2001Journal of Chongqing Jianzhu UniversityRequires access

Convergence and Stability of Newmark Method in Case of Negative Stiffness

WU Yun-fang

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Abstract

The convergence and stability of Newmark method has been studied in this paper for the model with the negative stiffness. In the case of negative stiffness, the method is convergent and conditionally stable.

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What this paper is about

The convergence and stability of Newmark method has been studied in this paper for the model with the negative stiffness. In the case of negative stiffness, the method is convergent and conditionally stable.

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Available abstract

The convergence and stability of Newmark method has been studied in this paper for the model with the negative stiffness. In the case of negative stiffness, the method is convergent and conditionally stable.

Key concepts: Stiffness, Convergence (economics), Stability (learning theory), Structural engineering, Newmark-beta method, Mathematics, Engineering, Computer science

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