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The Transportation Model
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Learning Objective Describe the nature of a transportation problem
Set up transportation problems in the general linear programming format Interpret computer solutions
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Requirements for Transportation Model
List of origins and each one’s capacity List of destinations and each one’s demand Unit cost of shipping Note: The DVD that accompanies this book contains a module that provides detailed instruction on the transportation model
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Transportation Model Assumptions
Items to be shipped are homogeneous Shipping cost per unit is the same Only one route between origin and destination
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The Transportation Problem
Figure 8S.1 D (demand) S (supply)
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A Transportation Table
Table 8S.1 Warehouse 4 7 1 100 12 3 8 200 10 16 5 150 450 80 90 120 160 A B C D 2 Factory Factory 1 can supply 100 units per period Total supply capacity per period Total demand per period Demand Warehouse B can use 90
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Special Problems Unequal supply and demand
Dummy: Imaginary number added equal to the difference between supply and demand when these are unequal Degeneracy: The condition of too few completed cells to allow all necessary paths to be constructed
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Summary of Procedure Make certain that supply and demand are equal
Develop an initial solution using intuitive, low-cost approach Check that completed cells = R+C-1 Evaluate each empty cell Repeat until all cells are zero or positive
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Excel Template Figure 8S.2
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