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By Friðjónsson, Jón

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9. T. and Xue, W. (2006). A Linearly conforming radial point interpolation method for solid mechanics problems, International Journal of Computational Methods, 3: 401-428. 10. Zhang, G. , Liu, G. R. and Li, Y (2008). An efficient adaptive analysis procedure for certified solutions with exact bounds of strain energy for elasticity problems. Finite Elements in Analysis and Design, 44: 831-841. 11. Zhang, G. , Liu, G. , Nguyen, T. , Song, C. , Zhong, Z. H. and Li, G. Y. (2007a). The upper bound property for solid mechanics of the linearly conforming radial point interpolation method (LC-RPIM).

5. Conclusions Concerning the rockfall experimental results performed by the former Mimistry of Construction in Takamatsu of Japan (1989), a reproducing experiment was carried out by using DDAball. The reproducibility experiment was performed by two steps. At the first, the deviation effects of the dependency on the incident velocity of the normal direction was investigated by using the model expressing the even inclination region with a long straight line. The results were shown as follows: (1) There is a dependency of the incident velocity of the normal direction on the velocity ratio.

51 Analysis of Discontinuous Deformation: New Developments and Applications 3. 1. Modeling of multiple discrete blocks The problems with multiple discrete bodies which are described well with the DDA can also be modeled with the NMM. A typical domino run problem is numerically investigated here. The numerical model consists totally 41 rectangular blocks with the size of 20 mm×150 mm and the spacing of 30 mm on a horizontal surface. 3. 3. An initial pulse force is applied to the first block to make it topple to the second block, which induce a toppling process shown in Fig.

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