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1)  strain complex number
应变复数
1.
The concepts of stress complex number and strain complex number and inertia complex number are presented in this paper.
文章提出应力复数、应变复数和惯性复数的概念,得到一个复数方程式,即复数莫尔圆方程。
2.
Complex number method for plane stress analysis and plane strain analysis is proposed by means of introducing the concepts of stress complex number and strain complex number in this paper.
通过引入应力复数和应变复数的概念,提出了平面应力分析和平面应变分析的复数方法。
2)  the complex function theory
复变应力函数
1.
Based on the complex function theory,the stress field was achieved by affine transformation.
文中的应力场是借助于仿射变换的方法通过复变应力函数得到的。
3)  recovery strain
恢复应变
1.
7% of maximum recovery strain after crystallization treatment at 550℃for 0.
5 h晶化处理后无残余塑变存在下的最大恢复应力、最大恢复应变分别为180 MPa、2。
4)  strain recovery
应变恢复
1.
The high temperature tensile creep behavior including high temperature strain recovery after creep was investigated for GH4049 nickel-based wrought superalloy.
研究了镍基变形高温合金GH4049,在实际工作温度范围700900℃,应力137600MPa下的高温拉伸蠕变行为,得到了蠕变后的高温应变恢复曲线。
5)  recovery strain
回复应变
1.
Effects of thermo-mechanical cycling on recovery strain and temperature of reverse transformation were investigated under constant pre-strain of 5.
96%)下的回复应变和逆相变温度;恒定预应变5。
2.
Effects of thermo-mechanical cycling on recovery strain (RS), critical stress for inducing martensites (σM) and martensitic transformation temperatures (Ms and Mf) of Ti49.
2形状记忆合金的回复应变RS、应力诱发马氏体的临界应力σM以及马氏体相变温度Ms和Mf的影响。
3.
The experimental results show that the recovery strain under 290 MPa stress decreases gradually and tends to be stable with increasing of the cycles and martensit stability, accumulation of the residual strain.
测试了Ti50Ni43Cu7合金在两种应力作用不同循环次数下的回复应变。
6)  Stretching and recovery
应变-回复
补充资料:conidium (复数conidia)
分子式:
CAS号:

性质:常指由真菌产生的一种形小、量大、外生的无性繁殖体。多为单细胞、色较深、不运动、抗干燥。一般由分生孢子梗等特殊菌丝通过断裂形成,成熟后分生。形态、构造、大小、颜色和排列等特征因种而异,是菌种鉴定的重要依据。实践上可用于分离、筛选、育种、保藏和接种扩大等。放线菌也有类似的分生孢子。

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