basic feasible solution in transportation problem


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PDF 11 The Transportation Algorithm

Figure 11 1: Initial basic feasible solution of an instance of the transportation problem (left) and a cycle along which the overall cost can be decreased (right) Consider for example the Hitchcock transportation problem with three suppliers

  • How do you find a feasible solution to a transportation problem?

    There are five methods to obtain an initial basic feasible solution to a transportation problem are: In the row minimum method, maximum possible amount is allocated in the lowest cost cell of the first row. The aim is that either the capacity of the first source is exhausted or the demand at the destination centre is satisfied or both.

  • What are the requirements for solving the transportation problem?

    There are a few requirements for solving the transportation problem. One is that all the units that are available must be supplied. Another requirement is that the number of constraints must equal the number of rows and number of columns.

  • Which method is used to optimize the initial basic feasible solution?

    Here, will be used. And according to the NorthWest Corner Method this is the final initial basic feasible solution: (200 * 3) + (50 * 1) + (250 * 6) + (100 * 5) + (250 * 3) + (150 * 2) = 3700 . U-V method to optimize the initial basic feasible solution.

  • How to write a transportation problem in Excel?

    Step 1: Write the given transportation problem in tabular form. Step 2: Select the cell with minimum unit transportation cost in the first row. If it is not unique, arbitrarily select a cell in the first column with minimum cost. Step 3: Allocate as much as possible amount X1 = min (ai, bj) to this cell. Three cases may arise:

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