1) magnitude of maximum shearing stress
最大剪应力值
2) ultimate shear stress
最大剪应力
1.
To achieve easily and rapidly the key data of the yield shear stress and ultimate shear stress,the double-hole micro-shear,transistors and microchip machine MSP430F149 are used in the testing system.
通过双孔微剪切法、传感器和MSP430F149单片机,快速方便地获得材料的屈服剪应力、最大剪应力数据。
3) maximum shear stress
最大剪应力
1.
FEM analysis of the distributions of maximum shear stress in coating system with TiN/Si 3 N 4 double coating layers indicated that the distribution of maximum shear stress is better if the material with relatively low Young's modulus used as the surface layer.
采用有限元数值计算方法,模拟分析了TiN、Si3N4的双层涂层与GCr15基体体系中的最大剪应力分布。
2.
Based on the shear stress analysis on the different locations of the asphalt pavement structure,the paper obtains the distribution characteristics and rules of maximum shear stress under different depths of the pavement.
通过对沥青路面面层内不同位置的剪应力分析,得出了不同深度最大剪应力的分布特点及不同深度最大剪应力的分布规律。
3.
The analysis shows that maximum shear stress which come into surface-initiated under wheel load is beyond shear strength of asphalt binder.
计算结果表明,在假定的车轮荷载作用下,路面结构最大剪应力发生在路面表层,位置在轮迹边缘,其大小接近或超过常温下沥青混合料的抗剪强度,是导致半刚性路面产生TDC的主要原因。
4) maximum shearing stress
最大剪应力
1.
Through the experimental results and study on the reason of fracture,we considered that mean stress and maximum shearing stress were different in tension and compression,condition of fracture was proposed.
提出了考虑平均应力和最大剪应力共同影响、考虑了拉压异性的脆断条件。
2.
3, the distribution of maximum shearing stress under coating surface is rather beneficial for enhancing the fatigue life of bearings, whereas ratio t/a equ.
3时 ,表面下的最大剪应力分布对提高轴承疲劳寿命较为有利 ;t/a =0 。
5) maximum shear stress
最大剪切应力
1.
The maximum shear stress and the maximum tensile stress on the coating and substrate interface were analyzed.
通过对涂层与基体界面最大剪切应力和最大法向应力的分析,比较了模型中不同基体台阶深度、涂层尺寸对界面结合强度的影响。
6) maximum shear coefficient
最大剪应力系数
补充资料：最大切应力
最大切应力
maximum shear stress
zu、da qieyingll最大切应力(maxirnum shear stress)指绝对值最大的主切应力。若各主应力间有。，>aZ>伪的关系时，则最大切应力r。二之值为r一二一红尹最大切应力所作用的平面为平分最大主应力和最小主应力间夹角的平面。(王占学)
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