Optimal Solution- a feasible solution is said to be optimal solution if it minimize total transportation cost. Balanced Transportation Problem - a
Keywords: Transportation problem initial basic feasible solution
Abstract: Transportation problem is a special type of linear programming problem. This paper introduce a new approach to transportation problem namely
Abstract: Transportation problem is a special type of linear programming problem. This paper introduce a new approach to transportation problem namely
Abstract: The transportation model is a special class of the linear programming problem. It deals with the situation in which a commodity is shipped from
Methods to Solve: To find the initial basic feasible solution there are three methods: 1. NorthWest Corner Cell Method. 2. Least Call Cell
applied for finding the feasible solution for transportation problem. The proposed algorithm is unique way to reach feasible (or) may be optimal (for some
develop the initial solution to the transportation problem. B. assist one in moving from an initial feasible solution to the optimal solution. C. determine
Theorem 3 A balanced transportation problem always has a basic feasible solution. Such a solution consists of m + n ? 1 positive variables at most.
KEY WORDS: Transportation Optimality
The study shows various ways in which the initial basic feasible solutions to the problem can be obtained where the best method that saves the highest percentage of transportation cost with 12 54 for this problem is the NWC The NWC produces the optimal transportation cost which is 517040 units
The transportation problem One of the most important and successful applications of quanti- tative analysis to solving business problems has been in the physical distribution of products commonly referred to as trans- portation problems
The totaltransportation cost associated with this transportation scheme can be computed as: 3×20 + 2×20 + 1×20 + 5×20 + 5×10 + 4×20 = 350 An Equivalent Formulation To derive an optimal transportation scheme for the above example we can of course applythe standard Simplex algorithm
An Optimal Solution For Time Minimizing Transportation Problems By Using Maximum Range Method N Anandhi T Geetha Abstract: This article presents a new method named Maximum Range Method (MRM) for finding an optimal solution for Time Minimizing Transportation
General procedure to solve a transportation problem consists of the following three phases: Phase1 : Mathematical formulation of the transportation problem Phase2 : Finding an initial
Optimal Solution: A feasible solution (not necessarily basic) is said to be an optimal solution if it minimises the total transportation cost • The number of
In this paper we develop a new method to find the initial basic feasible solution as well as the optimal solution (or near to the optimal solution) of
To find the initial basic feasible solution there are three methods: 1 NorthWest Corner Cell Method 2 Least Call Cell Method 3 Vogel's Approximation Method
Definition Q A nondegenerate basic feasible solution is a basic feasible solution with exactly m+n-1 solution variables
Optimal solution : A basic feasible solution which minimizes the total transportation cost is known as an optimal solution Non-degenerate Basic feasible
The Northwest Corner Method is simple in its use however does not utilize shipping costs It can yield an initial basic feasible solution easily but the
29 mar 2021 · PDF On Mar 29 2021 M M Gothi and others published A CONCEPT OF AN OPTIMAL SOLUTION OF THE TRANSPORTATION PROBLEM USING THE WEIGHTED
4 nov 2017 · PDF In linear programming the transportation problem is one of the most important and successful applications of quantitative analysis
Once we get the basic feasible solution for a transportation problem the next duty is to test whether the solution we got is an optimal solution or not?
3 A balanced transportation problem always has a basic feasible solution Such a solution consists of m + n ? 1 positive variables at most OpenCourseWare UPV