Häussler-Combe, Ulrich.
Computational structural concrete: theory and applications / by Ulrich Häussler-Combe. - 2nd ed. - Berlin : Ernst & Sohn, a Wiley brand , 2023. - xviii, 423 pages: b&w illus.; 24 cm.
Includes bibliographical references and index.
1. Introduction --
2. Finite elements overview --
3. Uniaxial reinforced concrete behaviour --
4. Structural beams and frames --
5. Strut-and-tie models --
6. Multi-axial concrete behaviour --
7. Crack modelling and regularisation --
8. Plates --
9. Slabs --
10. Shells --
11. Randomness and reliability --
12. Concluding remarks.
"Concrete is still by far the most used building material. But the sustainability of reinforced concrete structures has to come into focus by exploiting its load carrying potential whereby expending less material. To reach the goal, computational methods such as FEM provide essential tools. In combination with experimental validation, they enable a deeper understanding of load carrying mechanisms. At the same time, a broader horizon for innovative structural designs opens up. However, sophisticated computational methods are usually provided as a 'black box' and carry the risk of misinterpretation and invalid results." -- Back cover
9783433033104
Concrete, Reinforced.
Finite element method.
Structural analysis (Engineering).
Ref 624.18 H96c 2023 / 04625
Computational structural concrete: theory and applications / by Ulrich Häussler-Combe. - 2nd ed. - Berlin : Ernst & Sohn, a Wiley brand , 2023. - xviii, 423 pages: b&w illus.; 24 cm.
Includes bibliographical references and index.
1. Introduction --
2. Finite elements overview --
3. Uniaxial reinforced concrete behaviour --
4. Structural beams and frames --
5. Strut-and-tie models --
6. Multi-axial concrete behaviour --
7. Crack modelling and regularisation --
8. Plates --
9. Slabs --
10. Shells --
11. Randomness and reliability --
12. Concluding remarks.
"Concrete is still by far the most used building material. But the sustainability of reinforced concrete structures has to come into focus by exploiting its load carrying potential whereby expending less material. To reach the goal, computational methods such as FEM provide essential tools. In combination with experimental validation, they enable a deeper understanding of load carrying mechanisms. At the same time, a broader horizon for innovative structural designs opens up. However, sophisticated computational methods are usually provided as a 'black box' and carry the risk of misinterpretation and invalid results." -- Back cover
9783433033104
Concrete, Reinforced.
Finite element method.
Structural analysis (Engineering).
Ref 624.18 H96c 2023 / 04625