Question

What is optimization technique? Give Engineering application to optimization.
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Answer 1

Answer:

It is well known that two special classes of optimization problems, linear least squares and linear optimization problems, have been widely used in a tremendous number of application areas, such as transportation, production planning, design and data fitting.

Answer 2

Answer:

The answer to the given question is explained in the explanation.

Explanation:

The optimization technique is a powerful tool for obtaining the desired design parameters and the best set of operating conditions. This will guide the test work and reduce the risk and cost of design and operation.

Classical optimization techniques

• Classical optimization techniques are useful for finding an unconstrained maximum or minimum optimal solution of continuous and distinguishable functions.
• These are analytical methods that use differential calculus to find the optimal solution.
• The classical methods have a limited scope in practical applications because some of them involve discontinuous and/or distinguishable objective functions.
• However, the study of these classical optimization techniques provides the basis for the development of most of the developed digital techniques into advanced techniques that are more relevant to today's real problems.

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