2) elliptical inclusion
椭圆夹杂
1.
The solution for the thermoelastic field of an elliptical inclusion under a linear temperature change is provided in the present study by using an effective method for solving the plane thermoelastic problems on complex multiply connected region.
利用处理平面多连通域热弹性问题的一种有效方法 ,获得了椭圆夹杂模型线性温变问题的热弹性场解答 ,并讨论了夹杂和基体材料的热膨胀系数、热传导系数以及剪切模量对界面热应力的影响规律 ,所获得的结论为增强复合材料的设计与应用提供了有价值的参考依据。
2.
The electroelastic interaction between a piezoelectric screw dislocation and an elliptical inclusion containing an electrically conductive interfacial rigid line is investigated.
研究了无限大压电基体材料中压电螺型位错与含界面导电刚性线椭圆夹杂的电弹耦合干涉问题。
3) elliptic inclusion
椭圆夹杂
1.
This investigation proves that a three-phase anisotropic elliptic inclusion under uniform remote stresses in anti-plane shear admits an internal uniform stress field within inner elliptical inclusion provided that constitutive parameters for the interphase layer are properly selected.
论证了只要合适选择中间界面层的弹性常数，各向异性线弹性固体在远场均匀反下面剪切应力作用下三相椭圆夹杂内椭圆上仍存在均匀应力场。
2.
Marc were compared with those of the BEM scheme for a square sheet with two very close elliptic inclusions.
Marc和边界元程序对含有两个非常接近椭圆夹杂板材的对比计算分析 ,表明该文提出的边界元方案比有限元法具有更高的计算精度和计算效率。
4) circular inclusion
圆形夹杂
1.
A scheme of BEM for the simulation of elastic bodies with randomly distributed identical circular inclusions is presented.
在作者研究组能模拟含随机分布圆孔弹性体的二维边界元软件 THBEM2的基础上 ,提出了模拟含随机分布圆形夹杂弹性体的边界元法 ,其计算量和相应圆孔的情况相差并不很大 ,给出的算例表明了方法的可行性和有效
2.
Elastic interaction between a wedge disclination dipole and a circular inclusion with an interfacial crack is investigated by using the methods of conformal mapping,analytic continuation and Cauchy integral.
运用共形映照、解析延拓以及柯西型积分运算等复变函数方法研究无限大平面中楔型向错偶极子与界面裂纹、圆形夹杂的弹性干涉问题。
3.
The interaction among a screw dislocation, circular inclusion and interface crack or elliptical inclusion and interface crack under remote uniform heat flux is mainly researched in this paper.
本文主要研究压电材料在远端均匀热流场作用下,螺型位错分别和圆形夹杂与界面裂纹、椭圆形夹杂与裂纹之间相互作用的问题。
5) elliptic inhomogeneity
椭圆夹杂
1.
A generalized solution was obtained for the partially debonded elliptic inhomogeneity problem in piezoelectric materials under antiplane shear and inplane electric loading using the complex variable method.
利用复变函数方法,研究在反平面剪切和面内电场共同作用下压电材料椭圆夹杂的界面脱粘问题· 假定夹杂界面脱粘导致了界面电绝缘型裂纹的产生· 通过保角变换和解析延拓,将原问题化为两个黎曼＿希尔伯特问题,获得了夹杂和基体复势的级数解,进而求得应力变形场以及夹杂＿基体界面脱粘的能量释放率的一般表达式· 通过理想粘结的椭圆夹杂、完全脱粘的椭圆夹杂、局部脱粘的刚性导体椭圆夹杂、局部脱粘的圆形夹杂等特例的分析说明了该解的有效性和通用性·
6) circular inclusion
圆夹杂
1.
Using the Graf formula of Bessel function and wave function expansion method, the Green function of a point force applied inside of a circular inclusion is established.
利用特殊函数的Graf加法公式和波函数展开方法得出了圆夹杂内作用集中力的格林函数。
补充资料：GCr15钢中的大型非金属夹杂物(铝酸盐)×500
GCr15钢中的大型非金属夹杂物(铝酸盐)×500
GCrl5钢中的大型非金属夹杂物(铝酸盐) ×500
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