The fractal geometry and its application in fracture analysis are discussed in this paper. Problems existing in this area and possible approaches to the problems are also put forward.
论述了分形几何的方法及在断口分析中的应用,提出了该领域存在的问题及应努力的方向。
The fractal geometry includes not only the linear fractal problems, but those non-linear ones of irregular figures with self-reverse.
分形几何学除了研究线性分形外,还研究具有自反转性质的不规则图形的非线性问题。
The fractal geometry theory will be relatively well applied to the quantitative modeling and simulation of the sedimentary bodies.
分形几何学理论在沉积体定量建模和模拟方面具有较好的应用前景。