Material Productivity

43
Material Productivity Material Productivity By T. A. Khan By T. A. Khan January 2008 January 2008

description

Material Productivity

Transcript of Material Productivity

  • Material Productivity By T. A. Khan

    January 2008

  • RM ProductivityRaw materials productivityOutput (value or unit or value added)Value of Raw material used How to Increase?=Efforts to reduce the cost of input materials.

  • Material productivity Reduce scrap or waste so that a higher percentage of the raw materials is utilised.Use of non corrosive materials or coatings to increase product life. (e.g. Bridges, highways & tools etc.)Reduce inventories to get higher returns per unit of inventory item.

  • Cost of Input MaterialsReduce the actual quantity of materials used per unit of the finished product.Improve product design.Improve manufacturing processes to:Enhance product qualityReduce material waste.Improve Suppliers processesReduce inventory costs.

  • What is Inventory?Stock of materialsStored capacityExamples

  • The Functions of InventoryTo provide a stock of goods that will provide a selection for customersTo take advantage of quantity discountsTo hedge against inflation and upward price changes.Protect against shortagesWIP decouples production stages

  • The Functions of InventoryIndependence of operationsDecouple production & distributionpermits constant production quantitiesVariation in demandFlexibility in schedulingSupply (lead-time) variabilityEconomic purchase order size

  • Disadvantages of InventoryHigher costsItem cost (cost of the item)Ordering (or setup) costcost of forms, clerks wages, EDI systemHolding (or carrying) costBuilding lease, insurance, money tied upDifficult to controlHides production problems

  • Types of InventoryRaw materialWork-in-progressMaintenance/repair/operating supplyFinished goodsDefectivesReturns

  • Performance and WIP LevelLess WIP means products go through system fasterreducing the WIP makes you more sensitive to problems, helps you find problems fasterStream and Rocks analogy:Inventory (WIP) is like water in a streamIt hides the rocksRocks force you to keep a lot of water (WIP) in the stream

  • Lowering Inventory Reduces WasteWIP hides problems

  • Lowering Inventory Reduces WasteWIP hides problems

  • Lowering Inventory Reduces WasteReducing WIP makesproblem very visible

  • Lowering Inventory Reduces WasteRemove problem, runWith less WIP

  • Lowering Inventory Reduces WasteReduce WIP again to findnew problems

  • The Material Flow Cycle

  • The Material Flow CycleRun time: Job is at machine and being worked onSetup time: Job is at the work station, and the work station is being "setup."Queue time: Job is where it should be, but is not being processed because other work precedes it.Move time: The time a job spends in transitWait time: When one process is finished, but the job is waiting to be moved to the next work area.Other: "Just-in-case" inventory.

  • Inventory CostsHolding costs - associated with holding or carrying inventory over timeOrdering costs - associated with costs of placing order and receiving goodsSetup costs - cost to prepare a machine or process for manufacturing an order

  • Holding (Carrying) CostsObsolescenceInsuranceExtra staffingInterestPilferageDamageWarehousingEtc.

  • Inventory Holding CostsCategory% of ValueHousing (building) cost6%Material handling3%Labor cost3%Opportunity/investment11%Pilferage/scrap/obsolescence3%Total Holding Cost26%

  • Shrinkage CostsHow much is stolen?2% for discount, dept. stores, hardware, convenience, sporting goods3% for toys & hobbies1.5% for all elseWhere does the missing stuff go?Employees: 44.5%Shoplifters: 32.7%Administrative / paperwork error: 17.5%Vendor fraud: 5.1%

  • ABC AnalysisDivides on-hand inventory into 3 classesA class, B class, C classBasis is usually annual $ volume$ volume = Annual demand x Unit costPolicies based on ABC analysisDevelop class A suppliers moreGive tighter physical control of A itemsForecast A items more carefully

  • Classifying Items as ABCABC% Annual $ Usage% of Inventory Items

    Class

    % $ Vol

    % Items

    A

    80

    15

    B

    15

    30

    C

    5

    55

  • Ordering CostsSuppliesFormsOrder processingClerical supportEtc.

  • Setup CostsClean-up costsRe-tooling costsAdjustment costsEtc

  • Inventory ModelsFixed order-quantity modelsEconomic order quantityProduction order quantityQuantity discountProbabilistic modelsFixed order-period models

  • EOQ AssumptionsKnown and constant demandKnown and constant lead timeInstantaneous receipt of materialNo quantity discountsOnly order (setup) cost and holding costNo stockouts

  • Inventory Usage Over Time

  • EOQ ModelHow Much to Order?

  • EOQ Model Equations

  • Material productivityRaw materials productivityOutput (value or unit or value added)Value of Raw material used =Value of Raw Material used.Value of Perfect RequirementValue of wasteImprove Product DesignInventory CostsImprove Manufacturing ProcessImprove Material QualityOptimize Inventory carrying Costs Optimize Inventory Ordering Costs

  • ABC Classification SolutionStock #Vol.Cost$ Vol.%ABC20626,000$ 36$936,000105200600120,0000192,00055110,00014420,000480,0002077,0001070,000Total1,316,000

  • ABC Classification Solution

    Stock #

    Vol.

    Cost

    $ Vol.

    %

    ABC

    206

    26,000

    $ 36

    $936,000

    71.1

    A

    105

    200

    600

    120,000

    9.1

    A

    019

    2,000

    55

    110,000

    8.4

    B

    144

    20,000

    4

    80,000

    6.1

    B

    207

    7,000

    10

    70,000

    5.3

    C

    Total

    1,316,000

    100.0

  • Deriving an EOQDevelop an expression for setup or ordering costsDevelop an expression for holding costSet setup cost equal to holding costSolve the resulting equation for the best order quantity

  • Why Holding Costs IncreasePurchase OrderDescriptionQty.Microwave1Order quantityMore units must be stored if more are ordered

  • Why Order Costs Decrease

  • EOQ Model (When To Order)

  • The Reorder Point (ROP) Curve

  • Sample Problem 1Assume you have a product with the following parameters:Annual Demand = 360 unitsHolding cost = $1.00 per unitOrder cost = $100 per orderWhat is the EOQ for this product? Assuming a 300-day work year, how many orders should be processed per year? What is the expected time between orders?

  • Problem 2 Solution