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12 - Software Tools for Optimization Processes

Published online by Cambridge University Press:  05 February 2016

Suman Dutta
Affiliation:
Indian School of Mines
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Summary

Optimization problem developed for different processes are very complicated. Mostly, the number of variables and constraints are very large. These complicated problems are difficult to solve by hand. Therefore, we take help of computer to solve those problems with very less effort that save our time and money. Computer programming solves these optimization problems using some numerical techniques. The algorithms are discussed in previous chapters. Some commercial software/software tools are available that can be used for optimization purpose. The most popular software/software tools are LINGO, MATLAB, MINITAB‚, GAMS etc. In this chapter, we will discuss these software/software tools with some examples.

LINGO

Introduction to LINGO

LINGO is modeling language and optimizer developed by LINDO Systems Inc. It is a simple tool for formulating large problems concisely, solve them, and analyze the solution using the power of linear and nonlinear optimization.

The outer window shown in Fig. 12.1, labeled Lingo 14.0, is the LINGO main frame window. All other sub-windows will be enclosed within this main frame window. The entire command menu and the command toolbar are placed at the top of the frame window. The status bar at the lower edge of the main frame window gives us various information related to the current state of LINGO. Both the status bar and the toolbar can be suppressed using the LINGO|Options command. The main window consists of a sub-window labeled Lingo Model-Lingo1 is used for Lingo Model. Here we will demonstrate how to enter and solve a small model in Windows platform. The text of the model's equations identical on all platforms, it is platform independent. Though, the procedure for entering a model is somewhat different on non-Windows platforms.

When we start LINGO in Windows platform, screen should look like the following:

Entering the Model

Example 12.1

We will now solve the problem 6.1 using LINGO.

The problem formulated in chapter 6 is given below:

subject to

After entering the above model within the Lingo Model-Lingo1 window, our model window should look like this:

Solving a LINGO Model

After entering the LINGO model into the LINGO Model window, the model can be solved by clicking the Solve button on the toolbar, by choosing LINGO|Solve from the menus, by using the keyboard shortcut “ctrl + U” or by pressing the button from toolbar menu as shown below […]

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Chapter
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Publisher: Cambridge University Press
Print publication year: 2016

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References

Dutta, S.Optimization of Reactive Black 5 Removal by Adsorption Process using Box-Behnken Design, ‘Desalination and Water Treatment’, 51(2013): 7631-38.Google Scholar
www.gams.com
www.lindo.com
www. mathworks.in
www.minitab.com

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