作者: M. Georgoulis , R. Kluiving , L. Vlahos
DOI: 10.1016/0378-4371(95)00056-D
关键词: Instability 、 Lattice (order) 、 Mathematics 、 Isotropy 、 Anisotropy 、 Scaling 、 Multifractal system 、 Multifractal scaling 、 Mathematical analysis
摘要: Abstract We demonstrate that adding extended instability criteria to 3D critical-slope sand-pile models has the effect of considerably enhancing self-organized critical state displayed by these models. present two models, an isotropic one which displays large energy-avalanches, and anisotropic shows much shorter more frequent energy bursts. illuminate multifractal nature self-organised in both finding a nontrivial spectrum generalised correlation dimensions from time series showing power-law regions distributions functions for different lattice sizes show scaling behaviour is ruled transformation.