Building structure with elastoplastic bilinear model under multi-dimensional earthquake forces

Author:

Hong Hong-Ki1ORCID,Liu Li-Wei2ORCID,Shiao Ya-Po3ORCID,Chang Cheng-Jih4

Affiliation:

1. Lifetime Distinguished Professor, Dept. of Civil Engineering, National Taiwan University , Taipei 10617, Taiwan

2. Assistant Professor, Dept. of Civil Engineering, National Taiwan University , Taipei 10617, Taiwan

3. Assistant Professor, Dept. of Intelligent Energy Engineering, Mingdao University , Changhua 52345, Taiwan

4. Graduate Research Assistant, Dept. of Civil Engineering, National Taiwan University , Taipei 10617, Taiwan

Abstract

Abstract Developed herein is an analysis procedure based on closed-form solutions to elastoplastic bilinear model of building structures accounted for different stiffnesses and yielding forces in different directions and rotated yield ellipses in different floor levels due to the layout of buildings and the complexity of structural members. The seismic design often considers earthquake forces on multiple floor levels but usually only in a single direction. However, in reality, the direction of the earthquake is not limited to one particular direction. Therefore, studying the influence of a two-way, furthermore multi-dimensional, earthquake on buildings is of great value. To estimate the total seismic demand on inelastic building structures subjected to multi-dimensional loading, this paper aims to find closed-form solution responses to an input rectilinear force path for the elastoplastic bilinear model of Hong and Liu (1999) which already has available closed-form solution responses to an input rectilinear displacement path. In this paper the elastoplastic bilinear model of building structures and Minkowski spacetime are adapted to accommodate such situations as different stiffnesses and yielding forces in different directions and rotated yield ellipses in different floor levels.

Funder

Ministry of Science and Technology, Taiwan

Publisher

Oxford University Press (OUP)

Subject

Applied Mathematics,Mechanical Engineering,Condensed Matter Physics

Reference28 articles.

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