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The Transportation Model
Supplement 8 The Transportation Model
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Transportation Problem
Involves finding the lowest-cost plan for distributing stocks of goods or supplies from multiple origins to multiple destinations that demand the goods. Demand Supply
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Transportation Model: Applications
The transportation model has numerous applications: Location decisions Compare location alternatives in terms of their impact cost on the total distribution costs for the system Involves working through a separate model for each location being considered Production planning Capacity planning Transshipment
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Transportation Problem
Shipping (supply) points Any place from which good are sent Factories Warehouses Departments Destinations Any point that receives goods
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Model: Information Requirements
A list of the origins and each one’s capacity or supply quantity per period A list of the destinations and each one’s demand per period The unit cost of shipping items from each origin to each destination
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Model: Assumptions Transportation model assumptions
The items to be shipped are homogeneous Shipping cost per unit is the same regardless of the number of units shipped There is only one route or mode of transportation being used between each origin and destination
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Transportation Table
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Transportation Table
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Transportation Problem: Formulation
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Transportation: Computer Solution
Transportation problems can be solved manually in a straightforward manner Except for very small problems, solving the problem manually can be very time consuming For medium to large problems, computer solution techniques are more practical A variety of software packages are available for solving the transportation model Some require formulating the problem as a general LP model Others allow data entry in a more simple, tabular format
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Transportation Problem: Excel Template
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F1 10 D1 100 220 5 8 6 F2 7 D2 200 180 8 8 10 D3 F3 200 300 8
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