1) breakage probability
碎裂概率
1.
After a brief introduction of the early ideas put forward by Weibull to use this form of distribution in formulation of a statistical theory of material strength,this paper reviews the application of this theory in description of particle-breakage and mathematical modelling of comminution in terms of breakage probability and fragment size distribution.
本文在简要介绍威布尔早期将这个分布应用于材料强度统计理论的基本思路之后,从碎裂概率和碎块粒度分布两个方面综述了该理论在颗粒碎裂描述和粉碎数学建模中的应用。
2) Crushing probability
破碎概率
1.
The particle crushing probability in the model is derived on the basis of the Weibull distribution formula in the frame of statistical fracture mechanics with the use of the nominal stress concept.
在统计断裂力学W e ibu ll分布公式基础上利用名义应力给出了多尺度分级模型意义下颗粒破碎概率;结合颗粒簇的解簇模型建议了一个可模拟颗粒破碎的多尺度分级离散颗粒模型。
2.
The crushing probability increases with the applied load.
破碎概率随载荷的增加而增加,但是增加的速率逐渐降低。
3.
The theoretical basis of more crushing and less grinding has been clarified from power consumption theory,crushing probability and granularity.
从功耗学说、破碎概率及碎矿粒度上阐明多碎少磨的理论依据。
3) crack probability
开裂概率
1.
A concept of dry shrinkage crack probability (C) has been put forward by which the concrete dry shrinkage crack probability could be devided into three levels named as: C≥60%(high risk),40%≤C<60%(medium risk)and C<40%(low risk).
介绍了一种评价混凝土收缩开裂的试验和评价方法,该法能够准确测量约束状态下混凝土干燥收缩时其内部产生的拉应力,特别是能够客观评价补偿收缩混凝土在弹性限制条件下抵御收缩应力的能力;提出了干燥收缩开裂概率C的概念,并将混凝土发生干燥收缩开裂的概率划分为C≥60%(高开裂风险),40%≤C<60%(中等风险)和C<40%(低风险)三种状态;试验表明,补偿收缩混凝土能够在混凝土中建立一定的自应力,可以有效降低混凝土的干燥收缩开裂概率。
4) probability of cracks
裂缝概率
5) fracture probability
断裂概率
1.
Aim To deduce the approximate functions of fatigue fracture probability, reliability and fatigue lifetime, and make nonequibrium statistical theory of fatigue fracture applicable to real metals.
目的推导出疲劳断裂概率、可靠性及疲劳寿命的近似解析表达式，使疲劳断裂的非平衡统计理论具有实际应用价值。
2.
According to the effection of hydrogen to the crackle s forming in metals,some important functions of fracture strain--fracture probability,reliability,and lifetime are discussed.
根据氢对金属中裂纹形核的影响 ,讨论了疲劳断裂的几个重要函数——疲劳断裂几率、可靠性及寿命 ,重点根据位错的堆积模型和详细的数学推导研究了氢致开裂纹的分布函数 ,导出了氢致裂纹的断裂概
6) cracking probability
破裂概率
补充资料：碎裂
1.破碎。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条