A platform for research: civil engineering, architecture and urbanism
A platform for research: civil engineering, architecture and urbanism
Dynamic Response of Cantilevers
This chapter analyzes the dynamic response of cantilevers to various loading conditions. When the step force is lower than the limit load, the cantilever remains undeformed as the material is supposed to be rigid‐plastic. The distribution of acceleration is proportional to the distributed inertia forces along the beam. The chapter discusses the dynamic response of a cantilever to pulse loading. Assuming the deformation of the cantilever remains small in comparison with its length, the initial configuration is used when formulating equilibrium and geometrical relationships. The chapter analyzes the energy dissipation during the dynamic response. It also discusses the dynamic response of a cantilever under a general pulse loading. The chapter provides the relation between the velocity, acceleration, shear force, and bending moment distribution along the cantilever. It expresses that a rigid‐perfectly plastic cantilever has all the deformation concentrated at a plastic hinge.
Dynamic Response of Cantilevers
This chapter analyzes the dynamic response of cantilevers to various loading conditions. When the step force is lower than the limit load, the cantilever remains undeformed as the material is supposed to be rigid‐plastic. The distribution of acceleration is proportional to the distributed inertia forces along the beam. The chapter discusses the dynamic response of a cantilever to pulse loading. Assuming the deformation of the cantilever remains small in comparison with its length, the initial configuration is used when formulating equilibrium and geometrical relationships. The chapter analyzes the energy dissipation during the dynamic response. It also discusses the dynamic response of a cantilever under a general pulse loading. The chapter provides the relation between the velocity, acceleration, shear force, and bending moment distribution along the cantilever. It expresses that a rigid‐perfectly plastic cantilever has all the deformation concentrated at a plastic hinge.
Dynamic Response of Cantilevers
Yu, T.X. (author) / Qiu, XinMing (author)
Introduction to Impact Dynamics ; 115-137
2018-01-08
23 pages
Article/Chapter (Book)
Electronic Resource
English
| Engineering Index Backfile | 1936
Dynamic failure of bent tubular cantilevers under dynamic tip loading
| British Library Conference Proceedings | 1998
Multiferroic Operation of Dynamic Memory Based on Heterostructured Cantilevers
| British Library Online Contents | 2015
Suspension bridges and cantilevers
| Engineering Index Backfile | 1913
| British Library Conference Proceedings | 2000