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TheoreticaI Investigation of Controllable & Regular Fracture Theory station of Controllable & Regular Fracture Theory

机译:可控规则断裂理论站的理论研究

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Aiming to investigate the controllable fracture procedures and exploit the benefits of cracks, the paper theoretically analyzes the following essential aspects of Controllable and Regular Fracture Theory(CRFT) through both Engineering Control Theory and Fracture Mechanics: (a) The mathematical model of CRFT. In this item, any fracture procedure is regarded as a mathematical transformation named as Fracture Transformation, and a regular fracture procedure can be described as ε-Stability. (b) The fundamental analysis models of CRFT are presented after introducing Engineering Control Theory. A fracture procedure is considered as the behavior of the named "Crack System". (c) The conceptual stability of regular fracture procedure is investigated. With the help of Lyapunov's theory of stability in Engineering Control Theory, the stability of crack growth is analyzed. Using a transformation, the ε-Stability is proved to have the same meaning of the stability in Lyapunov's theory, and then can be described and analyzed by Lyapunov's stability theory. (d) A sufficient stability criterion of growing crack is established by means of Energy Method.
机译:为了研究可控制的断裂过程并利用裂纹的益处,本文通过工程控制理论和断裂力学从理论上分析了可控和规则断裂理论(CRFT)的以下基本方面:(a)CRFT的数学模型。在此项目中,任何断裂过程都被称为数学转换,称为断裂变形,而常规断裂过程可以描述为ε-稳定性。 (b)引入工程控制理论后,提出了CRFT的基本分析模型。断裂过程被视为命名为“裂纹系统”的行为。 (c)研究了常规骨折手术的概念稳定性。借助李亚普诺夫的工程控制理论中的稳定性理论,分析了裂纹扩展的稳定性。通过变换,证明了ε-稳定性与李雅普诺夫理论中的稳定性具有相同的含义,然后可以用李雅普诺夫的稳定性理论进行描述和分析。 (d)通过能量法建立了足够的裂纹扩展稳定性判据。

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