Titlebook: Introduction to Optimization of Structures; N. V. Banichuk Book 1990 Springer-Verlag New York, Inc. 1990 applied mathematics.design.mechan

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fields. This work has come to fruition by making use of the expert academic input from the extraordinarily rich population of current and past editorial board members and section editors of and contributors to the Journal of Business Ethics..978-3-319-23514-1

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Application of Strength and Weight Criteriam have been extensively applied in optimal design research. The choice of any specific strength criteria, or the use of such approximate criteria, depends on the structural materials, the type of loads, the use of a specific computational scheme, and on other factors.

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Rigidity and Weight Criteriaioning of the structure. Therefore, making certain that the rigidity of the structure is maintained and reducing the weight, while observing constraints on the rigidity, is one of the most important design objectives.

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Reformulation of Optimal Design Problemsnient to use a device based on an idea of Valentine, namely to introduce auxiliary functions that “automatically” take care of the assigned conditions. For example, if we introduce a new design variable . related to . by the equality . =.., then obviously, the inequality . ≥0 is satisfied for arbitrary real values of ..

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Techniques for Optimization of Discrete Systemsof well-established techniques of mathematical programming and sensitivity analysis (cf. [2], [10], [13], [24], [28], [29], and [39]). Furthermore, there exist general techniques for formulating optimal design projects and reducing them to problems of algebra. The creation of finite-dimensional mode

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