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Titlebook: Discrete Structural Optimization; IUTAM Symposium Zako Witold Gutkowski,Jacek Bauer Conference proceedings 1994 Springer-Verlag, Berlin Hei

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New Discretized Optimality Criteria Method State of the Art,ty criteria methods which achieve the correct optimal solution while treating active stress constraints at the element level. This means that their optimization capability is only limited by the number of global (e.g. displacement or natural frequency) constraints. Since the latter is usually small
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Discretized Method for Topology Optimization,ed method, the ground structure (structural universe) approach is used, together with continuum-type optimality criteria. Layout optimization may be carried out using (i) analytical methods for exact, often closed-form, continuum-type solutions or (ii) numerical methods for approximate, discretized
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Sensor Allocation for State and Parameter Estimation of Distributed Systems,ter systems described by parabolic partial differential equations. In order to pose the sensors location problem, a mathematical model of distributed systems is briefly considered. Then, a concise general review of several methods and approaches considered in the current literature for the state and
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Optimal Location of Piezoelectric Actuators,particular, a concept of continuously distributed’active distortions’ describing interactions between piezoelectric wafers and the structure itself allows us to formulate properly the problem of optimal distribution for these control devices. The standard way to describe the interaction between piez
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