1) two dimensional quasicrystals
二维准晶
1.
The paper considers the plane elastic problems of dodecagonal system in two dimensional quasicrystals.
研究了十二次对称二维准晶的平面弹性问题 。
2) two-dimensional Fibonacci quasilattice
二维Fibonacci准晶
3) decagonal two? dimensional quasicrystal
十次二维准晶
1.
A contact problem of decagonal two? dimensional quasicrystal material under the action of a rigid flat die is solved satisfactorily by introducing displacement function and using Fourier analysis and dual integral equations theory, and the analytical expressions of stress and displacement fields of the contact pro.
通过引入位移函数和应用Fourier分析与对偶积分方程理论圆满解决了在一个平底冲头作用下十次二维准晶材料的接触问题 ,得到了此材料接触问题应力与位移的解析表达式 。
4) 2D photonic quasi-crystal
二维光子准晶
5) decagonal quasicrystal
十次对称二维准晶
1.
By means of the complex variable method, this investigation addresses two kinds of contact problems in decagonal quasicrystalline materials.
采用复变函数法探讨了在一个刚性压头作用下十次对称二维准晶材料的两类接触问题,即具有有限摩擦的接触问题以及粘结接触问题。
2.
The general solution for plane strain problems in decagonal quasicrystals accounting for thermal effect is derived.
推导了当考虑热效应时十次对称二维准晶体平面应变问题的通解表示。
3.
A decagonal quasicrystal, which is weakened by an arc-shaped crack penetratingthrough the solid along the period direction, and which is subjected to remote uniform phonon stresses,is investigated by applying the complex variable method which is just developed by the authors.
采用复变函数法研究了在远场承受均布声子场机械载荷作用下十次对称二维准晶中穿透周期轴的一个圆弧形裂纹。
6) two-dimensional octagonal quasicrystal
八次对称二维准晶
1.
The present study develops the fracture theory for a two-dimensional octagonal quasicrystals.
发展了八次对称二维准晶材料的断裂理论· 应用Fourier变换与对偶积分方程理论 ,得到了八次对称二维准晶材料Ⅱ型Griffith裂纹的精确解析解 ,并由此确定了应力强度因子和应变能释放率 ,讨论了与相位子场有关结果的物理意义以及晶体与准晶体裂纹问题力学行为的差别 ,这些为研究此新固体材料的变形和断裂提供了重要的信
补充资料：A1-Cu-Co合金中十次对称准晶单晶体及其衍射图
A1-Cu-Co合金中十次对称准晶单晶体及其衍射图
‘ Al Cu—Co合金中十次对称准晶堕晶体e1)及其衍射圈(z) 中国科学盹垒禹研览听供稿
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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