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1)  frequency warping effect
频率翘曲效应
2)  frequency warpping
频率翘曲
3)  kink effect
翘曲效应
1.
An analytical temperature dependent kink effect model of PD(Partially Depleted) SOI NMOSFET are described,whose physical structure consists of a top NMOSFET and a bottom parasitical BJT.
报道了一个部分耗尽 (PD) SOI NMOSFET翘曲效应的温度解析模型 。
4)  buckling [英]['bʌkl]  [美]['bʌkḷ]
翘曲曲率
5)  curvature effect
曲率效应
1.
Considering the curvature effect,the Fermi velocity was larger than that of witho.
结果表明,在拉伸形变下扶手椅型SWNT仍然是导体,但其费米速度随拉伸比的变大而变大;在拉伸比不变的情况下,考虑曲率效应后其费米速度变大。
2.
The curvature effects of interlayer van der Waals(vdW) forces on external pressure-induced buckling of a double-walled carbon nanotubes(DWNTs) were studied.
针对双壁碳纳米管外压屈曲问题,研究了层间范德华力的曲率效应对临界外压的影响。
3.
The curvature effects on the structure of turbulence were analyzed qualitatively.
首先定性地分析了流线曲率效应对流场湍流结构的影响,然后以U型槽道流为典型算例,对多种湍流模型进行了评估。
6)  warping stress
翘曲应力
1.
According to one-dimensional heat conduction hypothesis, the thermal field of cement concrete pavement was got and the warping stress of porous concrete base at the top was calculated.
根据一维热传导假设,求解水泥混凝土路面的温度场,计算得出多孔混凝土基层顶面的翘曲应力;求解多孔混凝土基层的胀缩应力,提出基层开裂临界温度差的预估方法以及基层开裂时接缝间距的计算方法;推荐了常见路面结构厚度范围多孔混凝土基层的接缝间距。
2.
The relationship among temperature warping deformation,temperature warping stress and warping related stress is analyzed for a cement concrete beam placed on rigid basement.
针对置于刚性地基上的砼梁 ,讨论了温度翘曲与翘曲应力、温度翘曲与翘曲复合应力的关系 ,分析了温度翘曲对水泥砼路面的影响 ,分析表明 :翘曲应力和复合翘曲应力对水泥砼路面的影响十分显著 ,它与翘曲变形有直接的因果关系 ,必须予以考
3.
By setting up finite element model,the load stress and the warping stress of the two materials pavement are calculated and compared.
建立有限元模型,计算配置两种材料道面的荷载应力与翘曲应力并进行比较。
补充资料:频率计量(见时间频率计量)


频率计量(见时间频率计量)
frequency metrology: see time and frequency metrology

  口n IQ liliang顷率频率计皿(f比quency metrolo盯) 计t。见时闰
  
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