Self-organized criticality and its criterion in investigation of disaster
Li Shi
Abstract
Li Shi
Abstract
Selforganized criticality opens up a new way to the investigation of disasters. However, when selforganized criticality is used in the investigation of disasters, taking powerlaw distribution of the disaster′size only as the criterion of the selforganized criticality is not suitable and the attention should be paid to the three problems: the size of the system, the criterion of external perturbation, and the structure of the system. Based on the simulative experiment of sliding sand slope, it is suggested that the system can appear selforganized criticality, only when the size of the system, the structure of the system and the intensity of perturbation can keep whole system robust, which makes system maintain the critical state throughout. Five criteria of selforganized criticality are put forward.
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Selforganized criticality opens up a new way to the investigation of disasters. However, when selforganized criticality is used in the investigation of disasters, taking powerlaw distribution of the disaster′size only as the criterion of the selforganized criticality is not suitable and the attention should be paid to the three problems: the size of the system, the criterion of external perturbation, and the structure of the system. Based on the simulative experiment of sliding sand slope, it is suggested that the system can appear selforganized criticality, only when the size of the system, the structure of the system and the intensity of perturbation can keep whole system robust, which makes system maintain the critical state throughout. Five criteria of selforganized criticality are put forward.
Key concepts: Criticality, Self-organized criticality, Perturbation (astronomy), Statistical physics, Computer science, Physics, Nuclear physics, Quantum mechanics