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Inventory Control: Part 3

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Title: Inventory Control: Part 3


1
Inventory Control Part 3 Independent Demand
Inventories
2
Types of Inventories
  • By Function
  • - Lot-Size (Cycle or Replenishment)
  • - Instantaneous (Purchase)
  • - Non-Instantaneous (Produce)
  • - Safety (Fluctuation or Buffer)
  • - Anticipation (Seasonal)
  • - Transportation (Pipeline)
  • - Hedge (Beyond Scope of Class)

3
Safety Stocks
  • Used for Emergencies
  • Finished Goods Unexpected Demand (Level Related
    to Customer Service)
  • Raw Materials Orders Not Received
  • Work-in-Process (WIP) Worker Unavailable or
    Machine Breakdown - Decoupling Inventory
  • Also Known as Buffer or Fluctuation Inventory

4
Finished Goods Safety Stocks
Stored with Lot-Size Stocks
5
Safety Stocks
  • From Graph
    OP DDLT SS where
    OP Order Point
    DD
    Forecast Demand
    LT Lead Time
    SS Safety Stock
  • So SS OP DDLT by Algebra
  • OP Set from Customer Service Level (SL)

6
Safety Stocks Example 1
  • The Frigid Corporation manufactures
    refrigerators. The probability distribution of
    demand during lead time is
  • Demand Probability
  • 10 .20
  • 20 .20
  • 30 .30
  • 40 .20
  • 50 .10
  • Suppose the customer service level is 70.
    Determine the reorder point (consider only 10,
    20, 30, 40, 50).

7
Safety Stocks Example 1
  • Let SL .7 (70)
  • Demand Probability CDF
  • 10 .2 .2
  • 20 .2 .4
  • 30 .3 .7 ?
  • 40 .2 .9
  • 50 .1 1.0
  • OP 30 (Meets Demand 70 of Time)

8
Safety Stocks Example1
  • SS OP DDLT
  • DDLT Expected Value of Demand
  • DDLT .2(10).2(20).3(30).2(40).1(50)
  • DDLT 28
  • SS 30 28 2
  • If SL is 80, What is OP and SS?
  • If SL is 90, What is OP and SS?

9
Safety StocksNormal Demand
10
Safety Stocks Example 2
  • The Inandout Production Company requires steel
    rods at the mean rate of 35 rods per day. This
    rate follows a normal distribution with a
    standard deviation of 3 per day. The service
    level has been set at 90. If lead time for
    reordering is one day, what is the optimum safety
    stock?

11
Safety StocksExample 2
  • Given SL .9 (90), DDLT 35, ?DDLT 3
  • Z from Normal Table (text page 314) 1.28
  • ( Z is also known as safety factor)
  • Z (OP DDLT) / ?DDLT or
  • OP DDLT Z ?DDLT 35 (1.28)(3) ? 39
  • SS OP DDLT 39 35 4

12
Types of Inventories
  • Type Best Size
  • 1. Lot-Size
  • a. Instantaneous Q/2
  • b. Non-Instantaneous IMAX/2
  • 2. Safety OP - DDLT
  • 3. Anticipation Guesstimate
  • 4. Transportation (Usage) (Time)
  • 5. Hedge Guesstimate

13
Implementation ofInventory Control
  • Q and N Cannot Both be Fixed
    (E.g. Q 10, A 100, N A/Q 100/10 10)
  • N Varies and Q Fixed Order Point System (AKA
    Fixed Order Quantity). Requires Two-Bin System,
    Kanban, or Perpetual Inventory. Order say Q
    when Actual Inventory OP.
  • Q Varies and N Fixed Periodic Review System
    (AKA Fixed Order Cycle System)

14
Periodic Review System
  • Let T D (R LT) SS Where
  • T Target Inventory Level
  • D Demand per Unit of Time
  • LT Lead Time
  • R Review Period (Fixed at 1/N)
  • SS Safety Stock
  • Order Q T I Where
  • I Inventory on Hand.
  • See Example on Page 321 of Text.

15
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