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Ch 11 - Supply Chain Management
  - Supply Chain's Strategic Importance 
	(p434)
    - Def - Supply Chain - the facilities and activities involved in
      producing and delivering a product (good or service) from suppliers (and their suppliers)
      to customers (and their customers).
    
      - Objective - maximizing value to the ultimate customer.
- The profound improvement in supply chain mgt is due to:
      
        - The rapid flow of information among suppliers and customers,
- *The use of mgt science computer models to optimize operations.
 
- Note: 20 years ago, average purchase order (PO) was manual, and cost $50. Today,
        average PO is electronic and costs $0.50.
 
- Supply Chain Facilities include - plants, warehouses, distribution
      centers, service centers, retail operations.
- Supply Chain Activities include:
    
      - Purchasing
- Material and financial transfers (Chs 12 - Inventory Mgt, 14 - MRP)
- Scheduling (Chs 13 - Aggregate Planning, 15 Short-term Scheduling)
- Transportation - shipping & delivery (Ch 8 - Location, TransLP)
- Customer service (Module D - Waiting Lines)
 
 
- Purchasing
    (Supply Chain Economics, p436)
    - Def - Purchasing - the acquisition of goods and services.
- Objectives of purchasing
    
      - *Identify products that can best be obtained externally
 Make-or-Buy Decision - Table 11.4, page 437.
- *Evaluate,
		develop and determine the best price, supplier and delivery for those
        products.
 
- Def - Internet Purchasing (also called e-procurement)
		(p445) - purchasing that uses the Internet
        to communicate orders.  Part of
        Enterprise Resource Planning Systems (Ch 14)
        
      - Note: Ford, General Motors, and DaimlerChrysler set up a super auction
        Internet site to buy $250 billion worth of parts each year. This cuts their cost by at least 10 percent,
        reducing the price of building a car by $1,000. Parts account for $10,000 of the cost of a $20,000 car. (Reference:
        "Believe All the Hype About B-2-B, It's the Real
        Thing",
        http://dailynews.yahoo.com,
        Tech Headlines, March 3, 2000)
 
 
- Purchasing Responsibilities
    (Vendor Selection, p447)
    - *Vendor Evaluation
- Vendor Development - training vendor to ensure proper quality, delivery,
      engineering changes
- *Negotiation of Contracts - use learning curves 
	(Module E below)
 
- Opportunities in an Integrated Supply Chain   (Techniques to enhance value, p442)
    - *Vendor Managed Inventory - supplier delivers product directly to user department, not
      stockroom. Example - car seat supplier delivers seats directly to production line.
- *Postponement - withholds customization to the product as long as possible.
      Example - by moving the power supply out of the printer and into the power cord, HP can
      ship printer anywhere in the world.
- *Drop Shipping - supplier ships directly to end consumer. Example - When customer
      buys a Dell PC with HP printer, printer is drop shipped to customer. Dell never
      holds printer.
- *Standardization - when possible, replace several similar products with one
      standard product. Example, a company standardizes on Microsoft Word.
 
- Benchmarking Supply Chain Management
  
     
- Table 11.6 - Supply
	Chain Performance - p452
        
          |  | Typical firms | Benchmark firms |  
          | Percent of late deliveries | 33% | 2% |  
          | Percent of rejected material | 1.5% | .0001% |  
          | Number of shortages per year | 400 | 4 |  
 
Learning Curves (Module E - page 782)
    
Def - Learning Effect - each time the production quantity doubles, the unit
      production time is reduced by a constant rate.
    Example - A production process follows an 80% learning curve where first unit
      requires 100 hrs. Then:
      - Second unit requires 100(.80) = 80 hrs
- Fourth unit requires 100(.80)2 = 64 hrs
- Eighth unit requires 100(.80)3 = 51 hrs
*Learning Curve - let TN denote the time to produce the N-th unit,
      then:
          TN = T1 N b
              where   b = (log L) /
      (log 2) and
                        
      L = learning fraction.
    Verification of learning property (for your information only)
       For N equal to a power of 2 (2, 4, 8, 16, . . . ), TN can be easily
      computed without logs
    For N equal to a power of 2 (2, 4, 8, 16, . . . ), TN can be easily
      computed without logs
    
      - If  N = 2n , then  TN = T1 Ln
      
      
- Example E2 - tugboat - page 786
 T1 = 125,000 hours, L = 0.85. Find T4
 Since 4 = 22, T4 = T1
        L2 = (125,000) (0.85)2 =
 (125,000)
        (0.7225) = 90,312 hours
 Do assigned HW
 (This
        page was last edited on 
		October 22, 2009
        .)