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精品文档精心整理精品文档可编辑的精品文档标准正态表x0.000.010.020.030.040.050.060.070.080.090.00.50000.50400.50800.51200.51600.51990.52390.52790.53190.53590.10.53980.54380.54780.55170.55570.55960.56360.56750.57140.57530.20.57930.58320.58710.59100.59480.59870.60260.60640.61030.61410.30.61790.62170.62550.62930.63310.63680.64060.64430.64800.65170.40.65540.65910.66280.66640.67000.67360.67720.68080.68440.68790.50.69150.69500.69850.70190.70540.70880.71230.71570.71900.72240.60.72570.72910.73240.73570.73890.74220.74540.74860.75170.75490.70.75800.76110.76420.76730.77040.77340.77640.77940.78230.78520.80.78810.79100.79390.79670.79950.80230.80510.80780.81060.81330.90.81590.81860.82120.82380.82640.82890.83150.83400.83650.83891.00.84130.84380.84610.84850.85080.85310.85540.85770.85990.86211.10.86430.86650.86860.87080.87290.87490.87700.87900.88100.88301.20.88490.88690.88880.89070.89250.89440.89620.89800.89970.90151.30.90320.90490.90660.90820.90990.91150.91310.91470.91620.91771.40.91920.92070.92220.92360.92510.92650.92790.92920.93060.93191.50.93320.93450.93570.93700.93820.93940.94060.94180.94290.94411.60.94520.94630.94740.94840.94950.95050.95150.95250.95350.95451.70.95540.95640.95730.95820.95910.95990.96080.96160.96250.96331.80.96410.96490.96560.96640.96710.96780.96860.96930.96990.97061.90.97130.97190.97260.97320.97380.97440.97500.97560.97610.97672.00.97720.97780.97830.97880.97930.97980.98030.98080.98120.98172.10.98210.98260.98300.98340.98380.98420.98460.98500.98540.98572.20.98610.98640.98680.98710.98750.98780.98810.98840.98870.98902.30.98930.98960.98980.99010.99040.99060.99090.99110.99130.99162.40.99180.99200.99220.99250.99270.99290.99310.99320.99340.99362.50.99380.99400.99410.99430.99450.99460.99480.99490.99510.99522.60.99530.99550.99560.99570.99590.99600.99610.99620.99630.99642.70.99650.99660.99670.99680.99690.99700.99710.99720.99730.99742.80.99740.99750.99760.99770.99770.99780.99790.99790.99800.99812.90.99810.99820.99820.99830.99840.99840.99850.99850.99860.99863.00.99870.99870.99870.99880.99880.99890.99890.99890.99900.99903.10.99900.99910.99910.99910.99920.99920.99920.99920.99930.99933.20.99930.99930.99940.99940.99940.99940.99940.99950.99950.99953.30.99950.99950.99950.99960.99960.99960.99960.99960.99960.99973.40.99970.99970.99970.99970.99970.99970.99970.99970.99970.99983.50.99980.99980.99980.99980.99980.99980.99980.99980.99980.99983.60.99980.99980.99990.99990.99990.99990.99990.99990.99990.99993.70.99990.99990.99990.99990.99990.99990.99990.99990.99990.99993.80.99990.99990.99990.99990.99990.99990.99990.99990.99990.99993.91.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000

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.29011.66021.98402.36422.62592.87073.17373.39051200.67650.84461.04091.28861.65771.97992.35782.61742.85993.15953.3735F分布P=0.90n\m123567810152030139.8649.5053.5955.8357.2458.9159.4459.8661.2261.7462.2628.539.009.169.249.299.359.379.389.429.449.4635.545.465.395.345.315.275.255.245.205.185.1744.544.324.194.114.053.983.953.943.873.843.8254.063.783.623.523.453.373.343.323.243.213.1763.783.463.293.183.113.012.982.962.872.842.8073.593.263.072.962.882.782.752.722.632.592.5683.463.112.922.812.732.622.592.562.462.422.3893.363.012.812.692.612.512.472.442.342.302.25103.292.922.732.612.522.412.382.352.242.202.16113.232.862.662.542.452.342.302.272.172.122.08123.182.812.612.482.392.282.242.212.102.062.01133.142.762.562.432.352.232.202.162.052.011.96143.102.732.522.392.312.192.152.122.011.961.91153.072.702.492.362.272.162.122.091.971.921.87163.052.672.462.332.242.132.092.061.941.891.84173.032.642.442.312.222.102.062.031.911.861.81183.012.622.422.292.202.082.042.001.891.841.78192.992.612.402.272.182.062.021.981.861.811.76202.972.592.382.252.162.042.001.961.841.791.74212.962.572.362.232.142.021.981.951.831.781.72222.952.562.352.222.132.011.971.931.811.761.70242.932.542.332.192.101.981.941.911.781.731.67262.912.522.312.172.081.961.921.881.761.711.65282.892.502.292.162.061.941.901.871.741.691.63302.882.492.282.142.051.931.881.851.721.671.61P=0.99n\m123567810121416182014052.184999.505403.355624.585763.655928.365981.076022.476106.326142.676170.106191.536208.73298.5099.0099.1799.2599.3099.3699.3799.3999.4299.4399.4499.4499.45334.1230.8229.4628.7128.2427.6727.4927.3527.0526.9226.8326.7526.69421.2018.0016.6915.9815.5214.9814.8014.6614.3714.2514.1514.0814.02516.2613.2712.0611.3910.9710.4610.2910.169.899.779.689.619.55613.7510.929.789.158.758.268.107.987.727.607.527.457.40712.259.558.457.857.466.996.846.726.476.366.286.216.16811.268.657.597.016.636.186.035.915.675.565.485.415.36910.568.026.996.426.065.615.475.355.115.014.924.864.811010.047.566.555.995.645.205.064.944.714.604.524.464.41119.657.216.225.675.324.894.744.634.404.294.214.154.10129.336.935.955.415.064.644.504.394.164.053.973.913.86139.076.705.745.214.864.444.304.193.963.863.783.723.66148.866.515.565.044.694.284.144.033.803.703.623.563.51158.686.365.424.894.564.144.003.893.673.563.493.423.37168.536.235.294.774.444.033.893.783.553.453.373.313.26178.406.115.184.674.343.933.793.683.463.353.273.213.16188.296.015.094.584.253.843.713.603.373.273.193.133.08198.185.935.014.504.173.773.633.523.303.193.123.053.00208.105.854.944.434.103.703.563.463.233.133.052.992.94218.025.784.874.374.043.643.513.403.173.072.992.932.88227.955.724.824.313.993.593.453.353.123.022.942.882.83237.885.664.764.263.943.543.413.303.072.972.892.832.78247.825.614.724.223.903.503.363.263.032.932.852.792.74257.775.574.684.183.853.463.323.222.992.892.812.752.70267.725.534.644.143.823.423.293.182.962.862.782.722.66277.685.494.604.113.783.393.263.152.932.822.752.682.63287.645.454.574.073.753.363.233.122.902.792.722.652.60297.605.424.544.043.733.333.203.092.872.772.692.632.57307.565.394.514.023.703.303.173.072.842.742.662.602.55Excel公式1.正态分布函数Excel计算正态分布时,使用NORMDIST函数,其格式如下:NORMDIST(a,μ,σ,累积)其中,“累积”:若为TRUE,则输出分布函数值,即P{X≤a};若为FALSE,则为概率密度函数值.示例:已知X服从正态分布,μ=600,σ=100,求P{X≤500}.输入公式NORMDIST(500,600,100,TRUE)得到的结果为0.158655,即P{X≤500}=0.158655.2、正态分布函数的反函数Excel计算正态分布函数的反函数使用NORMINV函数,格式如下:NORMINV(p,μ,σ),此公式计算a,使P{X≤a}=p3标准正态分布反函数=NORMSINV(0.975)3、t分布Excel计算t分布的值,采用TDIST函数,格式如下:TDIST(a,自由度,侧数)其中,“侧数”:指明分布为单侧或双侧:若为1,为单侧;此命令输出P{T>a}若为2,为双侧.此命令输出P{|T|>a}示例:设T服从自由度为24的t分布,求P(T>1.711).已知t=1.711,df=24,采用单侧,则T分布的值:TDIST(1.711,24,1)得到0.05,即P(T>1.711)=0.05.4.t分布的反函数Excel使用TINV函数得到t分布的反函数,格式如下:TINV(α,自由度)输出T分布的α/2分位点:t_α/2_(n)若求临界值tα(n),则使用公式=TINV(2*α,n)5.返回F分布的函数是FDISTFDIST(x,degrees_freedom1,degrees_freedom2)函数FDIST的计算公式为FDIST=P(F>x),5.F分布的反函数FINV(probability,deg_freedom1,deg_freedom2)已知probability=P(F>x),求x精品文档精心整理精品文档可编辑的精品文档第四章库存控制4.1概述一.库存和库存分类库存:处在储存状态的物资的数量库存分类:1.生产储备(周转储备)2.商品储备(流通储备)(周转储备)3.国家储备(安全储备)二.为什么周转仓库要进行库存控制?1.周转储备的二重性:一方面保障生产和流通的顺利进行;另一方面又闲置,延缓生产,需要付出费用。2.周转储备应当有一个合理的限度:太多了,不行:需要多的保管用具用料和人员,保管费用增加;太少了,不行:会造成缺货,产生缺货费用,也造成费用增加。应该不多不少,以能恰好保证生产和流通需要为限。3.合理库存:包括储备分布,储备品种结构,储备数量,储备费用合理。三.库存过程概述:库存过程可以分成:订货过程:从发出订货到订货成交为止。商流过程─┐库存增加进货过程:从订货成交到货物入库为止。物流过程─┘保管过程:从货物入库到货物出库为止。物流过程库存不变销售出库过程:从货物点交到货物出库发运止,商,物流过程库存减少四.库存控制的原理:为了控制库存量,由库存过程可知,可控制订货进货过程,也可控制销售出库过程。都可以达到目的。但是,控制销售出库过程,意味着限制用户的需求,影响社会需求,不好。所以最好采用通过控制订货进货过程的办法来控制库存量。这样,不但可主动控制库存量,而且不影响社会效益。因此,本章的思路,就是研究怎样通过控制订货进货过程的办法来控制库存量。五.订货策略的含义:包括三个方面的内容:1.什么时侯订货,即订货时机,或订货点。2.订多少,即订货点。3.如何实施,即订货方法。六.库存费用:1.订货费:含义:订货过程中发生的全部费用。包括差旅费,订货手续费,通讯费,招待费以及订货人员有关费用。特点:每一次订货中订货费与订货量的多少无关。若干次订货的总订货费与订货次数有关。公式:设一次订货费为c0,且每次订货费都相等,如在T期间内共订了n次货,每次订货量为Qo,T期间内的总需求量(也即T期间内的总订货量)为D,则T期间内的总订货费为:C0QC0Q0图4-1可见,如T期间的总需求量D确定不变时,平均订货费的大小与订货批量成反比。如图4-1所示。2.保管费:含义:保管程中发生的全部费用。包括:入、出库时的装卸搬运堆码检验费用;保管用具用料费用;仓库房租水电费;保管人员有关费用;保管过程中的货损货差;保管物资资金的银行利息。特点:保管费用与保管数量的多少和保管时间的长短有关。设单位物资单位时间的保管费为c1,平均库存量为,则T期间的总保管费C1为:C1Q0图4-2C1Q0图4-2而T期间内的平均保管费为:可见平均保管费与订货批量成正比。如图4-2所示:QQ图4-3TQ0tR图4-4TQ0Qp对于持时到货的情况(图4-4),设进货的速率为p、销售的速率为R,订货批量为Q0,则所能达到的最高库存量Qmax为:T期间的平均库存量等于:所以T期间的平均保管费等于:3.进货费与购买费:含义:所谓进货费,就是进货途中的全部费用,即运杂费。包括:运费、包装费、装卸费、租赁费、延时费、货损货差等。购买费,即物资的原价。特点:进货费与购买费都与订货批量无关,批量订多订少都不安影响其总进货费和购买费。我们把这种与订货批量无关的费用称为固定费用,而把那些与订货批量有关的费用称作可变费用。因此,进货费与购买费是固定费用,而订货费、保管费、缺货费、补货费是可变费用。设单位物资的进货费为c3,单价为K,订货批量为Q0,则总进货费与购买费C3为:C3=(c3+K)Q0如为简化起见,用K表示固定费用,则C3可表示为:C3=(c3+K)Q0≈KQ0则平均固定费用:4.总费用:即各项费用的总和。即:C=Co+C1+C3总平均费用为:4.2经济订货批量一.概述:1.什么叫经济订货批量?所谓经济订货批量,就是从经济的观点出发在各种库存情况下,考虑怎样选择订货批量,使得库存总费用最省最经济。把这个使得库存总费用最省最经济的订货批量,叫经济订货批量。2.应用经济订货批量公式的意义:1)可以使得纵费用最省;2)可以达到库存控制的目的。3.应用经济订货批量公式的前提条件:1)公式适用于订货不受限制的情况。即什么时侯想订货就能订到货,想到哪里订就能到那里订。2)公式适用于单一品种的情况。3)公式不但适用于确定型,也适用于随机型。二.瞬时到货情况下的经济订货批量:RQtTRQtT2TR图4-5Q0由前节(4-9)式知:=为求使最小的订货批量,令:即:=Q0就是常说的经济订货批量,特记为:并且可求得:分别称作经济订货周期和瞬时到货的平均总变动费用。三.持时到货情况下的经济订货批量:Q0QtQ0Qt1TtRRpp图4-6根据4-10式,其库存平均总费用:=++其中,因:pt1=RT=Qo所以,而=KR所以,为求使的总费用最小的订货周期T,令:得:即:说明:1.持时和瞬时的区别:;持时导致保管费用减少,从而导致Q*增大、订货周期增长而总平均可变费用减少。2.持时的效果相当于减少了保管费用,这是因为边进货边销售,有些货物没入库就销售掉了,使保管费用减少了。极端的情况下,所有货物都不入库,直接从供应地运到用户。皮包公司就是这么做的。3.持时因子当p趋向无穷大,则就趋向于1,持时也就变成了瞬时,所以瞬时乃是持时的特殊情况。4.3随机型库存控制方法一.概述:1.随机型:即库存参数中,至少有一个是随机变量的库存模型。所谓随机变量是其值是随时间而随机变化的,不能预先知道它在将来某一时刻确切的取值。2.主要的随机型库存参数有:1)需求速率R:单位时间的需求量。2)订货前置期Tk:从发出订货到所订货物入库为止的时间间隔。3)前置期需求量DL:订货前置期中的总需求量。4)订货点Qk的确定:订货点Qk是发出订货时的实际库存量。控制订货点Qk的高低,可以控制库存量。如Qk取得高,则所订货物到达入库时,原来库存物资还没销售完,从而库存水平升高,保管费用增加;如Qk太低,则所订货物到达入库时,原来的库存物资早已销售一空,产生了缺货,影响销售利润和库存满足率。所以Qk是一个进行库存控制的决策变量。Qk的最佳值最好是恰好等于“DL”,即:Qk=“DL”但“DL”是随机变量,没有确定值,所以为了确定Qk,需要用到随机变量的知识来求解。一般,我们取Qk等于“DL”的平均值,再加上一个合适的保险裕量Qs,即:Qk=+Qs其中:是平均前置期需求量,Qs称为安全库存量。5)安全库存量Qs的求法:所谓安全库存,是在库存控制中为防止在订货前置期间内销售缺货而设置的库存量。是在平均前置期需求量上附加的一个保险裕量。如果“DL”服从正态分布,即:

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