Title of article :
Theory and Implementation of a Two-Step Unconditionally Stable Explicit Integration Algorithm for Vibration Analysis of Structures
Author/Authors :
Changqing, Li School of Civil Engineering - Central South University, Changsha, China , Junping, Jie School of Civil Engineering - Central South University, Changsha, China , Lizhong,Jiang School of Civil Engineering - Central South University, Changsha, China , Yang, T. Y. International Joint Research Laboratory of Earthquake Engineering, Tongji University, China
Pages :
9
From page :
1
To page :
9
Abstract :
Time history analysis is becoming the routine process to quantify the response of the structure under dynamic loads. In this paper, a novel two-step unconditionally stable explicit integration algorithm, named Unconditional Stable Two-Step Explicit Displacement Method (USTEDM), is proposed for vibration analysis of structure. USTEDM is unconditionally stable, requires low memory, produces no overshoot, and is third order accurate. The accuracy and efficiency of USTEDM are presented and compared with other commonly used integration algorithms. The result shows that the proposed algorithm has superior performance and can be used efficiently in solving vibration response of civil engineering structure.
Keywords :
Implementation , Vibration Analysis of Structures , Integration Algorithm , Stable Explicit , Unconditionally
Journal title :
Shock and Vibration
Serial Year :
2016
Full Text URL :
Record number :
2614316
Link To Document :
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