断裂(地质)
断裂力学
常量(计算机编程)
领域(数学)
扩散
地质学
机械
水力压裂
数学模型
岩土工程
计算机科学
工程类
结构工程
数学
物理
程序设计语言
纯数学
统计
热力学
出处
期刊:Journal of Energy Resources Technology-transactions of The Asme
[ASM International]
日期:1984-09-01
卷期号:106 (3): 369-376
被引量:68
摘要
This is Part I of a two-part paper which reviews in depth the literature on the modeling of the propagation of large hydraulic fractures in underground rock formations. Part I presents a general formulation of the problem, its geometry and only the most fundamental and unrestrictive physical assumptions. The two basic two-dimensional models of constant height (rectangular) fractures which formed the core of modeling efforts from 1960 through the late 1970’s are discussed in detail followed by a brief review of the effects of fluid diffusion in the fractured medium on crack propagation. The recent field and laboratory observations which have shown that nonrectangular fractures can occur quite often are discussed, as are their impact on the modeling effort, specifically the need for three-dimensional models of crack propagation in layered environments. Part II of the paper deals with the three-dimensional modeling efforts and some fundamental crack and fracture mechanics problems related to the vertical growth of a hydraulic fracture.
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