财务管理与财务分析运营管理.ppt
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1、财务管理与财务分析运营管理课件,2,I,Inventory Systems for Independent Demand,?,Basic fixed order quantity system,Constant Demand,Uncertain demand,?,Basic fixed time period system,?,Newsvendor model,?,Supply chain contract,OPERATIONS MANAGEMENT CLASS,3,I,4,Purposes of Inventory,1.To maintain independence of operatio
2、ns,2.To meet variation in product demand,3.To allow flexibility in production scheduling,4.To provide a safeguard for variation in raw,material delivery time,5.To take advantage of economic purchase-order,size,4,I,5,I,6,I,Inventory Costs,?,Holding(or carrying)costs,?,Setup(or production change)costs
3、,?,Ordering costs,?,Shortage costs,.,7,I,Classifying Independent Demand Systems,?,Fixed-Order Quantity,The reorder point,?,Fixed-Time Period,?,Hybrid Systems-Both Together-Order,Periodically unless we reach the reorder point.,8,I,Inventory Systems for Independent Demand,?,Basic fixed order quantity
4、system,Constant Demand,Uncertain demand,?,Basic fixed time period system,?,Newsvendor model,?,Supply chain contract,OPERATIONS MANAGEMENT CLASS,9,I,Fixed-Order Quantity Models,Economic Order Quantity(EOQ):,Assumptions,?,Demand for the product is constant and uniform,throughout the period,?,Lead time
5、(delivery time of the order)is constant,?,Price per unit of product is constant,.,10,I,Fixed-Order Quantity Models,Economic Order Quantity:,Assumptions(contd),?,Inventory holding cost is based on average,inventory.,?,Ordering or setup costs are constant.,?,All demands for the product will be satisfi
6、ed(No,lost sales are allowed),.,11,I,EOQ:A SIMPLE MODEL,?,Book Store Mug Sales,Demand is constant,at 20 units a week,Fixed order cost of$12,no lead time,Holding cost of 25%of inventory value,annually,Mugs cost$1.00,sell for$5.00,?,Question,How many,when to order,12,I,EOQ Model-Basic Fixed-Order,Quan
7、tity Model,R=Reorder point=L*d,Q=Economic order quantity,L=Lead time,d=Demand per Unit of Time,L,L,Q,Q,Q,R,Time,Number,of units,on hand,.,13,I,Cost Minimization Goal,Annual Ordering Costs,Holding,Costs,Q,OPT,Order Quantity(Q),C,O,S,T,Annual Cost of,Items(DC),Total Cost,.,TAHC=H*(Q/2),TAOC=S*D/Q,TAC=
8、TAHC+TAOC,S:cost of placing an order or setup cost,14,I,Basic Fixed-Order Quantity Model,T,C,=,D,C,+,D,Q,S,+,Q,2,H,Total Annual Cost=,Annual,Purchase,Cost,Total Annual,Ordering,Cost,Total Annual,Holding,Cost,+,+,TC,Total annual cost,D,Demand,C,Cost per unit,Q,Order quantity,S,Cost of placing an orde
9、r,or setup cost,R,Reorder point,L,Lead time,H,Annual holding and storage cost,per unit of inventory,.,15,I,Deriving the EOQ-Calculus Method,?,Using calculus,we take the derivative of the total,cost function and set the derivative(slope)equal,to zero,.,Q,=,2,D,S,H,=,2,(,A,n,n,u,a,l,D,e,m,a,n,d,),(,O,
10、r,d,e,r,o,r,S,e,t,u,p,C,o,s,t,),A,n,n,u,a,l,H,o,l,d,i,n,g,C,o,s,t,O,P,T,R,e,o,r,d,e,r,p,o,i,n,t,R,=,d,L,_,d,=,a,v,e,r,a,g,e,d,a,i,l,y,d,e,m,a,n,d,(,c,o,n,s,t,a,n,t,),L,=,L,e,a,d,t,i,m,e,(,c,o,n,s,t,a,n,t,),_,16,I,?,Recognizing TAHC=TAOC at Optimal,?,TAHC=H*Q/2,TAOC=S*D/Q,?,H*Q/2=S*D/Q,Solving for Q
11、Yields:,Q,=,2,D,S,H,=,2,(,A,n,n,u,a,l,D,e,m,a,n,d,),(,O,r,d,e,r,o,r,S,e,t,u,p,C,o,s,t,),A,n,n,u,a,l,H,o,l,d,i,n,g,C,o,s,t,O,P,T,R,e,o,r,d,e,r,p,o,i,n,t,R,=,d,L,_,d,=,a,v,e,r,a,g,e,d,a,i,l,y,d,e,m,a,n,d,(,c,o,n,s,t,a,n,t,),L,=,L,e,a,d,t,i,m,e,(,c,o,n,s,t,a,n,t,),_,Deriving the EOQ-Graphical Method,17
12、,I,EOQ:OPTIMAL ORDER QUANTITY,?,Optimal Quantity=,?,So for our problem,the optimal quantity is 316,(2*Demand*Setup Cost)/holding cost,18,I,EOQ Example,Annual Demand=1,000 units,Days per year considered in average daily demand=365,Cost to place an order=$10,Holding cost per unit per year=$2.50,Lead t
13、ime=7 days,Cost per unit=$15,Determine the economic order quantity and the reorder point.,.,19,I,Solution,d,=,1,0,0,0,u,n,i,t,s,/,y,e,a,r,3,6,5,d,a,y,s,/,y,e,a,r,=,2,.,7,4,u,n,i,t,s,/,d,a,y,Q,=,2,D,S,H,=,2,(,1,0,0,0,),(,1,0,),2,.,5,0,=,8,9,.,4,4,3,u,n,i,t,s,o,r,O,P,T,9,0,u,n,i,t,s,R,e,o,r,d,e,r,p,o,
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