TRANSPORTATION ALGORITHM

Slides:

Advertisements

Similar presentations

Transportation Assignment and Transshipments Problems

Advertisements

An Application of Linear Programming Lesson 12 The Transportation Model.

The Management Science Approach

Transportation Problem and Related Topics. 2 Ardavan Asef-Vaziri June-2013Transportation Problem and Related Topics There are 3 plants, 3 warehouses.

Operations Management Transportation Models

Transshipment Problem

Transportation Problem (TP) and Assignment Problem (AP)

Transportation, Transshipment and Assignment Models and Assignment Models.

Transportation and Assignment Models

1 Transportation Model. 2 Basic Problem The basic idea in a transportation problem is that there are sites or sources of product that need to be shipped.

1Transportation ModelsLesson 4 LECTURE FOUR Transportation Models.

ITGD4207 Operations Research

Introduction to Operations Research

TRANSPORTATION PROBLEM Finding Initial Basic Feasible Solution Shubhagata Roy.

PowerPoint presentation to accompany Operations Management, 6E (Heizer & Render) © 2001 by Prentice Hall, Inc., Upper Saddle River, N.J C-1 Operations.

Transparency Masters to accompany Heizer/Render – Principles of Operations Management, 5e, and Operations Management, 7e © 2004 by Prentice Hall, Inc.,

The Transportation and Assignment Problems

To accompany Quantitative Analysis for Management, 8e by Render/Stair/Hanna 10-1 © 2003 by Prentice Hall, Inc. Upper Saddle River, NJ Chapter 10.

Transportation and Assignment Problems

Transportation and Assignment Models

Typical supply chain upstream downstream.

Transportation Models Transportation problem is about distribution of goods and services from several supply locations to several demand locations. Transportation.

Transportation and Assignment Problems

Linear Programming Applications

Linear Programming Applications

Transportation, Assignment, Network Models

Operations Management

Lectures in Microeconomics-Charles W. Upton Solution to Three Competition Problems.

Example 15.3 Supplying Power at Midwest Electric Logistics Model.

1 The Supply Chain Supplier Inventory Distributor Inventory Manufacturer Customer Market research data scheduling information Engineering and design data.

1 The Supply Chain Supplier Inventory Distributor Inventory Manufacturer Customer Market research data scheduling information Engineering and design data.

Designing the Supply Chain Network

Transportation Transportation models deals with the transportation of a product manufactured at different plants or factories supply origins) to a number.

OPSM 301 Operations Management Class 21: Logistic Drivers: Facilities and Transportation Koç University Zeynep Aksin

2/14: More Transportation Planning & Production Scheduling Roll call Return homework Go over homework Transportation planning w/ transshipments Revisiting.

The Transportation Method of Linear Programming Clarke Holdaway 11/3/11.

 Consists of nodes representing a set of origins and a set of destinations.  An arc is used to represent the route from each origins to each destinations.

1 Slides used in class may be different from slides in student pack Technical Note 11 Facility Location  Issues in Facility Location  Various Plant Location.

Location planning and analysis

QUANTITATIVE ANALYSIS FOR MANAGERS TRANSPORTATION MODEL

Model 2: Transportation Problem Roshnika Fernando.

Transportation problems – The north-west corner method A manufacturer has 70 products at depot A, 30 at depot B and 40 at depot C. He has orders for 50.

Location decisions are strategic decisions. The reasons for location decisions Growth –Expand existing facilities –Add new facilities Production Cost.

SCM-INTRODUCTION P.CHANDIRAN. What is a Supply Chain? Supply chain is a network of suppliers, manufacturing plants, warehouses, distribution centers,

What makes SCM a different approach to conducting business? Firstly, SCM takes into account EVERY FACILITY that has an impact on cost and plays a role.

1 Network Models Transportation Problem (TP) Distributing any commodity from any group of supply centers, called sources, to any group of receiving.

Network Optimization Network optimization models: Special cases of linear programming models Important to identify problems that can be modeled as networks.

In some cases, the waste generated by the production of material at a facility must be disposed of at special waste disposal locations. We need to identify.

Linear Programming –Strategic Allocation of Resources Decision Making with Excel Simulation 1.

Operations Management MBA Sem II Module IV Transportation.

Location Planning and Analysis

Transportation and Distribution Planning Matthew J. Liberatore John F. Connelly Chair in Management Professor, Decision and Information Techologies.

BASIC FACILITY LOCATION PROBLEMS Facility location problems deal with the question of where to place facilities & how to assign customers Location analysis.

Distribution Model Meaning Types Transportation Model Assignment Model.

Transportation, Assignment, and Network Models 9 To accompany Quantitative Analysis for Management, Twelfth Edition, by Render, Stair, Hanna and Hale Power.

SCM-655: Global Supply Operations Strategy Summer 2016

Chapter 5 Network Design in the Supply Chain

The Transportation Model

Transportation Problem

Special Cases In Linear Programming

The Transportation Model

Why network models? Visualize a mathematical model

The Transportation Model

TRANSPORTATION PROBLEM

Network Models Robert Zimmer Room 6, 25 St James.

Transportation Models

X y y = x2 - 3x Solutions of y = x2 - 3x y x –1 5 –2 –3 6 y = x2-3x.

Operations Management

Operations Management

Factors that Shift Demand & Supply

Presentation transcript:

TRANSPORTATION ALGORITHM STRATEGIC RESOURCE ALLOCATION and PLANNING MGMT E-5050 Finnish Furniture TRANSPORTATION ALGORITHM Homework Solution

Finnish Furniture Finnish Furniture manufactures tables in facilities located in 3 cities - Reno, Denver, and Pittsburgh. The tables are then shipped to 3 retail stores located in Phoenix, Cleveland, and Chicago. Management wishes to develop a distribution sche- dule that will meet the demands at the lowest possi- ble cost. The shipping cost per unit from each of the sources to each of the destinations is shown in the following table:

Finnish Furniture from / to Phoenix Cleveland Chicago Reno 10 16 19 Denver 12 14 13 Pittsburgh 18 The available supplies are: 120 units from Reno 200 units from Denver 160 units from Pittsburgh The store demands are; 140 units from Phoenix 160 units from Cleveland 180 units from Chicago REQUIREMENT: How many units should be shipped from each facility to each of the retail stores if cost is to be minimized? 2. What is the total cost?

Finnish Furniture Finnish Furniture has experienced a decrease in the demand for tables in Chicago; demand has fallen to 150 units. REQUIREMENT: What special condition would exist? What is the minimum cost solution? Will there be any units remaining at any of the manufacturing facilities?