1) isochromatic fringe values
等差条纹级数
2) isochromatic fringes
等差条纹
1.
Based on summarizing all sorts of identification ways, a method to combine stress wave theory with analyzing isochromatic fringes is proposed.
并在总结回顾动光弹等差条纹级次判读方法的基础上,提出了把应力波理论与等差条纹分析判读相结合的方法,这样不仅使条纹判读的概念更清晰,而且可提高条纹分析和级次判读的准确性。
2.
After summarizing all sorts of identification ways, the method of stress wave theory combined with analyzing isochromatic fringes is offered.
同时 ,在总结回顾动光弹等差条纹级次判读方法的基础上 ,提出了把应力波理论与等差条纹分析判读相结合的方法 ,不仅使条纹判读的概念更清晰 ,而且可提高条纹分析和级次判读的准确性。
3) fringe pattern
条纹级数
1.
Meanwhile, the photoelastic fringe patterns of different compression ratio ware gained and can be used quantitatively in practice.
应用ANSYS软件对矿岩体内埋设的光弹性应力计率定试验进行了三维有限元数值模拟研究 ,分析了应力、位移等分布的规律性 ,同时模拟得到的各种压力比的光应力计条纹级数云纹图 ,可供现场观测时定量使
4) fringes of equal chromic order
等色级条纹
5) arithmetical series
等差级数
1.
The method for finding"heng-diameter"and"gui-length"in the Zhou Bi Suan Jing(Arithmetical Classic of the Zhou Gnomon)can be regarded as an application of linear interpolation, while that for finding sun s displacement in the Dayan Calendar is similar to the sum formula of arithmetical series proposed by Liu Hui.
《周髀算经》中求“衡径”和“晷长”的方法可以视为一次插值法的应用，《大衍历》中“先定日数，径求积度及分”的方法实与刘徽提出的等差级数求和公式一致。
6) fractional isochromatic fringes
分数级条纹
1.
In photoelastic stress analysis, the accuracy of analysis can be improved by using fractional isochromatic fringes, so it is very important to study the approach for producing fractional fringes.
在光弹应力分析中，利用分数级条纹可以提高分析精度，于是，产生分数级条纹的方法研究就变得非常重要。
补充资料：等差
1.等级次序;等级差别。
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