MODI Method Examples, Transportation Problem
In the previous section, we provided the steps in MODI method (modified distribution method) to solve a transportation problem. In this section, we provide an example. Let's solve the following example:
MODI Method (UV Method) Transportation Problem
Oct 2, 2024 · The MODI (Modified Distribution Method) or UV Method is an efficient way to optimize a basic feasible solution of a transportation problem. Heres steps of this method using an example with calculations.
Modified Distribution Method (MODI) or (u - v) Method
The modified distribution method, also known as MODI method or (u - v) method provides a minimum cost solution to the transportation problem.
The MODI (modified distribution) method allows us to compute improvement indices quickly for each unused square without drawing all of the closed paths. Because of this, it can often provide considerable time savings over other methods for solving transportation problems.
Transportation Problem | Set 6 (MODI Method – UV Method)
Nov 1, 2023 · There are three methods for finding an initial basic feasible solution, This article will discuss how to optimize the initial basic feasible solution through an explained example. Consider the below transportation problem. Solution: Step 1: Check whether the problem is balanced or not. If the total sum of all the supply from sources. O1. O2. , and.
MODI (Modified Distribution) method explained with example
Aug 30, 2020 · Transportation Problem MODI method with example, Operation Research
Modified Distribution Method The Modified Distribution Method, also known as MODI method or u-v method, which provides a minimum cost solution (optimal solution) to the transportation problem. The following are the steps involved in this method.
Modified distribution method - Fiveable
Using the modified distribution method in logistics and supply chain management significantly enhances cost efficiency by ensuring optimal routing and allocation of resources. This results …
Modified Distribution Method Step 1: Make an initial allocation with the North-West corner rule. Step 2: Introduce the variables U. i, and V. j. Set U. 1. to 0. Step 3: If X>0; C. ij = U. i + V. j. Step 4: Calculate the shadow cost. If X = 0, then C’ ij = C. ij – U. i - V. j. 70
Transportation model - Step 4b - Modified distribution method
In this video, you will learn how to perform an optimality test on the basic initial feasible solution using the modified distribution method in order to fin...
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