Inventory Control

1 / 40
About This Presentation
Title:

Inventory Control

Description:

Unplanned shocks (labor strikes, natural disasters, surges in demand, etc. ... Electronica. Banca. Costes Log sticos como. Porcentaje de ventas ... – PowerPoint PPT presentation

Number of Views:56
Avg rating:3.0/5.0
Slides: 41
Provided by: jpga

less

Transcript and Presenter's Notes

Title: Inventory Control


1
Inventory Control
2
Inventory Control
3
Inventory Control is everywhere.
  • Fuel for the Car
  • Milk to Drink
  • Milk to Sell
  • MotherBoards to Assemble Computers
  • Production with Setups

4
Some youtube videos
  • http//es.youtube.com/watch?vqkZQxXJuqKo
  • http//es.youtube.com/watch?v_VrBKF6SUCA

5
Why we do store?
  • Unplanned shocks (labor strikes, natural
    disasters, surges in demand, etc.)
  • To maintain independence of supply chain
  • Economies of production
  • Improve customer service
  • Economies of purchasing
  • Transportation savings
  • Hedge against future

6
Costs Related with Inventory Control
  • Inventory deteriorates, becomes obsolete, lost,
    stolen, etc.
  • Order processing
  • Shipping
  • Handling
  • Carrying Costs
  • Capital (opportunity) costs
  • Inventory risk costs
  • Space costs
  • Inventory service costs
  • Out-of- Stock Costs
  • Lost sales cost
  • Back-order cost
  • Complacency

7
Nature of Inventory Adding Value through
Inventory
  • Speed
  • location of inventory has gigantic effect on
    speed
  • Cost
  • direct purchasing, delivery, manufacturing
  • indirect holding, stockout.
  • Quality
  • inventory can be a buffer against poor quality
    conversely, low inventory levels may force high
    quality
  • Flexibility
  • location, level of anticipatory inventory both
    have effects

8
Nature of InventoryFunctional Roles of Inventory
  • Transit
  • Buffer
  • Seasonal
  • Decoupling
  • Speculative
  • Lot Sizing or Cycle
  • Mistakes
  • Promotional

9
Logistics Costs
Categoría de Coste Costes Totales sobre Ventas Costes Logísticos
Transporte 636 5,4 (5.9) 62,7
Almacenamiento 82 0,7 (0.8) 8,1
Costes de Inventarios 250 2,1 (3) 24,6
Administración 47 0,4 (0.4) 4,6
Total 1015 8,6 (10.1) 100
Source 16th Annual State of Logistics Report,
2004
(Entre parentesis los datos del 2001)
10
http//www.loanational.org/documents/cscmp/17th_An
nual_State_of_Logistics_Report.pdf
11
Sectores diferentes tienen diferentes perfiles de
coste
  • Pero además la logística además también impacta
    en
  • Otros costes en la Cadena de suministro como los
    de fabricación materia prima o gestión de
    clientes.
  • La cantidad de capital en el negocio.
  • Y una elevada proporción del riesgo global del
    negocio.

Costes Logísticos como Porcentaje de ventas
20
Aerospacial
Automovil
Maquinaría
15
ComidaBebida
Electronica
Sanidad
Químicas
10
Gas y Petrol
Distribución
Banca
5
0
Source ILT, McKinsey, LCP Consulting analysis
12
Visión general
13
(No Transcript)
14
Which are the main factors
15
Main Factors defining an Inventory Policy
  • Demand
  • Average Forecasted Demand
  • Error on Forecasted Demand
  • Setup
  • Cost
  • Time
  • Storage
  • Cost
  • Capacity
  • Expiration
  • Time
  • Lead Time
  • Lead Time (LT)
  • Basic Period
  • Period of Forecasting
  • Horizon
  • Finite and Infinite Horizon
  • Finite or Infinite Production Rate

16
EOQ Formula
17
Why to do it with Formulae what has always been
done by head?
  • Reduce Cost
  • Number of Different units
  • Time to do Added Value tasks
  • Computer Aid Management

18
Assumptions to derive the EOQ formula
  • Production is Instantaneous.
  • Delivery is inmediate
  • Demand is deterministic
  • Demand is constant over time
  • A production run incurs a fixed setup cost
  • Products can be analyzed individually

19
Inventory Order Cycle
20
EOQ Cost Model
21
EOQ Cost Model
22
EOQ Cost Model (cont.)
23
EOQ Example
Cc 0.75 per yard Co 150 D 10,000 yards
Orders per year D/Qopt 10,000/2,000 5
orders/year
Order cycle time 311 days/(D/Qopt) 311/5
62.2 store days
24
Required Data to generate a Policy
  • Time
  • Forecast Period
  • Horizon
  • Lead Time
  • Demand for a given Period (average and Standard
    Deviation)
  • Demand during Horizon
  • Cost
  • holding Cost ( per unit per year) KCu
  • Unit Cost ( per unit)
  • Setup Cost S ()
  • Total Cost Holding Cost Setup Cost
  • Service Level (max of runouts that we are
    willing to afford)

25
Policies
26
Reorder Point if stockltROP then Buy(Q)
  • ROPLevel of inventory at which a new order is
    placed
  • ROP Maximun demand that we want to serve during
    Lead Time
  • Average Demand during Lead Time
  • Standard deviation of demand
  • Safety Stock (ss)
  • Q Quantity that minimizes Total Cost

R dLss where d demand rate per period L
lead time
27
Safety Stocks. Basic Concepts
  • Safety stock
  • buffer added to on hand inventory during lead
    time
  • Stockout
  • an inventory shortage
  • Service level
  • probability that the inventory available during
    lead time will meet demand

28
Variable Demand with a Reorder Point
29
Reorder Point with a Safety Stock
30
Reorder Point With Variable Demand
31
Reorder Point for a Service Level
32
Reorder Point for Variable Demand
The carpet store wants a reorder point with a 95
service level and a 5 stockout probability
For a 95 service level, z 1.65
33
Periodic Review Policies if time then
Buy(OUL-Stock)
  • OUL Max Demand we cover during next Review
    Period Lead Time
  • Time Review Period that minimizes Total Cost
  • Economic Order Period (T)
  • Power of Two Policies

34
Order Quantity for a Periodic Inventory System
35
Fixed-Period Model with Variable Demand
36
Problem
  • A toy manufacturer uses aproximately 32000
    silicon chips annually. The Chips are used at a
    steady rate during the 240 days a year that the
    plant operates. Annual holding cost is 60 cents
    per chip and ordering cost is 24. A year has 288
    days.
  • How muchh should we order each time?
  • How many times per year are we to order?
  • What is the length of an order cycle.
  • What is the total cost?
  • If the supplier has a lead time of 20 days?
  • Which is the reorder point?
  • Should do we have a safety stock? To prevent what?

37
Problem
  • Determine optimal number to orderD 1,000
    unitsS 10 per orderH .50 per unit per
    year
  • The pack has 150 units each
  • Management underestimated demand by 50
  • C 5/unitThere is a discount of 5 per unit if
    you buy more than 500 units

38
Problem
  • A company substitutes in a regular way a
    component of a given machine to ensure quality
    parameters of the product. Machine works during
    the whole year and needs 40 parts per week. The
    component supplier offers a price of 10 per
    unit for orders with less than 300 units, and a
    price of 9.70 per unit for bigger orders. The
    cost of setting each order is stimated on 25 ,
    and the holding cost is of 0.26 / / year.
  • How many units should you request each time?
  • If the supplier wants you to make orders bigger
    than 500 units which is maximum unit price that
    should stablish for orders bigger than 500 units?

39
Karbonicas JuPe
  • Karbonicas JuPe is a company bottling drinks
    where you work. To simplify we are to consider
    only one product. Our company has a warehouse
    where store product just manufactured and from
    where we serve the three logistics platforms that
    our client holds. The logistics platforms are
    cross-dock warehouses, where storing products has
    a high cost, and from where there associated
    retail stores are served.
  • The lead time at the manufacturing side for
    Karbonicas JuPe is 7 days (i.e. it takes one week
    from we have been asked to produce until the
    product is ready at the warehouse. Each of the
    logistics platforms faces a demand (measured in
    pallets) that might be approximated by a normal
    distribution. (Data can be found at Table I).
  • Each logistic platform knows the demand and the
    stock levels of each associated retail store. It
    takes two (2) days since the platform asks for
    products until the product reaches each retail
    store through the logistic platform. The
    inventory system is Reorder Point at each
    echelon. (i.e. the platforms work with ROP logic
    to the central warehouse of Karbonicas JuPe, and
    the central warehouse works with ROP to the
    manufacturing facility). The relation between the
    logistic platform and the retail stores is not
    considere in this problem.
  • You are considering the posibility of eliminate
    the central warehouse echelon. To do that the
    three logistics platforms should agree a joint
    review period (considering all the costs) with a
    power-of-two policy. The factory consolidates the
    three orders (that have been done simultaneously)
    and will bottle them together. From the factory
    docks and without passing through the central
    warehouse the product will be sent directly to
    each logistic platform.
  • Key questions are how much does it cost now, how
    much will it cost the new system.

40
Karbonicas JuPe (ctnd)
  • Data
Write a Comment
User Comments (0)