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Structural Beams and Frames
Beam theory is an extremely powerful tool. On the one hand it covers a wide range of structural engineering problems. On the other hand it is relatively simple from a mathematical point of view and only needs uniaxial material laws. Cracking of concrete remains a prominent topic in the case of reinforced concrete beam bending. The chapter describes how it is considered on the cross sectional level, integrated into the FEM and applied to typical structural engineering problems. This includes creeping of reinforced concrete beams, reinforced concrete exposed to temperature, prestressed concrete, the large displacement analysis of reinforced concrete cantilever columns and finally reinforced concrete beams exposed to impact in the context of dynamics. Furthermore, implementation procedures common to all types of finite elements are exemplarily introduced.
Structural Beams and Frames
Beam theory is an extremely powerful tool. On the one hand it covers a wide range of structural engineering problems. On the other hand it is relatively simple from a mathematical point of view and only needs uniaxial material laws. Cracking of concrete remains a prominent topic in the case of reinforced concrete beam bending. The chapter describes how it is considered on the cross sectional level, integrated into the FEM and applied to typical structural engineering problems. This includes creeping of reinforced concrete beams, reinforced concrete exposed to temperature, prestressed concrete, the large displacement analysis of reinforced concrete cantilever columns and finally reinforced concrete beams exposed to impact in the context of dynamics. Furthermore, implementation procedures common to all types of finite elements are exemplarily introduced.
Structural Beams and Frames
Häussler‐Combe, Ulrich (Autor:in)
Computational Structural Concrete ; 67-132
20.10.2022
66 pages
Aufsatz/Kapitel (Buch)
Elektronische Ressource
Deutsch
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