@article{oai:miyazaki-u.repo.nii.ac.jp:00005467,
 author = {Nakamura, Masaki and 中村, 真貴 and Harada, Takanori and 原田, 隆典 and Wang, Hongze and 王, 宏沢 and Nonaka, Tetsuya and 野中, 哲也 and Masaki, Nakamura and Takanori, Harada and Tetsuya, Nonaka},
 journal = {応用力学論文集},
 month = {Aug},
 note = {This paper presents a stiffness matrix formulation for simulation of seismic wave motions in frequency wave number domain, using a kinematic fault rupture model and a horizontal layered elastic media as a seismic source and a ground. In this formulation, the seismic source effect on the layered media is represented in terms of three different externaI load representations; the 1st externaI load is given by using "the stiffness matrix of elastic haIf space" and "the displacements & stress due to seismic waves radiated from seismic source in elastic full space", the 2nd extemaI load represented by "the stiffness matrix of elastic half space" and “the free surface wave motions of half space" and the 3rd externaI load represented in terms of "the stiffness matrix of elastic full space" and "the displacements only due to seismic waves radiated from seismic source in elastic full space". The numerical examples of seismic wave motions in displacement velocity, and acceleration on free surface of layered haIf space are presented to show the strong influence of the characteristics of seismic wave motions, and then the recorded seismic wave motions are compared with the simulated motions to demonstrate a capability of the presented method.},
 pages = {675--682},
 title = {剛性行列による地震波動場の定式化と断層近傍の変位・速度・加速度波形の試算},
 volume = {13},
 year = {2010},
 yomi = {ナカムラ, マサキ and ハラダ, タカノリ and オウ, コウタク and ノナカ, テツヤ}
}