等纳入一个紧密的供应链中，才能在市场上获得竞争优势。ERP系统正是适应了这一市场竞争的需要，实现了对整个企业供应链的管理。（2）体现精益生产、同步工程和敏捷制造的思想ERP系统支持混合型生产方式的管理，其管理思想表现在两个方面：精益生产和敏捷制造。① 精益生产LP（Lean Production）的思想，即企业把客户、销售代理商、供应商、协作单位纳入生产体系，同他们建立起利益共享的合作伙伴关系，进而组成一个企业供应链。② 敏捷制造（Agile Manufacturing）的思想。当市场上出现新的机会，而企业的基本合作伙伴不能满足新产品开发生产的要求时，企业组织由特定的供应商和销售渠道组成的短期或一次性供应链，形成“虚拟工厂”，把供应和协作单位看成是企业的一个组成部分，运用“同步工程（SE）”，组织生产，用最短的时间将新产品打入市场，时刻保持产品的高质量、多样化和灵活性，这即是“敏捷制造”的核心思想。（3） 体现事先计划与事中控制的思想ERP系统中的计划体系主要包括：主生产计划、物流需求计划、能力计划、采购计划、销售执行计划、利润计划、财务预算和人力资源计划等，而且这些计划功能与价值控制功能已完全集成到整个供应链系统中。另一方面，ERP系统通过定义事务处理（Transaction）相关的会计核算科目与核算方式，在事务处理发生的同时自动生成会计核算分录，保证了资金流与物流的同步记录和数据的一致性。从而实现了根据财务资金现状，可以追溯资金的来龙去脉，并进一步追溯所发生的相关业务活动，便于实现事中控制和实时做出决策。5. 从20世纪40年代的库存控制订货点法，到90年代的ERP，体现了哪些科学的管理思想？答：（1）订货点法 西方经济学家通过对库存物料随时间推移而被使用和消耗的规律的研究，提出了订货点的方法和理论，并将其运用于企业的库存计划管理中。（2）时段MRP 时段 MRP 主要解决间歇生产的生产计划控制和物料需求供应问题。 时段 MRP 的思想 MRP 是从产品的结构或物料清单（BOM）出发，实现了物料信息的集成，克服了订货 点法中彼此孤立的推测每一物料的需求量的局限性。 其次，MRP 对产品结构增加了时间段的概念，这个结构包括物料的数量和需用时间。 MRP 的基本内容是编制物料的采购计划和加工件及产品的生产计划，用以确定各物料在不同时段的需求量和采购订单下达时间，确定各加工件开工时间。（3）闭环MRP 闭环 MRP 的形成是在 MRP 基础上增加了能力需求计划，形成了“计划—执行—反 馈—计划”的闭环系统，使系统具有生产计划与生产能力的平衡。 （4）MRP（Manufacturing Resource Planning，制造资源计划）是在 MRP 的基础上发 展起来的反映企业生产计划和企业经济效益的信息集成系统。MRP的基本思想是把企业作为有机的整体，从整体最优的角度出发，通过运用科学的方法,并充分对企业各种制造资源和产、供、销、财各个环节进行有效的计划、组织和控 制，使其协调发展。（5）ERPERP的思想 ERP MRP的基础上发展起来的，它建立在信息技术基础上，利用现代企业的先进管理思想，全面地集成了企业的所有资源信息，并为企业提供决策、计划、控制与经营业绩评估的全方位和系统化的管理平台。 ERP 理论的形成总结 简单的说，MRPERP的核心功能，MRP是 ERP 的重要组成。从 MRP MRP再到 ERP，是制造业管理信息集成的不断扩展和深化。 习题判断题：1√ 2√3× 4× 5× 6× 7√ 8√9× 10× 11√ 12√13√ 选择题：1 A 2 A 3B 4D5 C 6D 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第九章现场管理思考与练习1. 什么是现场?什么是生产现场?什么是现场管理?答：现场，是直接从事生产、经营、工作、试验的作业场所。生产现场是企业各种生产要素有机组合的活动场所，包括劳动者、劳动手段、劳动对象、生产方法、生产环境、生产信息等生产要素，简称“人、机、料、法、环、信”。 现场管理，就是运用科学的管理制度、标准、方法和手段，对现场的各种生产要素进行合理地、有效地计划、组织、协调、控制，使它们处于良好的结合状态，以达到优质、低耗、高效、均衡、安全、文明生产的目的。2. 现场管理的任务、考核指标有哪些?答：1. 要实现这一目标，需完成如下现场管理任务。（1） 制定切实可行的现场管理标准、指标体系、评估内容和考核办法，提高现场管理水平。 （2） 推行一些行之有效的国内外现场管理方法和手段，为提高产品质量和增加经济效益服务。 （3） 研究和探索现场管理的科学化、标准化、系统化和高效化的内容，创建新的有效管理方法。 2. 要实现上述现场管理任务和搞好现场管理的具体工作，应采取以下措施。 (1) 提高各级领导特别是企业领导对现场管理的认识，牢固树立搞好企业管理，特别是要搞好现场管理的思想。 (2) 制定现场管理目标。企业在制定中、长期计划时，要同时制定现场管理的目标。经过几年的努力，在原有的基础上，使现场管理普遍上一个新水平。 (3) 制定行业现场管理要求和细则。各行业应根据本行业特点，制定适合本行业需要和便于实施的行业现场管理要求和细则。如机械行业可根据机械加工类型的特点，以工艺管理、定置管理为重点提出要求；化工行业可根据容器、管道连续化生产的特点，以岗位规范化、标准化为重点提出指导性的要求。 (4) 制定现场管理达标规划。各企业应根据现场管理标准和要求，制定相应的达标规划，加强督促、指导交流工作。举例：考核指标：一、上岗着装1、上岗要统一穿厂服, 每违反一次扣2分。2、特殊工种要按规定穿戴劳保用品，每违反一次扣5分。3、进入车间生产现场的女工以及留长发的男工要戴工作帽。每违反一次扣5分。4、不准穿拖鞋或踏鞋跟；车间工人不准穿高跟鞋、裙子，每违反一次扣5分。二、工作纪律5、岗位人员需坚守岗位，不得离岗，不得做与岗位无关的其他事宜每违反一次扣5分。6、迟到早退每次扣5分，迟到早退达30分钟以上的每次扣20分。7、严禁在非吸烟点吸烟和流动吸烟，每违反一次扣50分。8、岗位没设椅子的工种人员不准在该岗位范围内以任何东西作凳坐，每违反一次扣2分。三、行为文明9、严禁打架、斗殴、起哄、闹事每违反一次扣100分。10、严禁随地吐痰、乱丢垃圾，每违反一次扣3分。11、违反吸烟室（茶水室、休息室）管理规定，每次扣2分。四、其它12、各种记录表格填写要规范、及时、完整、清晰。不符合要求的一处扣1分。记录表格及文件资料等，不得残缺不全或丢失，不符合要求一处扣2-5分。13、设备装置的安全防护设施应完整有效，有失灵、损坏等现象且没有及时整改的1处扣20分。14、生产现场的原料、辅料、工具及其它物品，要符合定置管理规定，机台工具箱内不允许放有任何牌号的烟包，不符合规定的一处扣2分。15、禁止穿越制丝车间储丝房用餐或上下班，每违反一次扣2分。16、遵守厂规厂纪、工艺制度、工艺纪律等，如有违反将根据严重程度给予2-100分扣罚,并按有关规定另行处理。17、出现未列入上述考核细则的不文明言行，视情节轻重，由绩效管理办公室讨论决定给予处罚。18、奖励：19、发现并制止他人违反工艺纪律和操作规程的行为，并避免严重质量、安全问题发生者，奖励5-50分；20、质量意识强，积极提出合理化建议，并经过采纳在产品质量提高和消耗降低、安全方面有成效的，奖励5-100分；21、发现非本岗位的产品或原辅材料、动力供给、环境等质量问题或隐患并及时报告、采取措施，避免或降低损失者，奖励1-50分。3. 什么是定置、定置管理?定置管理的基本原理和内容是什么?答：定置”是研究物品进行整理和整顿方式的专业用语。从字面上理解。它是指物品在空间的特定位置，它不同于一般的“放置”。一般的放置寓意有很大的随意性，而定置则具有主观意识的目的性。定置管理，就是以生产现场物品的定置进行设计、组织实施、调整、协调与控制的全部过程的管理。 基本原理：一、定置管理是对物的特定的管理， 是其他各项专业管理在生产现场的综合运用和补充企业在生产活动中，研究人、物、场所三者关系的 一门科学。它是通过整理，把生产过程中不需要的东西清除掉，不断改善生产现场条件，科学地利用场所，向空间要效益；通过整顿，促进人与物的有效结合， 使生产中需要的东西随手可得， 向时间要效益， 从而实现生产现场管理规范化与科学化。 二、人、物、场所三者之间的关系 1、人与物的关系。在工厂生产活动中，构成生产工序的要素有5个， 即原材料、机械、工作者、操作方法、环境条件。其中最重要的是人 与物的关系，只有人与物相结合才能进行工作。2、场所与物的关系。在工厂的生产活动中，人与物的结合状态是生 产有效程度的决定因素。但人与物的结合都是在一定的场所里进行 的。因此，实现人与物的有效结合，必须处理好场所与物的关系，也就是说场所与物的有效结合是人与物有效结合的基础。 从而产生了对 象物在场所中的放置科学———"定置"。3、人、物、场所与信息的关系。生产现场中众多的对象物不可能都同人处于直接结合状态，而绝大多数的物同人处于间接结合状态。为 实现人与物的有效结合，必须借助于信息媒介的指引、控制与确认。 因此，信息媒介的准确可靠程度直接影响人、物、场所的有效结合。信息媒介又分确认信息媒介和引导信息媒介两类， 每类信息媒介又各有两种媒介物。定置管理内容较为复杂，在工厂中可粗略地分为工厂区域定置、 生产现场区域定置和可移动物件定置等。 1、工厂区域定置：包括生产区和生活区。生产区包括总厂、分厂（车间） 、库房定置。如总厂定置包括分厂、车间界线划分，大件报废物 摆放，改造厂房拆除物临时存放，垃圾区、车辆存停等。分厂车间定 置包括工段、工位、机器设备、工作台、工具箱、更衣箱等。库房定置包括货架、箱柜、贮存容器等。生活区定置包括道路建设、福利设 施、园林修造、环境美化等。 2、现场区域定置：包括毛坏区、半成品区、成品区、返修区、废品区、易燃易爆污染物停放区等。 3、现场中可移动物定置：包括劳动对象物定置（如原材料、半成品、 在制品等） ；工卡、量具的定置（如工具、量具、胎具、容器、工艺文件、图纸等） ；废弃物的定置（如废品、杂物等） 。4. 什么是5S活动?5S活动的基本内容?答：5S活动，是指对生产现场各生产要素所处状态，不断地进行整理、整顿、清扫、清洁，以达到提高素养的活动。由于这五个词在日语中罗马拼音的第一个字母都是“S”，所以把这一系列活动简称为5S活动。 (2) 5S活动的基本内容 ① 整理(Seiri)，把要与不要的人、事、物分开，再将不需要的人、事、物加以处理，坚决清理出生产现场。 ② 整顿(Seiton)，把需要的人、事、物加以定量、定位，以便在最简捷、有效的规章、制度、流程下完成相关事务。 ③ 清扫(Seiso)，把工作场所打扫干净，设备异常时马上修理，并使之恢复正常，创建明快、舒畅的工作环境以保证安全、优质、高效率地工作。 ④ 清洁(Seikeetsu)，在整理、整顿、清扫基础上，加以认真维护，保持完美和最佳状态。并且，更深入一步，消除造成不清洁的各种根源。 ⑤ 素养(Shitsuke)，即遵守纪律，形成良好的习惯。养成严格遵守规章制度的习惯和工作作风，努力提高人员的素养，是“5S”活动的核心。“5S”始于素养，也终于素养。5. 什么是目视管理?目视管理的特点和作用是什么?目视管理的类别有哪些?答：目视管理是利用形象直观、色彩适宜的各种视觉感知信息来组织现场生产活动，达到提高生产效率的一种管理手段，也是利用人的视觉，及时调整行动、方式、方法来进行现场管理。 据统计，人行动的60%是从“视觉”的感知开始的。比如日常生活中，我们在开车时看到红灯就会有意识地停车，绿灯就会通行。在生产现场我们可以给一些仪器仪表安装一些装置，并在正常范围上做上绿色标志，一旦指针偏离绿色范围，就知道有异常情况发生，需要我们及时做出检查。目视管理是一种管理手段，尽量让各种管理状况“一目了然”、“一看便知”，全体员工容易明白，易于遵守，减少差错。目视管理是一种很简单又很有效的管理方法。 (2) 目视管理的特点 ① 以视觉信号显示为基本手段，生产现场的每个人都能看得见。 ② 以公开化、透明化为基本原则，尽可能地将管理者的要求、意图让每个人看得见，借以推动自主管理、自主控制。 ③ 生产现场的每个人都可以通过目视方式，将自己的想法、建议、成果展示出来，与管理者、同事进行相互交流。 所以说，目视管理是一种公开化、视觉显示为特征的管理方式，也称为“看得见的管理”或“一目了然的管理”，这种管理方式存在于各个管理领域之中。 (3) 目视管理的作用 ① 迅速快捷地传递信息。目视管理根据人类的生理特征，充分利用信号灯、标示牌、符号、颜色等方式发出各种视觉信号，鲜明准确地刺激人们的神经末梢，快速地传递信息。 ② 形象直观地将潜在问题和异常现象显现出来。生产现场的运行状态有两种情况，一种是正常状态，另一种就是异常状态。生产现场中每天都会发生各种不同的异常情况，要发现和排除这些异常状态，在管理过程中可以通过目视管理，将“正常状态”予以标示，一旦离开此状态就意味着异常，发生了问题，这样可及早发现，早做处理。比如，冲床上的模具坏了，就会生产出不合格品，如不能及时控制，不合格品就会堆积如山。但是如果采取目视管理，在模具上安装自动检测装置，情况就大不一样，一旦有异常发生，机器能自动停止生产。当机器自动停止，就需检查问题到底出在哪里，是计划性的停机?还是因质量问题而停机?然后有针对性地加以解决。 ③ 促进企业文化的形成和建立。目视管理通过对员工合理化建议展示、优秀人物和先进事迹表彰、公开讨论栏、企业宗旨和方向，远景规划等健康向上的内容，使企业中的每一个员工形成较强的向心力和凝聚力，促进企业文化的形成和建立。 2. 目视管理的类别 目视管理需要借助一定的工具，按照这些工具的不同，目视管理可划分为： (1) 红牌。用于5S活动中的整理阶段，用来区分日常生产活动中非需要品。 (2) 看板。在生产现场，用来表示使用物品、放置场所等基本状况的告示板。它们的具体位置在哪里?做什么?数量多少?谁负责等等重要事项记入，让人一看就清楚。 (3) 信号灯。用于提示生产现场的操作者、管理者生产设备是否在正常开动或作业，发生了什么异常状况。 (4) 操作流程图。描述生产中重点工序、作业顺序的简要说明书，用于指导工人生产作业。 (5) 反面教材。它和实物、帕累托图结合使用，让生产现场的每个人了解、明白不良现象和后果。一般放在显著的位置，让人们一眼就可以看到。 (6) 提醒板。健忘是人们的大忌，但有时又难以杜绝，借助提醒板这种自主管理的方法来减少遗忘或遗漏。 (7) 区域线。生产的现场，对原材料、半成品、成品、通道等区域用醒目的线条区分划出，保持生产现场的良好生产秩序。 (8) 警示线。在仓库或生产现场放置物品的现场表示最大或最小的在库量。 (9) 生产管理板。用于表示生产现场中流水线设备的生产状况，可记载生产实绩、设备的开动率、异常原因等。 第十章设备管理思考与练习1、设备管理的意义是什么?答：设备管理是保证企业进行生产和再生产的物质基础，也是现代化生产的基础。它标志着国家现代化程度和科学技术水平。它对保证企业增加生产、确保产品质量、发展品种、产品更新换代和降低成本等，都具有十分重要的意义。 2、设备综合工程学有哪些要点？答：设备综合工程学要点是： ① 以设备的寿命周期作为研究和管理对象，力求设备寿命周期费用最经济、设备综合效率最高。② 从工程技术、经济和组织管理方面对设备进行综合管理与研究。 ③ 以可靠性、维修性设计为重要目标。 ④ 以设备的寿命周期为设备管理范围，改善与提高每一个环节的机能。 ⑤ 建立一套设计、使用和费用的信息反馈系统，实行设备工作循环的反馈管理。3、全员设备维修制（TPM）的要点是什么？答：要点是： ① 全员设备维修制的基本特点是“三全”，即全效率，全系统、全员。所谓全效率是指通过设备管理，使设备在生产中达到产量最高，质量最好，成本最低，故障少，安全生产、交货及时，操作工人情绪饱满。所谓全系统是指设备从研究、设计、制造、使用、维修，直至报废为止全过程的系统管理。所谓全员就是与设备管理有关人员都要参加设备管理，分别承担相应的职责。 ② 设备维修方式。它吸取了预防维修（PM）中的所有有维修方式。包括日常维修、事后维修、生产维修、改善维修、预知维修、维修预防等。它强调操作工人参加的日常检查。 ③ 划分重点设备，对重点设备实行预防修理。全员设备维修制的预防性修理，一般放在重点设备上，对一般设备修理采取事后修理，即在设备发生故障后才进行修理，以利于节省维修费。④ 设备维修目标管理。全员设备维修制通过推行设备维修目标管理，来确定设备维修工作的方向和具体奋斗目标，作为评定维修工作成绩和工作总结的依据。目标管理的程序包括目标的制定阶段、实施阶段和总结阶段。 ⑤ 工作作风。它强调作风保证，开展5S管理活动。4、设备综合管理的内容和任务是什么？答：1. 设备综合管理的内容(1) 实行设备的全过程管理对设备实行全过程管理，是有效地解决使用现代化设备所带来的一系列新问题的科学方法，是从总体上保证和提高设备可靠性、维修性、经济性、作到安全、节能、环保，以及避免设备的积压和浪费的重要措施。是提高企业技术装备水平，实现技术装备现代化的重要保证。对设备实行全过程管理，就是将设备的整个寿命周期作为一个整体进行综合管理，以求得设备整个寿命周期的最佳效益。 (2) 对设备从工程技术、经济和组织管理三个方面进行综合管理 设备管理的目的是要使生产中的设备经常处于最佳状态，使其作业效率最高，支付的费用最低，以最少的费用支出实现其目的状态。为此，必须同时对设备从技术、经济和组织管理方面进行综合管理。在工程技术管理方面，要对设备进行各种专门的技术研究，研究设备的设计、制造的可靠性、可维修性、降低设备故障率。提高设备质量和作业效率、维修、保养现有设备，以保持设备最佳技术状态。在经济管理方面，要研究设备的制造费用，运输安装费，对设备选择进行经济评价；研究设备维修保养费用，确定设备维修的经济界限；研究设备的经济寿命，合理地确定设备改造、更新的经济界限，适时地用先进设备替换陈旧设备，以及设备折旧的经济性分析等。在设备的组织管理方面，要运用行为科学、系统论、信息论、控制论、决策论、经营理论，以及其他现代管理理论、技术和方法，对设备进行组织管理。现代设备管理，在本质上是现代化设备同现代化管理理论、方法以及科技成果的高度结合。 (3) 实行设备的全员管理 现代化企业中，设备数量众多，型号规格复杂，分散在企业生产、科研、管理、生活等各个领域，单纯依靠专业管理机构与人员是难以管好的。因此，要把与设备有关的机构、人员组织起来参加设备管理，使设备管理建立在广泛的群众基础之上。 (4) 开展设备的经营工作设备的经营工作是市场经济进一步发展的客观要求。设备管理工作是企业管理的一个重要方面。它的一切活动，必须贯彻企业经营方针，保证企业经营目标的实现。经营离不开市场。为了搞好企业经营，企业生产产品的品种、规格、质量、数量、价格和交货期限，必须满足市场的变动需求，这就要求设备管理也必须配合市场的变动需求，以先进适用的技术装备，满足生产不断变化的需要。同时为了调剂设备余缺，提高设备投资效益和设备利用率，企业还应搞好设备投资贷款、设备租赁等项经营业务，从而使设备管理从传统的静态管理进入动态管理。2. 设备综合管理的任务 设备综合管理的主要任务是为企业的生产提供先进适用的技术装备，使企业的生产经营活动建立在技术上先进，经济上合理的物质技术基础之上，以保证企业经营目标的实现。它的具体任务可以归纳为： (1) 根据技术先进、经济合理、生产可行的原则，正确选购设备，为企业提供优良的技术装备。(2) 保证企业设备经常处于最佳的技术状态。企业设备管理部门要认真研究设备物质运动的技术规律，如磨损规律、故障规律等，运用先进的检测、维修手段的方法，灵活地采取各种维修方式和措施，维修保养现有设备，使企业设备经常处于最佳的技术状态，达到设备的综合效率最高。 (3) 提高设备管理的经济效益。按照经济规律的客观要求，加强设备的经济、组织管理，降低设备管理各环节的费用，达到设备的寿命周期费用最经济。(4) 保证企业的技术进步，有计划、有步骤地对设备进行改造和更新。5、设备的磨损可分哪几类？答：1. 有形磨损(1) 设备有形磨损的分类有形磨损是指设备的实体磨损（物理磨损）。① 第一类有形磨损。② 第二类有形磨损。2. 设备的无形磨损 (1) 第一类无形磨损(2) 第二类无形磨损。6、试述设备的磨损规律和故障发生规律。答：设备的磨损大致可以分为三个阶段：① 初期磨损阶段。在这个阶段中，机器零件表面上的高低不平处，以及氧化脱炭层，由于零件的运转、互相摩擦力的作用，很快被磨损。这一阶段的磨损速度较快，但时间较短。 ② 正常磨损阶段。在这个阶段中，零件的磨损基本上随时间匀速增加。在正常情况下，零件磨损非常缓慢。③ 急剧磨损阶段。在这个阶段中，零件正常磨损关系被破坏，使得磨损急剧增加。设备的精度、性能和生产效率降低。所以，一般不允许零件使用到急剧磨损阶段，当零件到正常磨损阶段后期就应修复或更换。否则，将会加大修理工作量，增加修理费用，延长设备停工修理时间。故障发生规律：在设备的不同使用时间阶段，设备的故障率是不同的。设备典型故障率曲线其形状似浴盆，故又称为浴盆曲线。(1) 早期故障期。这个阶段的故障主要是由于设计上的缺陷，制造质量欠佳，搬运、安装工作不细心和操作者不适应引起的，开始故障率较高，然后逐渐减少。 (2) 偶然故障期。在这个阶段内，设备已进入正常运转阶段。故障很少，一般都是由于维护不好或操作失误而引起的偶然故障。(3) 劣化故障期。在这个阶段，构成设备的某些零件已经老化，或进入急剧磨损阶段，因而故障率上升。为了降低故障率，延长设备的有效寿命，要在零件将要达到急剧磨损以前，进行更换修理。设备老化与设备劣化是两个意义相近的专业术语，设备老化是因到达其使用寿命，设备劣化可以由多种原因造成。老化是其原因之一。7、如何合理使用设备？答：合理使用设备，必须注意以下几点： 1. 要根据设备的性能、结构和其他技术特征，恰当地安排生产任务和工作负荷. 恰当地安排生产任务，是要使设备物尽其用，避免“大机小用”“精机粗用”等现象。不同的设备是依据不同的科学技术原理设计制造的。它们的性能、结构、精度、使用范围、工作条件和能力以及其它技术条件是各不相同的。企业如果不考虑上述特点，不是造成设备效率的浪费，就是使设备超负荷运转，加速损坏。
2. 为设备配备具有一定熟练程度的操作者.
为了充分发挥设备的性能，使机器设备在最佳状态下使用，必须配备与设备相适应的工人。要求操作者熟悉并掌握设备的性能、结构、工艺加工范围和维护保养技术。新工人上机一定要进行技术考核，合格后方允许独立操作。对于精密、复杂、稀有以及对生产带有关键性的设备，应指定具有专门技术的工人去操作。实行定人定机，凭操作证操作。 3. 要为设备创造良好的工作环境. 机器设备的工作环境对机器设备的精度、性能有很大影响，不仅高精度设备的温度、灰尘、震动、腐蚀等环境需要严格控制，对于普通精度的设备也要创造适当的条件。良好的工作环境不仅可以延长设备的有效寿命，而且对提高产品质量也有很大作用。 4. 要经常对职工进行正确使用和爱护设备的宣传教育. 职工群众对机器设备爱护程度，对于设备的使用和保养以及设备效率能否充分发挥，有着重大的影响。因此，企业领导和设备管理部门一定要对职工经常进行思想教育和技术培训，使操作人员养成自觉爱护设备的风气和习惯，使设备经常保持“整齐、清洁、润滑、安全”，处于最佳技术状态。5. 制定有关设备使用和维修方面的规章制度，建立健全设备使用的责任制. 8、设备的维护保养可分为哪几个类别？答：设备维护保养，按其工作量的大小，可以分为以下几个类别。 (1) 日常保养（或例行保养）。它的主要内容是：进行清洗、润滑、紧固松动的螺丝，检查零部件状况。这类保养项目和部位较大，大多数在设备的外部，由操作工人承担。 (2) 一级保养。主要内容是：普遍地进行清洗、润滑、紧固，对部分零部件进行拆卸、清洗。以及进行部分的调整。一级保养通常是在专职维修工人的指导下，由操作工人承担。 (3) 二级保养。主要内容是：进行内部清洗、润滑、局部解体检查和调整。二级保养由专职维修工人承担，操作工人协助。 (4) 三级保养。主要内容是：对设备主体部分进行解体检查和调整工作，同时更换一些磨损零件并对主要零件的磨损情况进行测量、鉴定。9、设备的维修有哪几类做法？答：1．事后维修2．预防维修3． 生产维修4，改革维修5. 维修预防6.设备状态监测维修10、试对不同的维修制度作比较评述。答：1．计划预修制计划预修制是我国在20世纪50年代从苏联引进的一种预防性维修制度。它是根据设备结构、性能、工艺等特点和使用条件，规定设备开动若干时间后，就需有计划地进行检查和修理。计划保修制从计划预修制演变而来。由于计划预修制施行小修、中修、大修，设备的修理次数较多（俄罗斯已取消了中修理），不利于生产，且经常造成过剩维修，经济效益差。我国很多企业采取加强维护保养的方法来减少修理次数，就形成了计划保修制。计划保修制就是有计划地进行设备的三级保养加大修理。全面生产维修制（TPM）是日本在学习美国的生产维修和英国的设备综合工程基础上结合日本国情而创立的一套设备管理制度，其做法和内容主要有： （1）以彻底消灭故障为目标，推行三全，即全系统、全效率、全员参加。（2）推行5S（即整理、整顿、清洁、清扫、素养）管理活动。（3）对设备进行ABC分类，突出重点设备的维修工作。（4）履行日常点检查和定期点检。（5）规定一系列技术经济指标，作为评价维修工作的标准（6）坚持预防为主，重视润滑工作。（7）完整维修记录，重视设备规律研究，（8）重视人员培训，注意多能工的培养。 TPM制中很多做法已被我国修改采用。 11、如何理解设备的寿命？答：设备寿命是指设备从投入生产开始，经过有形磨损和无形磨损，直至在技术上或经济上不宜继续使用，需要进行更新所经历的时间。一台设备可以有多种寿命，但按其性质可分为物理寿命、技术寿命和经济寿命三种。① 物理寿命。又称为自然寿命，是指设备从全新状态投入生产开始，经过有形磨损，直到在技术上不能按原有用途继续使用为止的时间，一般说，设备的物理寿命较长。延长设备物理寿命的措施是修理。② 技术寿命。是指设备从全新状态投入生产以后，由于新技术的出现，使原有设备丧失其使用价值而被淘汰所经历的时间。技术更新的速度越快，设备的技术寿命就越短。③ 经济寿命。是指设备从全新状态投入生产开始，到设备具有最低的均匀等值年费用的时间。设备经济寿命是设备综合管理的一个重要概念，是设备更新、改造决策的重要内容。12、设备更新与设备技术改造有何区别？答：设备更新是指用新的设备或技术先进的设备，更换在技术上或经济上不宜继续使用的设备。设备更新是保障企业简单再生产和扩大再生产的必要物质条件。设备更新的目的是促进技术进步，发展企业生产、提高经济效益。企业在进行设备更新时，应遵循有关技术发展的原则、进行技术经济论证和可行性研究，对设备经济使用年限，更新方式及设备选择作出最佳的抉择。设备改造是指应用先进的科学技术成就，改变原有设备的结构，提高原有设备的性能、效率，使之达到现代新型设备的水平。 设备改造与更新都是解决设备陈旧问题的一种经常性手段，但两者各有特点。设备改造对于解决设备陈旧问题来说，具有以下优点：一是设备改造与更新相比，针对性强，对生产的适应性好。二是设备改造较之全部更新投资少，时间短，人工省，收效快，具有更好的经济效益。习题选择题：1 E 2D 3D 4D 5 E 第十一章质量管理思考与练习1. 提高产品质量的意义是什么？答：产品质量是任何一个企业赖以生存的基础，提高产品质量对于提高企业竞争力、促进企业的发展有着直接而重要的意义。1． 质量是企业的生命线，是实现企业兴旺发达的杠杆。一个企业有没有生命力，在经营上有没有活力，首先是看它能否生产和及时向市场提供所需要的质量优良的产品。生产质量低劣的产品，必然要被淘汰，企业也就不能兴旺发达。2． 质量是提高企业竞争能力的重要支柱。无论在国际和国内市场中，竞争都是一条普遍的规律。市场的竞争首先是质量的竞争，质量低劣的产品是无法进入市场的。可以说，质量是产品进入市场的通行证。企业也只能以质量开拓市场，以质量巩固市场。提高产品质量是企业管理中一项重要战略。3． 质量是提高企业经济效益的重要条件。提高产品质量大多可以在不增加消耗的条件下，向用户提供使用价值更高的产品，以优质获得优价，走质量效益型道路，使企业经济效益提高。如果粗制滥造，质量低劣，就必然导致产品滞销，无人购买，这就从根本上失去了提高经济效益的条件。经验也表明，只有高的质量，才可能有高的效益。4． 产品质量保持国家竞争优势和促进人们生活水平提高的基石。优质产品能给人们生活带来方便与安乐，能给企业带来效益和发展，最终能使社会繁荣，国家富强；劣质则会给人们生活带来无数的烦恼以至灾难，造成企业的亏损以至倒闭，并由此给社会带来各种不良影响，直接阻碍社会的进步，乃至造成国家的衰败。因此，优质的产品可以被看成是保持国家竞争优势和促进人们生活水平提高的基石。美国著名质量管理专家朱兰博士曾形象地把“质量”比拟为人们在现代社会中赖以生存的大堤，要保证质量大堤的安全，就必须对质量问题常抓不懈。 2. 什么是全面质量管理？它有哪些特点？答：全面质量管理（Total QualityManagement，简称为TQM），是指在全社会的推动下，企业的所有组织、所有部门和全体人员都以产品质量为核心，把专业技术、管理技术和数理统计结合起来，建立起一套科学、严密、高效的质量保证体系，控制生产全过程影响质量的因素，以优质的工作、最经济的办法，提供满足用户需要的产品（服务）的全部活动。简言之就是全社会推动下的、企业全体人员参加的，用全面质量去保证生产全过程的质量活动，其核心就在“全面”二字上。全面质量管理的特点就在“全面”上，所谓“全面”有以下四方面的含义。1)TQM是全面质量的管理2)TQM是全过程质量的管理3)TQM是全员参加的质量管理4)TQM是全社会推动的质量管理3. 什么是PDCA循环？它都有哪些特点？PDCA循环的应用有哪些步骤？答：在质量管理活动中，要求把各项工作按照作出计划、计划实施、检查实施效果，然后将成功的纳入标准，不成功的留待下一循环去解决的工作方法进行，这就是质量管理的基本工作方法，实际上也是企业管理各项工作的一般规律。这一工作方法简称为PDCA循环。P（Plan）是计划阶段，D（Do）是执行阶段，C（Check）是检查阶段，A（Action）是处理阶段。PDCA循环是美国质量管理专家戴明博士最先总结出来的，所以又称戴明环。PDCA工作方法的四个阶段， 第一阶段为 P阶段。就是要适应顾客的要求，并以取得经济效果为目标，通过调查 、设计、试制，制订技术经济指标、质量目标 ，以及达到这些目标的具体措施和方法。这就是计划阶段。 第二阶段为D阶段。就是要按照所制订的计划和措施去实施。这是执行阶段。 第三阶段为C阶段。就是对照计划，检查执行的情况和效果及时发现和总结计划实施过程中的经验和问题。这是检查阶段。 第四阶段为 A阶段。就是根据检查的结果采取措施，巩固成绩，吸取教训，以利再干。这是总结处理阶段。 在具体工作中， PDCA工作方法的四个阶段又进一步化为八个步骤，可以具体分为以下八个步骤:第 1步，调查研究，分析现状，找出存在的质量问题。 第 2步，根据存在问题，分析产生质量问题的各种影响因素，并逐个因素加以分析。 第 3步，找出影响质量的主要因素，并从主要影响因素中着手解决质量问题。 第4步，针对影响质量的主要因素，制订计划和活动措施。计划和措施应尽量做到明确具体。 以上四个步骤就是 P阶段的具体化。 第 5步，按照既定计划执行。即 D阶段。 第 6步，根据计划的要求，检查实际执行结果。即C阶段。 第 7步，根据检查结果进行总结，把成功的经验和失败的教训总结出来，对原有的制度、标准进行修正，巩固已取得的成绩，同时防止重蹈覆辙。 第 8步，提出这一次循环尚未解决的遗留问题，并将其转到下一次 PDCA循环中去。PDCA循环有以下三个特点: （1）大环套小环，互相促进。 （2）不断循环上升。（3）推动 PDCA循环关键在于 A阶段。4. 质量管理发展的各个阶段都有哪些特点？答：质量管理的发展大致经历了三个阶段。1. 产品质量的检验阶段（20世纪20～30年代）20世纪初，美国企业出现了流水作业等先进生产方式，提高了对质量检验的要求，随之在企业管理队伍中出现了专职检验人员，组成了专职检验部门。从20世纪初到40年代前，美国的工业企业普遍设置了集中管理的技术检验机构。2. 统计质量管理阶段（20世纪40～50年代）这一阶段的手段是利用数理统计原理，预防产生废品并检验产品的质量。在方式上是由专职检验人员转过来的专业质量控制工程师和技术人员承担。这标志着将事后检验的观念转变为预防质量事故的发生并事先加以预防的概念，使质量管理工作前进了一大步。3. 全面质量管理阶段（20世纪60年代至今）从系统的观点，全面控制产品质量形成的各个环节、各个阶段。其次，由于行为科学在质量管理中的应用，其中主要内容就是重视人的作用，认为人受心理因素、生理因素和社会环境等方面的影响。5. 散布图的主要用法是什么?答：散布图法亦称“相关图法”。用来分析两变量之间统计相关关系的一种方法。质量管理常用的“七种工具”之一。在质量管理中运用散布图法，可以帮助找出影响产品质量的相关因素和主要因素，从而便于控制产品质量。运用散布图法的步骤如下： (1)收集对应数据。对于打算调查分析其是否相关的两因素的数据 (设为x、y)，以对应的形式列表收集。收集的数至少要30组以上。(2) 绘制散布图。在平面座标纸上以x为横轴、y为纵轴作图，并根据对应数据描点。(3) 观察分析散布图，作出两因素是否相关以及相关程度的结论。6. 为什么说全面质量管理是一场深刻的变革？答：全面质量管理是指：“一个组织以质量为中心，以全员参与为基础，目的在于通过顾客满意和本组织所有成员及社会受益而达到长期成功的管理途径。”具体地说：全面质量管理就是企业以质量为中心，全体成员及有关部门积极参与，把专业技术、经营管理、数理统计和思想教育结合起来，建立起产品质量形成全过程的质量体系，从而有效地利用人力、物力、财力、信息等资源，以最经济的手段生产出顾客满意的产品，使企业及其全体成员和社会均能受益，从而使企业获得成功与发展。 推行全面质量管理的基本要求为“三全一多样”，即全员的质量管理、全过程的质量管理、全企业的质量管理和多方法的质量管理。 与传统的质量管理相比较，全面质量管理的特点是：把过去的以事后检验和把关为主转变为以预防为主，即从管结果转变为管因素，从过去的就事论事、分散管理，转变为以系统的观点为指导进行全面的综合治理突出以质量为中心，围绕质量来开展企业工作并强调不断改进过程质量，加强质量监控，从而不断改进产品和服务质量。 全面质量管理的基本观点认为：企业管理的重要外部功能就是向消费者提供优良的产品和周到的服务。以消费者为中心和质量的持续提高是全面质量管理的两大核心观念。7、 ISO9000系列标准的意义及其重要作用。它与TQM有何联系？答：科技的发展使产品结构日趋复杂，用户很难凭自己的能力和经验来判断产品的合格程度，如果使用了朋缺陷的产品，可能造成巨大损失和伤害。于在产品质量形成过程中加强管理和监督，建立质量体系并实行认证制度变成为提高信誉，获取信任的客观要求。同时，国际贸易的发展，产品超越国界带来了与之直接关系的国际产品质量保证和责任问题。于是要求在产品质量方面有共同的语言，认识和规范。这样的背景下，公布了ISO9000系列标准，标志着质量体系走向规范化，系列化和程序化的世界高度。
两者有一致性：遵循的原理是相同的；基本要求是一致的；指导思想是相同的。
不同点：两者都是指全过程控制，但ISO9000强调文件化，而TQM重视方法和工具。 ISO9000是通用的标准化的程序，而TQM没有规范化。ISO9000可进行国际通用的认证，而TQM不能。8. 简述6西格玛管理的特征和实施程序?答：6σ管理具有如下特征：（1）对顾客需求的高度关注（2）高度依赖统计数据统计（3）重视改善业务流程（4）积极开展主动改进型管理（5）倡导无界限合作、勤于学习的企业文化实施程序：一、辨别核心流程和关键顾客
1．辨别核心流程。核心流程是对创造顾客价值较为重要的部门或者作业环节，如吸引顾客、订货管理、装货、顾客服务与支持、开发新产品或者新服务、开票收款流程等，它们直接关系顾客的满意程度。与此相对应，诸如融资、预算、人力资源管理、信息系统等流程属于辅助流程，对核心流程起支持作用，它们与提高顾客满意度是一种间接的关系。不同的企业，核心流程各不相同，回答下列问题，有助于确定核心流程： （1）企业通过哪些主要活动向顾客提供产品和服务？
（2）怎样确切地对这些流程进行界定或命名？
（3）用来评价这些流程绩效或性能的主要输出结果是什么？
2．界定业务流程的关键输出物和顾客对象。在这一过程中，应尽可能避免将太多的项目和工作成果堆到“输出物”栏目下，以免掩盖主要内容，抓不住工作重点。对于关键顾客，并不一定是企业外部顾客，对于某**程来说，其关键顾客可能是下一个流程，如产品开发流程的关键顾客是生产流程。
3．绘制核心流程图。在辨明核心流程的主要活动的基础上，将核心流程的主要活动绘制成流程图，使整个流程一目了然。
二、 定义顾客需求
1．收集顾客数据，制定顾客反馈战略。缺乏对顾客需求的清晰了解，是无法成功实施6σ管理的。即使是内部的辅助部门，如人力资源部，也必须清楚了解其内部顾客——企业员工的需求状况。 建立顾客反馈系统的关键在于：
（1）将顾客反馈系统视为一个持续进行的活动，看作是长期应优先处理的事情或中心工作。
（2）听取不同顾客的不同反映，不能以偏概全，由于几个印象特别深刻的特殊案例而形成片面的看法。
（3）除市场调查、访谈、正式化的投诉系统等常规的顾客反馈方法之外，积极采用新的顾客反馈方法，如顾客评分卡、数据库分析、顾客审计等。
（4）掌握顾客需求的发展变化趋势。
（5）对于已经收集到的顾客需求信息，要进行深入的总结和分析，并传达给相应的高层管理者。
2．制定绩效指标及需求说明。顾客的需求包括产品需求、服务需求或是两者的综合。对不同的需求，应分别制订绩效指标，如在包装食品订货流程中，服务需求主要包括界面友好的订货程序、装运完成后的预通知服务、顾客收货后满意程度监测等，产品需求主要包括按照时间要求发货、采用规定的运输工具运输、确保产品完整等。一份需求说明，是对某**程中产品和服务绩效标准简洁而全面的描述。
3．分析顾客各种不同的需求并对其进行排序。确认哪些是顾客的基本需求，这些需求必须予以满足，否则顾客**不会产生满意感；哪些是顾客的可变需求，在这类需求上做得越好，顾客的评价等级就越高；哪些是顾客的潜在需求，如果产品或服务的某些特征超出了顾客的期望值，则顾客会处于喜出望外的状态。计算题：1、data:image/png;base64,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正常 2、data:image/wmf;base64,iVBORw0KGgoAAAANSUhEUgAAAioAAAFxCAYAAABdkYMaAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAADE1SURBVHja7Z1JUuNKG66x2FEVxrWBu4kybool3GZ0BxgOLtgFzaAwXdwtUIwoIigvofCZFf4D+OdEfFedbVmWbMlWk5l+HuI9hzKyrZQyv3yV7cbGxoZsbm4ihBBCCCklx6NsOP/573/+RQghhBBSShgVhBBCCGFUEEIIIYQwKgghhBDCqCCEEEIIYVQQQgghhFHhYiCEEEIIo4IQQgghhFFBCCGEEEYFIcX1+vePqzLev8x7Vz3fpJ+Zx/esc55Kez3nHR/3t9HracT9QhgVhBTXaAnmNIE/+PfRFhPLVDh+AcvsfFcs6CufG4q/dknuWzCvzLv+cX8bvZ5i2XHuF8KoIKTK0+08jYJ22IyEg/ro31EmJc6QBCuoJN8b9ySe5H3LmJc4s5Xk3LK8N6YalTT3O/j3efd4kVHJyyQjhFFBKKcWkyizsej1RRVAuCIJ/jvpOcT9O+4pOepco0xUWpMSVSHGfU9WBjFo4lSIMVl0jUTlhXmtHGFDMy9vBF9LalTmGSOMCsKoIKTwU25Ua8K81oxwwE/anB73xBzXkjHPqMSZivBry1yTqIpwkVlLYhDnGTPVnuzjzjfNNZ1nMoL3J5yPgu9NkheSGJVFZhOjgjAqCCmkKFMQfi2qYgpXDFFN+nEVT9RnBv8eN44hziDk0aIS9wQe9TmrjqdZ1MWkopld9tziWuDm5bUk3XtJjUpUC1/4HDAqCKOCkIKtKUkrgnDzeFhJKp555iOuIol6f9RTcJLxCqtWzPNag5b5jiSVa5KZLlEDmrOa0RLVnZfW/CVpOZtnYrPo+gm/J2nrHUIYFYRKbE0Jd2sk6b6JMypR41GSzB6KO595lWLwfOaddxYGLvxdUaYt7XfEdfnEVa5R1zBq/EbcgOeo1qWkU3Sj8smq13Xe/Zn3tyy6foLXLdw9iFFBGBWEFFHck2hcpRXVPRP1lBvXujGvMg6blEWVeFyLQ9YtCHFjbLIY07BooHGS7pbwOI9Fg47jDMEikxe+L6sOpg3PCFt0z7Lu+olqUQnnQ2IEwqggpE5GTtRakrTFIcmMnagWlLSDGtOMUVn2usT9e9GYmmWvfVqjEm5VyWvdl1WNWVxemNedk+ReJ8mrUXky/N1BI45RQRgVhAwyKuHgHjc9OUnXRrgSXPT0Pu/YVcZRpDEJy1bc87ps0pxDkoGgWRuVVRbWS2rKkhqlpKY4rsUwbDqzul4IYVQQUsSoRH1OkhaNpIupJRmbEXw6XzSuRQWjMm9wctwiZ0kGnuYxTTvN+ZZpVNJ8ftgcLjKICGFUEFLIqER1I0RVdHFdP+HVaZOOv4gzPHFP8HHrssQNkFz2uiSZQbTMOirhLo6oLo+kA4OTLAu/yuDipOdbtFGJui9pPj+uNQujgjAqCCmkeWM64qZ/BoN5VNdPXLdGeCbQou6gqPMMt6ZEfV+Sp+akFeq8LoVVp+quk6IMX5ol9OcN5F40mDjKeM77bowKwqggpLhpWWRooo6d9+Se5uk7yXFpnuyXffKPS0MWn73uhjjq3qVp/Vl0L5aZ3ZTVtHaEMCoIIYQQQhgVhBBCCGFUEEIIIYQwKgghhBDCqCCEEEIIYVQQQgghhDAqCCGEEMKoIIQQQghhVBBCCCGEUUEIIYQQwqgghBBCCGFUEEIIIYRRQQghhBAyz6hEbV+OEEIIoXhhVJbVcJDstdAJLbOVOUIIIbSu+vj4wKik1fvLH3m6OJP+gteiTggAAACSY/IQjtyMym3bEqvamTIlUa+Fu3swKgAAAOnAqCylezlqhk1J1Gv/TjVfYVQAAADSgVHJ2ajQ9QMAALA8GJWlxqjcSbexJ08vg7mvYVQAAABWA6Oy1BgVvzuntj9uQYl6DaMCAACwGhiVgk8IAAAAkoNRwagAAAAoC0YFowIAAKAsGBWMCgAAgLIE63FncdVXf9LKzO/+mmVvQ2el+Gf792d5X2Kl+fFnvcxbbX4gb39D3zn1WvC7B/7fTTIqHx8IIYSQ2UptVO7leLsilW1n0orzuyVW69w1JddNy1+zzJJ271/pd7fEsqpy/JhypXn7s678z7Kap/FG57EjNX+NNMuyZPfSee+ptC1/Yo1Vl2vfnLw/7En78N4wo2InEiGEEDJaS7So/LdXd42I93tHjh6912rdkRE4l2P39zM5CpmDYKvLqMVjZlV5+7Nc8+P8rfXZ+/yoOv3yXG59Y3Pd847vdxtjY/R+UZdvl/7SJdWK1IwzKgAAAOCyyKj0D+sRhmLWqNw0N0bGwNbIhEwv1jr1WcHvimuR6e14rSmhLqHrVkNuHRPT2pTN9s7MuWBUAAAADGGRUXFaPr7/mhiF92HYqHivjdc7czXqFpo1Kt1fg3GryHyjMpDr3tm0SXnoyBf783cv7e+8+CqtH07rzYl0D+4ix6lgVAAAADRnqh6/3JH2D6/75umfumc27Ndq/9x5XTq2UTj2x4s45sDr5jmJbdGYWVX+siFW88R931Vzy/t8Z2Bu1MDax8702BP7O1tb9mf53/l//4c3ZsaqeK042xHngFEBAADQnOl6/Fx2N8Mrwd/LcW36tX63OrUp8HT3TMKV5tvnY/My/n1qnEpDvnQn5iP6OyfnFjwWowIAAGAIrKOCUQEAAFAWjApGBQAAQFkwKhgVAAAAZcGoYFQAAACUBaOCUQEAAFAWjApGBQAAQFkwKhgVAAAAZcGoYFQAAACUBaOCUQEAAFAWjApGBcAYPj4+xgIgz5kBRgWjAmAETkUx2cJ9g4oDyHOGgFHBqAAYE8zCAiDPmXGdMSoYFQAjghmVBpDnzLzOGBWMCoD2ONuoBysM598A5Dn9wahgVACMwBkf4FQUIzFeAMhzZoBRwagAaM+owghCxQHkOTPAqGBUALQmqsIYQcUB5Dn9wahgVAC0D2Kr/B2APKf+9caoLKPhYOrf7y9/5PWvrZcBRgWgIOY92Y7gCRfIc3qDUVlCjil5ujiT/ti0PMtV03Izp9U8lXeMCkDuJKkwRlBxAHlOXzAqS+i2bYlV7UyMSq8uVuvc+1vrsxw9To51W1l8YVQAsg1eaaDigKLzHDE/u+uOUUmtezlqToxK/7A+MSe2aWn3JscGp66RaQGyIc2TbTjgARSV5zDH2YBRyciodH95Y1PeL6aNCl0/ANmyrElxoOIA8px+YFSWGqNyJ93GnjyNBs5eNsRqnrjdO1fNLTl+xKgA5Bm0VoGKA8hz+l1/jErqMSp+d05tf9yqMn6tfc6sH4CcWOXJNhz4AMhzeoBRGT7HzNIZyPuQdVQAVCGrCsOBJ1wgz+nD2hsVbyDsvfx++DM1Q+f174l8P7zHqAAoQJYVxggqDiDP6cGaG5WBPB18le7DnXzftqQytV13RWpdjAqAKoEqD6g4gDynx71YX6Py2JFt35hsH+7LN8sSy9Gm8/+GHD9iVADKJo8n23AQBCDPqcuaG5V9+bLpmZPa4U/5fXEqTw938vT3RK57A/n9C6MCUCZ5VxgOPOECeU5t1tuoDJ/l9a9tTGxDctPbk+/NumxXP8v2RkXaF4xRAVAhQBUBFQeQ59S+J+trVHp1v9vnp/w++CTVxlepbtn/3/gqrYbzOkYFoCyKeLINQsUBRec56oTk12l9jcplw82UXw73pDU1kNYft9IMbDyIUQEojKIrjGBABPJcUWCOk5fLtV/wrd+t+vvxOONVJnvzfGmfY1QASgpMZUDFQZ4jz6l5b1iZNrCHT/8x3xMCUAknQI6k0jmV0ZoygopjPcsBeU5dMCru3j3hxd48vbEyLRiMExiDXZ0qBMqyK4wRVBzrVQ5UyHPUD/OvzdoblZvm7PgUR62LAUYFjC78YZWJKhVG8PqogIqtXqagUp7DHM8vi2u9Mq3TanLTsmTTqrir0TprqlQqzr/t/zfPMCpgdOEPq8xAqVr5UKHiULHVy7QyQJ7T4z6t9cq0bWdq8sOdvPXqUtn4LEePZ9Junsr7r313MC1GBUwkXAE6Gg0iL+PpXbXWlBFlVxyqtXqZVgZUzHPc4+hrstYr037zpyZvH9qmxarKsW1UvrV25CjjNVQwKvkHHZrHk1+rkSkJakTRhkXVCiMYJMu6TxiV9ctztKpEl8FxL0jOY0mV7Pp5OvjkHlg92JPuwZ27a/LVxZkcdzEqOgUdmseTX6ukAboow6J6uSiy4gga7tH1D7d6AXnOBNI8XE7q8XPZDT1gfcmhrlau62c74ollo7onv4f/YlQ0Cjo8dSYLCstUdHkaFtVbU4LXIK+KI8qcRLVw8aRNnjPpHqR5uGRTQj8AOINoxwFh+7Mc9TAquoBRSRaYVw3OYcOyahDVpcIIpj/LimOeOZmX12F98pyp9zttzF7zrp/A6rSPgeajyx1p9wYYFU0zfVkDQtclMIef8Je9zjqWh1XPOar1JO211z1flzmeTLc8Z9r9Hml5o7KOXT9zVqg97p5jVDQpBFGDQte9qXyVrp60gXQZw6Lbk20wvcvkqWVaT7I+B1XyZVnjydYtz5UVc8KKGrifduwVC745K9MOB9Nrq/x9lneW0NeiYCzK4OvYupJVV0/aYJr0WutaYYTzVJrAnfX90DWWxK3dk3f5NCXPFXWtFn1PGkOyKGYk7fKcWkn+ZTDuBkrX9RPoOnoZLD5mxgsMZr9vOCjGqNwcdvzNB50TPJHWRl1uSjQqH/ws/nGezDY3Eh3rHOce+8F1yftn6lp/TJ/XuNm3xPPLMp1TgTomnePrkdf363bdoiYvhPPMPKUsC8bkuYiWqMK+J6rrJpC3V8njaQzuqB69bVtSqTp19pm0LUt2L1PUw8NT+z3+uNTmabTJCRyzadXlOnDM+8OetANLlzim6enibKXNixMbldvuvvSHz/Jqn8T2RkUqVrlGZZOfuT8bH/7iZGl/Nr33uu/nuuT7szl9vacqJgOuf1Saxtd/pLzPYUPD6xjR5B/OM/M0zk8xmnd/tM5vUQbvIwdFfE/kvcjoZxmj4o5TaZ3K699TOZozPmV6Dz+vZaR/WJcjf+Ph/uEnaUdMmul3G3LsH/N+UZdvl6PPu5NutSK1gFFxTJNV7eRsVBxz4iTi4U6efnyVja1PUt34Kq2DPXma2zSkf9ePrgukrdqEW+bqq3nfS1VXdjVxVlZcQC/62upafpftCltkZJYdrKlrfstaql63mXrcWUm+Mr9BYXoPv8+uQel36/L9wTMv181KpFEJdv9ctxpy63uF65Z9jdrhxWDv5aiZt1GxExvpVMfrqax2AqoaFZ0XSMvqGpoy2LaM8ShZBFndUSVNOuXhIgd3m5bnilr4T9UFBsP1eP9wX3Zt03A9pzHhth00YVWvlWS8JIkl7eaktWTGpDx03ON2LwfyPnRaVr5K68cfd0FYZ2HYSZdREUblsuH3Q1neZoTuG7yNCS3n9dq+kUZF10Kc11RbXVtXdFq4yrTVVVVKkw7lt+i8amqeK+KhpKjvSZvHJ106d3J14bRqnEm7cbLkYNo7OdpuyK3TqxI2O8NTaW35vSq2MbnujUyP7QsqXn7a9ltV3O6ghn3sCr0vyacnP95L33Valrsx4feLO/lt4KwfnZtF8wx0unUHqdzVo1PwMyVNOrSqlBFjTMxz68qkHr+X45rTBXM+XlMl1ToqgUVe3UG4TmNFaPPhfrc6lXcmg3X97w5857jVZoVGjXRGZbyYTFVq1c/jATe6G5W46WNRC6SpSlGVsg7dQTp09UDxqPywofvUYFAjf6/9OioTozJyTVX51rtfojlp/gDcooLJor1DHKIWSFOxgi4jyKnaukLAh0V5lvILJrLmRmXgLeYydP7vL+Ti/n4vt5cpjEqSudk5G5Uk5iRpsFMl4JUZ5MpuXYlbUAlgUflVBfIsZMWab0p4JtcPf+TpoCM3jx1vIZdeJ3W3z7y52cHNk/IwKlkuzT0KdioEPFWCXNi8FTGtO2ocEQEfkqBSFxArcUOWeWmtjUq76hz0Va4e9qR1cCevP/ak+7C4G2d68E383OzwuJAsyHNp7hFltyaoVDEHzduy07oTrbpp6BoQUGxeVaFVhdYUyJI17/q5l6OtDalUKquto5Jobnayrp+4J/YsunaWDXpsHDYpLHH7lCySCYsugT5BvUwwKZBHnl5jo3Imbfvv7eaOWJveWiqe0k45Cs3NXnIw7bx9FsqaaldkV5DqAW6V1SHTXnO6fWCVMltmqwrGGvLIU2tvVFqNE7ke/pSb3pn0e964lTRdPzNzs5c0KvMqQlWCX14BUIensCINBGtAQBbltWhoTYE8WPMxKh3Z3hitNNeRo8Mz+f1jT6olLaGvepN/Xq0rOgU3DAToQtHxA5MCeeblNTYqfkuIZUnNNirf/9mTlvOmSjlL6OvS5J+lWSG4AahfTinHUCYs+OZuTngmx92GfKl5A2IrGbekpBlMq8sTexZdQQQ3gGLKad4wLgXyzl8YlamVac9lN+OWFNU2JcwyCK4SCAluAPmTdznjgQOKyMMYlQJPyESWMSsENwB1yyflGFQCo4JRyTQYJgmIBDeAYskr9tAqCkXlX4wKRiUTknQFYVIAyimb6zxbD/QGo4JRyTUosrEegHrlclUoy1AkGBWMSq5BkaXgAdQhizKISYEy8i1GBaOSW+bCqACoQxatKpRjKBqMCkYl18yFUQFQr1wuC60pUFaexahgVHKBzfUA1CyXy7SqYFKgLDAqGJXcgyJ74wCoVy7TmBVMCpQJRgWjAgBrSJp4ROyCsvMqRgWjAgBrRtJWFVpToGwwKhgVAFhTFsUkTAqokk8xKhgVAFhDFrWqELNABTAqGBUAWGPizAqtKaAKGBWMCgCsOeHYhEkB1fInRgWjAgBrTHD3c0wKqAZGBaMCAGtOeF+urHdaBlgFjApGBQDWHLa7ANXzJ0YFowIAawxGBVTPnxgVjAoArDHsywUqg1HBqAAAsC8XKAtGBaMCAACgLBgVjAoAAICyYFQwKgAAAMqCUcGoAAAAKAtGJRMN5O3vH3l19DLAqAAAAGQERiULDU+lbfkj5rc78nuIUQEAAMgCjEoG6nd35OjBaU15lreLHdm9nPztddTSYgujAgAAkA6MSia6l6Papmy2dqTdPJX3wN+CaxNgVAAAANKBUclCv87k5tH+/+W57Lbqck3XDwAAQCZgVDLp+unI9aiL56Iu3y4xKgAAAFmAUclE57I76uKp7UufWT8AAACZgFFhHRUAAABlwahgVAAAAJRlqh4fPsvr3+epSSuO3l8mM2zfhvHHxa6BNnpfiuMm3zn6nqSfh1EBAAAwhmA93u9uiWVV5fjx3ynzct20/Bm2lrR7MceF9diRmj9sw7KsqaVFFh93L0fbo1m9/vck/TwjjMrHB0IIIWS2ljAq//3PmRwd3k/Xr7261Lr34zGjx+7vs8cFW13cVpDeudyOjI79e2z9fRl13JncXDxPr0h/mfDzjDAqthtDCCGEjFZGRqV/WJejmZaT2eNumhsjY2Dr8/g9772dRK0f08fZhqhWjVyRPunn0fUDAABgAPFGZSDvtkG4bX2W77/+nXot8rj2ZmAR1lG30ECue2eJ9vSbOm74LL8f78ctOk53U+RxGBUAAACzmR5Meyrdgzu/++bEMyOXO1L7x3/toSPHlzHHxYw/aQf/5gzCjdpcOHyc/Z3ti4j108LHYVQAAADMZnowbXVqa5rRwNbj2vRaZtHHRY0/aciX7v3Uvzfb54uPi/jO6OMwKgAAAEbDOioYFQAAAGXBqBR8Qh8fHwghhBBKKIxKgQr2ly2Sc95pjlddpIf0kB7SQ3pIz7LCqCh68qbdDNJDekgP6SE9pAdhVEgP6SE9pIf0kB7Sg1HJV6Y1dZEe0kN6SA/pIT3IIKOCEEIIIYwKQgghhBBGBSGEEELIDKMyHBhzE8bbar+YkabJNuHP8q59egby9ney7fnb0KD06J7fomKAznEhdO7ax4W49OgaF6bSY1pcwKjkUhE+XZxN9g3QWj/laNubA281Tw2o2O/H6ZnsvKmxHjtS89cosCwr8bbk6gbbU2lbk/yma4CNigE6x4XZc9c7LsymR++4MJMe0+ICRiV73bYtsaodM4zK4763i6X9+02zLjfap+lMbi6ezWkhujyXW7eCf5br3rn26ekf1uXocfT7p8C263opKgboHBdmzl3zuDB7L/SOCzPpMSwuYFTyempvGmJUXHnNiFeHJqTpXI5r/o6c2x35bUiT6Htvx4inpn63Lt8fvObq62ZFW6MSHQN0jgtR565zXAinR/e4EJ23TIkLGBWMynzZjvxteC67TgFu6dsUH0zP78d77/deXeOKcLrCuO6dmVHo7Sf1L26TtSVt+0n9m7ZB1nCjon1cmE2P3nEh2kgaExcwKjk83b7cSbexJ09GdC3sSPuHPyjrQueKI5CeC4PS41buHWkf3htS6EeDAO/kaLvhNV9rqKgYoHNcmDl3zeNCZHo0jguRecuouIBRyVy3bX9QVm3fiK6S3U2T0nMvxzWT0uME2YZ86RoSkMYtKptaN1lHxQCd48LsuesdF2bTo3dciMxbJsUFjApCCCGEEEYFIYQQQhgVhBBCCCGMCkKoUHkDbd+GA3l/eZY3Z+Dg8Dl25U3vGBNWH0YIYVQQQmrLMSQPe1K1Y0H14ES6ja/ScmY5/PjqBonqwZ28D4PLht9Jd+uTVLe+ytVfk7ZMQAhhVBBC6umyIZtWxQ0IFWuyNLir0bLn/28yY2h0rHe8Zc6WCQghjApCSFH16m5AaPnrdzwd7EnX1lXEsufvF3WpuMGjIrXDn7SkIIQwKgihPDWQ34efffMRocbJeJyKt/jVJ6naJqVSqcv3w45cG7LzN0IIo4IQUlHDU3dcSjW268dbIM7ZRfaqMTIwtllxDIs7nuWE7e4RQhgVhFA+6nersmmbEqdFZbQPS/+wI0e2xjv3Dp9dk+IZGdvAVJwWlYmR0X21W4QQRgUhpLIeO7I9x6i4ZmZsRpxN2urSNmoXc4QQRgUhpLBR8Wb1jFpF+t19ObYVvXHhvRy3G7LbNmQ/J4QQRgUhhBBCCKOCEEIIIYwKQgghhBBGBSGEEEIYFS4GQgghhDAqCCGEEEIYFYQQQghhVBBCCCGEMCoIIYQQwqgghBBCCGFUEEIIIYQwKgghhBDCqCCEEEIIYVQQQgghhFFBCCGEEMKoIIQQQghhVBBCCCGEUUEIIYQQwqgghBBCCKOCEEIIIbQuRmUgb8P4v7/+/YMQQgihFMKoZKj3hz1pH97PPaHNzU2EEEIIJdTHxwdGJROT8nIn3WpFaiGjEnSFzrkAAABAckwewlGcURk+y3XLdn7tHTkKGZWgK8SoAAAApAOjkkVrysVXaf1wWk1OpHtwFztOBaMCAACQDoxKBrptOy0mllgV9wtlO2acCkYFAAAgHRiVzHQvxzWvi+dLF6MCAACQBRiVgk8IAAAAkoNRwagAAAAoS7Aef3/5I68vg+jf/Rm27jjR4bP9+7O8L5yx67/P/5zYNdL+hj4/5r3JPg+jArC2OOstjAQAZjCpx+/leLsile196bu/W2K1zr2Zt03Ln2FrSbv3r/S7W2JZVTl+nFcv/5SjbW/IhtU8jTc1jx2p+bN3LcuS3cu49yb8PCOMihNkEUKp5JgTv9C7+uCaIKS2UhsVW726a0S83zty9Oi9VhuPDT2XY/f3s5nlQoKtLm5ry+O+HF96f7tp1uUmrv6+PJfb0VIkvXPfvES8N+nnGWFUbDeGEEqnoEkZieuCkMLKyKj0D+ueYZmqc2eNyk0zGB8+++/xunWuDjvSX9RN1NvxW1Omu4Sm35v88+j6AVjD5uEZowIARpTteUbltvVZvv+aGIX3YdioeK95S4mM5HQLPcvb8Fx2nX+3Tufu1ed8xnXvbGqh15n3DtN8HkYFYO3YDLWqbKZ4YgMAdZmqxy93pP3D6755+qfujUGxX6v9c+d16Tx0vO6X4am7AKvXzXMy07oS/qzXi7p8u/QH4UYNhH3sTO/lF/XeqNcwKgAQDmhsVwFgXrme1KV+i4Wj2r7fvTJZx2z0Wr9bndrCZjfSNER81mVDNtvnEaamEVojLeo8ol7DqABAKKAF/w8AZpRr1lHBqABojzPLZ9TdQ1kDMAeMCkYFwJhgNsIxLKylAmBO2caoYFQAtCbYmhIMbgCgPxgVjAqAEYEsyWsAoGf5xqhgVAC0D2Rh6P4BMKd8Y1QwKgDaEtXtEwxwAKA3GBWMCoD2QWyZvwGAPmUco4JRAdA6iC3zNwDQp4xjVDAqAFoyr9vHgXEqAPqDUcGoAGgdwLI4BgDULucYFYwKgLYBLItjAEDtco5RwagAaMeibp8RdP8A6A1GBaMCoG3wyuNYAFCvrGNUMtD7yx95/WvrZYBRAciZpK0pwUAHAHqCUclEP+Voe9MNnFbzVN4xKgC5B648jwcAtco7RmVVPe7L8aX3+02zLjeBv7mtLL4IlgDZBa40ME4FQO/yjlHJRAN5s83I1WFH+oHXnQA5EkYFYHXSdvsEgx0A6AdGJQsNn+VteC67jiFpndq/0/UDkGfQKvJ9AFB+mceorKrLHWn/8Lt4Lury7RKjApBn0FoGun8A9C3zGJWV5bemOKrtT3X9YFQAsmPZbp9gwAMAvcCosI4KgFYBq8z3A0A55R6jglEB0CZglfl+ACin3GNUMCoAyrNqt48D41QA9AOjglEB0CZYqfQ5AFBc2ceoYFQAtAhWKn0OABRX9jEqGBUApcmi22cE3T8AeoFRwagAaBGoVP48AMi3/GNUMCoAypJla0ow8AGAHmBUovbscZbAHw7k/eU5sBPyIHZpfIwKQL5BSofPBID8YgBGJWBG3h870j68l98XZ3Lk7oRsv+YYFP91jApA8UEqaxinAqBXDMCojGSbkaOebVAOHZPSkePWjty4rw3k7WEPowJQMHl0+wSDHwCoD0Zlyqjsy9HFiXz3jUr/8d6W91rL/pxtjApA4QFKx88GgGzLKkYloJtmxTYke9Kq7snTw508vfyUo5qz4aAlNYwKQOEBKi/o/gHQJw5gVAJjVG5aDfnWssTa/ixV5wOqdbl+cAbV3stND6MCZuFU1COpeG55dfsEAyAAqA1GZWaMyr9el8/hlliWbVhqW7K98VWuXn5iVMAoHCPgFxJXqpmVIsoLZRJAfTAqoTEqx5e+UemdjceofNm0pFKt2yYGowJmFf6wVDs/E74DAFYvpxiVkDyDYpsS5//ua+eyW9tyW1swKmBS4VfVqBTR7ePAOBUA9cGopGxtwaiASYVfVaNS5LlQLgHUBqMS0ng12uGzvP79I68vA+9v9r9ZmRZMYdRiEZQq+bOo1pRgEAQAdcGoTOlejqqf5fuDbVB+fPU+wJmmbBuWp8MtpieD9oxm+EQZAVW6QYouJ6p3/6g8MwugqJiAUQkYleOabUiqzhsr3qyf6id3mvL24b4cdzEqoC/BVpQ4VKi0yygnqpZN1WdmARRVPjEqwYG0v06ku+W88ZN0H+78351F4O4m3UAYFdCMNN0pZZqVort9goFQRVSfmQVQVDnAqEytTLsRERy+Sqth/795FrtQ3JsznsVVcMdljEpR0Dw+/9qkrfzLMitllRGMCoC6YFRChuO6MQkIFafrx1ZlFCTijMrwVNqWPyjRqsv1EKNSJDSPz782y7ZQrFMXjKrjVEaDnDEqsM5gVEIr024HAkK7dybXP7wNCecZlX63IceP/qyhi7p8C0xjfh23tPwhyOSYiQnms6zajVJ05V1Wt08wH6l6D4PCiMO6gVEJrZXyxW0VscSy///N3zV5o+L9e7N9Prc1xun+uW415DbwuorTP03MxBiVabKq9IusGMu+byrmm6hzwqzAuoFRiVLvTG7s/9+2vV2TK9WOv0LtHJPy0HFNzu7lQN7p+ik8EwdV5lN52cybfrwsRVWMZZcP1QzAvPtILIF1AqMS2bJyHzAmzvL5+/ONyvBUWlveeiuvf0/kuodRKQqaxqOvRdbkfV3L7vYJBkSVgnNZ9wNAJTAqUavTDgehLp34mTzeGJXqVEW5e4lRyRsdFi4r+nrkXdHneV1VKRs6rc6LWYF1AaMSNUX5cNTV45gUZ5xK3e0KyuKEYHV0Wbis6OtRVMDQ+fwXodvqvJgVWAcwKhG67e5L39nr52FPtjcqUrEwKqqQplJbh+tddCWfR8Wo2n0q+3zS3lPMCpgORmVqrIm/EeHDnTw5e/1sOcvnf5XWgT/+hJVpS4UAvtr1yIqsrytGZfXvx6yAbqRZpBOjMjXbpx451XWshbN/MCp5ZuplKmVTA3jZ3SVZXVeVun2CQVHH+4pZAV1Iu0gnRiWoy4a/umxwRVp/c0Ln9UWzfzAquWVqnRYuU/16ZEUW11XFMlFWfsnivmJWQAfSrn2FUYmbnuwu/uaYlc/y/eJOfjNGpRSyqpRNuPZ5rJFS9nVVeY8dXb8TswKqg1HJdB2Vc9ndrEqt+lmOHjEqRZJ1pax78M5zjZSyrquK3T7BwFjG/VXhvgAUkdfTLNKJUVm44Nu9HNeq8q13j1EpOCNnXYnpGrxVrtBXua4ql4ei80oe14J4AyoRfvgMrj2WJC8Ht6oJ7qH3Nlw7ozLwFnYbOv8feBfA/f1ebi8xKkVl5jwrZV3MSnBEvA5bAixzXVUvD0WdX173mFYVUIVVHz4n9bjTyzG9EvmX7v2aGZXHM7l++CNPBx25eexI+9C+AL1OJt0+GJXkmTlvVL8PaUfEq0KailEHA1ZUPsnzezArUCZZPWwF6/H3l2CLyvxV4//rNzwkaaQItsxMvmPy+ePXVlymJBOj0q46b/oqVw970jq4k9cfe9J9yOYEkwakj3X8cSrnzY1Cvsv9ng91r0XUQDNd7mPSc9UhTYWcYwH5XvX8bkLsGoufmbw9L38vY1Ru296sXG+G7vzFWB1z8XRxtnC27rtd37sNE/5wj6PtUYtNVY4fvTXWrpred1rN08XmKN+uH/sEtzakUqmUuo7K5pr9bHx4g6kK/dn0v1fBaxG1G7Q2Pwmvq5suQ9Ky0v0u6joomt9NiF1T5ZVr7F2ThDF9GaPy3/+cyZHTiOA0Hlx0XCMR18rimpoF9fb7y510qxWpjY3KmdxcPE83TvTqYrXOvc9sfc6sl2VJo3Imbfv4dnNHrE3PtXny3RXrqOTSNFhWF4BqzeJRO0HrMD4l7XXVZdzNKECakvfpBsonf6SZZmsywW6erPN12Ki03Xq5IhXfPNw0g/cgaCTu5ag5x6gMn+W6ZZ9ve0eOxkbl3J1A46ZjuyO/h/9K/7A++UzbtLR7ChiVVuNEroc/5aZ3Jv2eN27l1bAl9NMsX2xKoI4rAKrcDx1NSRzzKkWdgnme51rGdcCsrF5Og8KoTK5Lng9WMy0qtqnod7ek/cNrPbltBx/u/O6aBEbl/eKrtH449fuJdA/u/Ak0z/L78X7KlDhGpftr4L+nbKPy2JFtP7NtH3bsi3Emv3/sSdWwJfTLHqyp0mwWFQK3aSZl3rXVLa155Q9aEvUgbEyiWjzD3bRlPwCWcX3yzsvTg2kdU/HTNijn8s2qy9WcBgS3W6exJ0+jY5z9/ALHewbHEqsyqvdtg3K5I+0Lv3HCNiXfLr1V663mifvaVXMrYIRKMSrOarTeEvo126h8/2dPWs6HVMxaQj9ysGZBhUvFhcvKXDLdVJMSd211fOI0cY0TzEp8eZxnTOKuZfDvo99NNyxFxvLpwbTOdzbk1v69363OrZfHLS2jY5xtctrnM2NTj2vBqc6Tfwc/e/xZM+8va8G33pkcdxvypea5rcqKLSllG5UkzZXhwjVPq3y3qpVy0YFb1ZVm8woywbyn4/nnce/XLc9HxYQyvydJa8mq19dEQ1hGLGdl2oUr057L7ootKUUblWWaK8OFa56SGpkoU6Qyui/wpfJ11XFdmDzyhWl7NS2T/iLyQtT3LNNakgUmta6U9YCFUSn4hPLIOFk0V6YteEmMjG4DzYp4+lk3kzIKMjoPOMwyX6iW9qKe+OfFhCStuGk1r9W4jIpW9+6gslvEMSqKGZWymyuzLJQ6VlB5Dp5cR5MyCjK6z4zI4pxVvf9RraTL5O15mhcTkrTippWqeU4HwxLOByp0U2NUFDIqKjVXZlUo0+yQqVrgzrLgr8t4FJPyQThQqvAZeaYvrksmqQmZp6Lzgup5TtXxK1F1kArXDqOikFFRrbkyywKp27lnVamsayuKKfkgeP6rVCqq54N5XTJJTYhqeUGHPKda64qqLVEYlSy1YPOjZYwKlBtAVgGTYharlEcdBpLHPSRBvpTZHaTLAnYYlYyUZPOjRTfdhCZy0wLIsoEDk2IeywZtHfICsUeNe5B3d9AqM0LLLnsYlQwUt/nRZKOkP4kCne5N5CYGjzSBY50HzZrOskZFl5ZRYo869yGL1pUyZoTmWfYwKpkoek+BsFMF/Uh639Z90KzpLPO0i2mFZfNa2LCYMCN0WTAqORsVVTclhHRBY1EFRYW0HqQtw5R5WIWgYTFpRugy5Q6jkskYldDmRxgV4wLGvCcZTMp6kKYMky8gy3xn2ozQtOnHqGQyRmV2EyOMilnEbR9AZbR+eWAR5AvIknWfEYpR0XwJfSiOqOl7VEbrR5JyTFmHLFn3WVkYFYwKpCgsrHMDSVaYxsBC1qzzrCyMCkYFUgQKWlMgycKNAJBtmcOoYFQgIaw1AQysBigWjApGBQCWCJxpXgeA1cobRgWjAgApA2cYWlMA8itvGBWMCgCkIKr7h/INkA8YFYwKACwZPEfQmgKQb1nDqGBUAGCJ4Bn1OwBkX9YwKhgVAFgieLI6MUAxZQ2jglEBgBREbRIHAPmAUcGoAMASgZNVigGKK28YFYwKAKQMnBgVgOLKG0YFowIAKWA7BYDiwKhgVABgCdhOAaAYMCoYFQAAAGXBqGBUAAAAlAWjglEBAABQFowKRgUAAEBZMCoYFQAAAGXBqGBUAAAAlAWjkpHeX/7I619bLwOMCgAAQEZM1ePDZ7uufZb3uDrY1tsw/rhl6m4zjIp9Qa6alruegtU8jb0wGBUAAIB0BOvxfndLLKsqx4/TdfC1XwdvblrS7sUct2TdbYZR6dXFap27v9+2PsvR44pGxdngDCGEEDJZSxiV//7nTI4O72fq4Fp39Nq5HLu/zx4XbHVxW1suktXdRhiV/mF9kkD7gjlubvS3yUX5k9yoOCtdIoQQQiYrI6MyVQfPOe6mGdyf67P87/8ZX3cbaVS6v7z+LcehBRMbXGabrh8AAIB0xBuVgbwPvdaQ77/+nXot8rj2ZqBOrsr/+V/xdbd5XT+XDbGaJ26ryVVzK7ZPDKMCAACQjunBtKfSPbjzeypOPDNyuSO1f/zXHjpyfBlz3JJ1tzGzfsZOrX3OrB8AAICMmB5MW53qqdh1TMl/7uW45r9W25d+7HHL1d2sowIAAACxsI4KRgUAAEBZMCoFn9DHxwdCCCGEEgqjUqCC/WWL5Jx3muNVF+khPaSH9JAe0rOsMCqKnrxpN4P0kB7SQ3pID+lBGBXSQ3pID+khPaSH9GBU8pVpTV2kh/SQHtJDekgPMsioIIQQQgijghBCCCGEUUEIIYQQMsOoDAfG3ITxttovZqRpsk34s7xrn56BvAV2934bGpQe3fNbVAzQOS6Ezl37uBCXHl3jwlR6TIsLGJVcKsKnizN3rwL9b8JPOdr25sBbzVMDKvb7cXqcnTfL2MAqUz12pOavUWBZVuxeGPoE21NpW5P8pmuAjYoBOseF2XPXOy7MpkfvuDCTHtPiAkYle922LbGqHTOMyuO+t4ul/ftNsy432qfpTG4uns1pIbo8l1u3gn+W69659unpH9bl6HH0+6dStmzPKwboHBdmzl3zuDB7L/SOCzPpMSwuYFTyempvGmJUXHnNiFeHJqTpXI5r/o6c2x35bUiT6Htvx4inpn63Lt8fvObq62ZFW6MSHQN0jgtR565zXAinR/e4EJ23TIkLGBWMynzZjvxteC67TgFu6dsUH0zP78d77/deXeOKcLrCuO6dmVHo7Sf1L26TtSVt+0n9m7ZB1nCjon1cmE2P3nEh2kgaExcwKjk83b7cSbexJ09GdC3sSPuHPyjrQueKI5CeC4PS41buHWkf3htS6EeDAO/kaLvhNV9rqKgYoHNcmDl3zeNCZHo0jguRecuouIBRyVy3bX9QVm3fiK6S3U2T0nMvxzWT0uME2YZ86RoSkMYtKptaN1lHxQCd48LsuesdF2bTo3dciMxbJsUFjApCCCGEEEYFIYQQQhgVhBBCCCGMCkKoUHkDbd+GA3l/eZY3Z+Dg8Dl25U3vGBNWH0YIYVQQQmrLMSQPe1K1Y0H14ES6ja/ScmY5/PjqBonqwZ28D4PLht9Jd+uTVLe+ytVfk7ZMQAhhVBBC6umyIZtWxQ0IFWuyNLir0bLn/28yY2h0rHe8Zc6WCQghjApCSFH16m5AaPnrdzwd7EnX1lXEsufvF3WpuMGjIrXDn7SkIIQwKgihPDWQ34efffMRocbJeJyKt/jVJ6naJqVSqcv3w45cG7LzN0IIo4IQUlHDU3dcSjW268dbIM7ZRfaqMTIwtllxDIs7nuWE7e4RQhgVhFA+6nersmmbEqdFZbQPS/+wI0e2xjv3Dp9dk+IZGdvAVJwWlYmR0X21W4QQRgUhpLIeO7I9x6i4ZmZsRpxN2urSNmoXc4QQRgUhpLBR8Wb1jFpF+t19ObYVvXHhvRy3G7LbNmQ/J4QQRgUhhBBCCKOCEEIIIYwKQgghhBBGBSGEEEIYFS4GQgghhDAqCCGEEEJpjcrreAdUhBBCCCE1NDYqCCGEEEIq6v8DvvV7yGzPy5IAAAAASUVORK5CYII=3、答：L（0.01）=0.9206，L（0.02）=0.6767，L（0.03）=0.4198，L（0.04）=0.2321，L（0.05）=0.1183，L（0.06）=0.566。4、（25，2）5．答：出现不合格品数的概率分布为0.72398、0.25255、0.02296、0.00051。习题判断题：1√ 2×3√ 4√ 5× 6√ 7× 8× 9√ 10× 选择题：1 E 2B 3B 4E 5 D 第十二章 准时生产（JIT）方式思考与练习1. 看板管理就是JIT吗？为什么？答：看板管理可以说是JIT中最独特的部分，是JIT生产现场控制技术的核心，因此也有人将JIT生产方式称为“看板方式”。但是严格地讲，这种概念是不正确的，因为JIT不仅仅是看板管理。日本筑波大学的门田安弘教授曾指出：“丰田生产方式是一个完整的生产技术综合体，而看板管理仅仅是实现JIT的工具之一。把看板管理等同于丰田生产方式是一种非常错误的认识。”因为如前所述，JIT的本质，是一种生产管理技术，而看板只不过是一种管理工具。决不能把JIT与看板等同起来。看板只有在工序一体化、生产均衡化、生产同步化的前提下，才有可能运用。如果错误地认为JIT就是看板，不对现有的生产管理方法作任何变动就单纯地引进看板方式的话，是不会起到任何作用的。所以，在引进JIT以及看板时，最重要的是对现存的生产系统进行全面改组。2. 什么是JIT生产方式的精髓？答：准时生产方式的核心是追求一种零库存的生产系统，或使库存达到最小的生产系统。其基本思想可概括为“在需要的时候，按需要的量生产所需的产品”，然后对设备、人员等进行淘汰、调整，达到降低成本、简化计划和提高控制的目的。因此，JIT的基本思路就是用最准时、最经济的生产资料采购、配送，以满足制造需求。3. 试比较MRP II、JIT与TOC在管理思想之间异同。答：TOC 与MRP II、JIT 都是生产组织管理领域当今最流行的先进管理思想与方式，三者有何异 MRPII 的核心来源于美国的大量生产方式，寻求最有效地配置企业资源，以保证企业经济 有效地运行。现阶段又融合了其他的现代管理思想和技术，向ERP（Enterprise Resource Planning，企业资源计划）发展。二战以后丰田汽车公司根据自身特点，逐步创立了一种独特的多品种、小批量、高质量和 低消耗的JIT 生产方式。它的核心是力求消除一切浪費，体现了一种追求尽善尽美的思想。而TOC 在90 年代逐渐形成更加成熟完善的体系。在新的经济环境下，企业面临的竞争更加激烈，只有不断创新才能持续地立于不败之地。所以，企业有必要把有限的资源和精力投入到 最紧要的环节上去，強调决策沟通与团队合作。 （1）MRP II 要真正发挥企业的最大效能，仍存在一些局限。 MRPII 系统虽然是根据生产线上的能力制定计划的，但为了应对企业能力中的不确定因 素，必须在前置期等指标上留有一定的余地，故必然存在着一定的浪費，从客观上使真正的前置期加长。 （2）JIT 在生产管理中追求消除一切浪費，但在企业中难以全面实现。多数企业面临的市场需求都有很大的波动与不确定性，使直接面对市场需求的生产很难组织. （3）在引入TOC 这一管理理论与技术时，应合企业具体实际，三种管结理技术的互通有无，对于企业健康、有序地提高管理水平是十分必要的。MRP II 与TOC 结合的系统可以考虑在企业级 的生产计划中应用MRP II，计划周期可以为周，车间级的作业计划由TOC 中的DBR 來完成，计划周期可以为天，对重点控制的环节还可以进一步細化。两者的结合在于，BOM、工序描述、资源能力等资料的共享和沟通。4. 精益生产管理主要原理是什么？答：精益生产方式就是指以整体优化的观点，以社会需求为依据，以发挥人的因素为根本，有效配置和合理使用企业资源，最大限度地为企业谋求利益的一种新型生产方式。精益生产方式，既是先进制造技术，从管理的层面上看，又是企业的组织管理方法，即企业生产要素的配置方式。精益生产方式的核心思想在于“消除浪费、强调精简组织机构”和“不断改善”，前者指的是组织管理到生产过程侧重分析“产品流”、“物资流”和“信息流”，及时暴露问题，删繁就简，杜绝流浪费，从而使“价值流”连续流动起来，后者则强调充分发挥人的潜能，力争精益求精，追求尽善尽美。 习题判断题：1√ 2√3× 4× 5√ 6√ 7× 8× 9× 10× 11√12√13 × 14×15×16 × 17√18√ 选择题：1 C 2E 3D 4E 5 B第十三章其他先进制造模式简介思考与练习1、MES在企业集成模型中的作用是什么？答：MES是利用现场实时的数据提供从可以最佳化产品的订货到生产完成的生产活动的信息。通过减少没有价值的活动，有效的工厂运营得到可能。2、何为并行工程？如何加以实施？答：:并行工程是对产品及其相关过程(包括制造过程和支持过程)进行并行、一体化设计的一种系统化的工作模式。实施：建立并行工程的开发环境成立并行工程的开发组织机构选择开发工具及信息交流方法确立并行工程的开发实施方案3、何为逆向工程？其主要作用是什么？答：根据已经存在的产品模型，反向推出产品设计数据（包括设计图纸或数字模型）的过程。从这个意义上说，逆向工程在工业设计中的应用已经很久了。逆向工程被广泛地应用到新产品开发和产品改型设计、产品仿制、质量分析检测等领域，它的作用是：1、缩短产品的设计、开发周期，加快产品的更新换代速度；2、降低企业开发新产品的成本与风险；3、加快产品的造型和系列化的设计；4、适合单件、小批量的零件制造，特别是模具的制造。4、在CIMS实施中可以仅仅关注技术因素吗？为什么？答：CIMS是企业经营之道，其中心思想是利用信息技术的手段进行业务集成和资源共享，支持企业的业务活动和产品创新。因此，CIMS的实施不仅仅是技术问题，更重要的是业务问题。CIMS的实施可以归结为三个工程，即业务过程工程、产品工程和信息技术工程。 CIMS的实施首先要进行企业的业务过程重组或改进，通过重新组织企业的业务框架来释放信息技术的潜力，也就是要开展业务过程工程。业务过程工程根据企业的战略目标和企业文化，重新设计和优化企业的产品过程，为客户创造更大的价值，并通过信息技术的使用和持续的过程改进，实现企业的持续发展。5、什么是网络化制造？实施网络化制造技术的行为主体是什么？答：网络化制造指的是：面对市场机遇，针对某一市场需要，利用以因特网（INTERNET）为标志的信息高速公路，灵活而迅速地组织社会制造资源，把分散在不同地区的现有生产设备资源、智力资源和各种核心能力，按资源优势互补的原则，迅速地组合成一种没有围墙的、超越空间约束的、靠电子手段联系的、统一指挥的经营实体－－网络联盟企业，以便快速推出高质量、低成本的新产品。实施网络化制造技术的行为主体是网络同盟 习题判断题：1√ 2×3√ 4× 5× 6√ 7√ 8√ 选择题：1 D 2 A 3C 4B
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