1) strain incremental ratio
应变增量比
1.
The results indicate that the relationship between stress ratio and strain incremental ratio in these materials is still a linear relation on the extended moblized plane.
ｃｔｇφ）不等于零时材料的应力比与应变增量比关系。
2) constant strain increment ratio
等应变增量比
1.
Development of constant strain increment ratio path tests
等应变增量比试验控制功能的开发与实现
2.
The previous studies show that there exists a steady stress state,defined as asymptotic state,when sand is loaded along constant strain increment ratio paths.
以往的研究结果表明:砂土在沿着等应变增量比路径加载时存在一个稳定的应力状态,即渐近状态;渐近状态随应变增量比的变化而变化;渐近状态是比临界状态更为广泛的一个概念,临界状态是渐近状态在体应变增量为零时的特殊情况。
3) strain increment
应变增量
1.
Applying the law of least square,an optimum straight line is fitted,then the optimum value of strain increment Δε is determined.
因此 ,应用最小二乘法可以拟合一条最佳直线 ,进而确定应变增量Δε的最佳
2.
In order to study inherent relation of strain parameters in depth,the relation between different strain increments and Lode parameter was formulated,hence the quantitative relation between strain increments was given directly.
为深入研究各应变参量间的内在联系,推导出应变增量与罗德系数间关系的表达式,直观地给出了不同应变增量间的定量变化关系。
3.
It is suitable using the simulation results of main strain for analysis in ANSYS-2D and using the simulation results of plasticity zone in FLAC-2D and using the simulation results of strain increment in FLAC-3D.
结合工程实例,采用ANSYS-2D,FLAC-2D和FLAC-3D程序对导水断裂带发育规律进行了大量计算和分析,认为:ANSYS-2D宜采用主应变指标来确定;FLAC-2D宜采用塑性区范围来确定;FLAC-3D宜采用应变增量(曲率)指标来确定。
4) lncremental strain
增量应变
5) ratio of stress increment
应力增量比
1.
Applied with incremental theory, this paper has described a new approach for modulus of deformation varying with ratio of stress increment form the K 0 status.
本文以Ｋ０状态为计算起点，运用增量理论给出了变形模量随应力增量比变化的计算方法，在此基础上得到了新的考虑应力路径的沉降计算法。
6) strain increment method
应变增量法
1.
The measuring error of principal stresses is discussed by integration and strain increment method.
叙述了环芯法采用逐层铣槽方式测量残余应力的应力应变关系，并讨论了积分法和应变增量法两种方法测量主应力的误差问题。
补充资料：比昂斯滕·比昂松
比昂斯滕·比昂松
比昂斯滕·比昂松（1832～1910）挪威戏剧家、诗人、小说家。主要作品有剧作《皇帝》、《挑战的手套》，诗集《诗与歌》等。1903年作品《挑战的手套》获诺贝尔文学奖 。获奖理由： “他以诗人鲜活的灵感和难得的赤子之心，把作品写得雍容、华丽而又缤纷”。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。