A Precise and Stiffly Stable Time Integration Method for Dynamic Analysis

Fujikawa, Tatsuya; Imanishi, Etsujiro; Nanjyo, Takao; Sugano, Naoki

doi:10.1299/jsmec.46.492

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Formalism and Numerical Methods1

Fig 2 Sub-domains With Weak1

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2010

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(2 citation statements)

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“…al. (32) proposed a new integration algorithm and a domain decomposition method (DDM) (64) for vibration and MBD analyses. The concept of this method is explained in Fig.2.…”

Section: Formalism and Numerical Methodsmentioning

confidence: 99%

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Recent Research on MBD in JAPAN

Sato

Takahashi

Takehara

2010

JSDD

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Research on multibody dynamics in engineering and science is developing at a high pace in Japan and in the world. These activities provide efficient and powerful solution tools for solving complicated dynamic problems with control via theoretical or high performance in-house and/or general purpose computer programs in academic and industrial fields. Thus, advancement of research is an important index for measuring competitiveness in education and industry in terms of "dynamics and control". The aim of this paper is to present an overview of the various research activities of multibody dynamics in Japan.

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“…al. (32) proposed a new integration algorithm and a domain decomposition method (DDM) (64) for vibration and MBD analyses. The concept of this method is explained in Fig.2.…”

Section: Formalism and Numerical Methodsmentioning

confidence: 99%

“…Spring Coupling (64), (32) a method using constant coupling forces during time steps of integration. Equations of motion of a linear system can be written as (1) and can be split into…”

Section: Fig 2 Sub-domains With Weakmentioning

confidence: 99%