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Keywords: optimization; structural design; innovative structures; integrative design
Organizers:
Tamara Prokosch (1) – prokosch@ibb.uni-stuttgart.de
Axel Trautwein (1) – trautwein@ibb.uni-stuttgart.de
Ann-Kathrin Goldbach (2) – ann-kathrin.goldbach@tum.de
Affiliations:
(1) University of Stuttgart, Institute for Structural Mechanics, Pfaffenwaldring 7, 70569 Stuttgart, Germany
(2) Technical University of Munich, Chair of Structural Mechanics, Arcisstr. 21, 80333 Munich, Germany
Abstract:
This mini-symposium is dedicated to the development and application of advanced numerical tools and conceptual approaches for structural and mechanical design. The focus is on novel optimization algorithms and computational methods that enable efficient solutions to complex and multi-objective design problems.
Another emphasis lies on the development of computational methods for structural design that go beyond traditional methods based on objective functions. These include integrative, interdisciplinary, and holistic design approaches that allow a comprehensive consideration of structure, material, function, and context. These methods are particularly relevant for the design of innovative structures that place high demands on form, functionality, and sustainability.
The symposium provides a platform for the exchange of research results and experiences between scientists and engineers from various disciplines ranging from applied mathematics over computational mechanics to structural engineering and design. The aim is to present the current state of research and to generate new impulses for the development of innovative design methods.
Potential topics:
Metaheuristic and evolutionary algorithms for structural optimization
Topology optimization and generative design
Integrative structural design methods
Interdisciplinary collaboration in the development of structural systems
Holistic consideration of structure, material, and function
Design of innovative structures (e.g., lightweight and membrane structures, bionic structures, adaptive structures)