Abstract
Rapid increases in computer processing power, memory, and storage space have not eliminated computational cost and time constraints faced by engineers who use structural optimization for design. This is due to the constant increase in the required fidelity (and hence complexity) of analysis models. Anecdotal evidence seems to indicate that analysis models of acceptable accuracy have required six to eight hours of computer time (an overnight run) throughout the last thirty years. This poses a severe challenge for global optimization or reliability based design. In this paper, we review how increases in computer power were utilized in structural optimization. We resolve problem complexity to components relating to complexity of analysis model, analysis procedure and optimization methodology. We explore the structural optimization problems that we are capable of solving at present and conclude that we can solve problems that have high complexity index in only one of the three components of model, analysis procedure, or optimization. We use examples of optimum design of composite structures to guide the discussion due to our familiarity with such problems. However, these are supplemented with other structural optimization examples to illustrate the universality of the message.
Published Version
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