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首页> 外文期刊>Archives of Civil Engineering >DESCRIPTION OF EMPIRICAL PROCESS OF CRACK FORMATION IN FRAMEWORK OF PROBABILISTIC THEORY
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DESCRIPTION OF EMPIRICAL PROCESS OF CRACK FORMATION IN FRAMEWORK OF PROBABILISTIC THEORY

机译:概率理论框架中裂纹形成的经验过程描述

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Theoretical accounts most frequently encountered in technical literature assume that the quantities describing the cracking process in beams, i.e. the cracking moment and crack spacing depend on the geometry of reinforced concrete section and on the mechanical properties of both constituent materials ― concrete and steel ― and are independent of the way of loading. Crack width is described either as a function of bending moment or shear force, often taking into account the influence of the duration of loading. Other factors are considered as secondary and are omitted in theoretical considerations. All descriptions are of deterministic character and for design purposes arbitrary factors of safety are introduced. The purpose of this paper is to confront some of these assumptions with the results of sufficiently numerous empirical investigations allowing to use the methods of mathematical statistics. The analyses carried out proved that crack density understood as the number of cracks per unit length of beam is not a constant quantity, but a random function. In the loading process not only mean value is varying, but also the form of function describing the distribution of crack density. The results of investigations indicate also that the influence of such factors as: method of curing, way of loading, joint action of bending moment and shear force, degree of shear reinforcement and kind of aggregate, influence appreciably the course of cracking process. Neglecting these influences in calculation methods requires the introduction of much higher factors of safety.
机译:在技​​术文献中最常遇到的理论解释是,描述梁开裂过程的数量,即开裂力矩和开裂间距取决于钢筋混凝土截面的几何形状以及取决于构成材料(混凝土和钢)的机械性能,并且与加载方式无关。裂纹宽度被描述为弯矩或剪切力的函数,通常考虑到载荷持续时间的影响。其他因素被认为是次要因素,并且在理论上没有考虑。所有描述都是确定性的,出于设计目的,引入了任意安全系数。本文的目的是通过足够大量的实证研究结果来应对其中的某些假设,从而允许使用数理统计方法。进行的分析证明,裂纹密度理解为每单位梁长度的裂纹数量不是一个恒定的数量,而是一个随机函数。在加载过程中,不仅平均值变化,而且描述裂纹密度分布的函数形式也不同。研究结果还表明,固化方法,加载方式,弯矩和剪切力的共同作用,剪切增强的程度和骨料的种类等因素对开裂过程的影响均显着。在计算方法中忽略这些影响需要引入更高的安全系数。

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