1) elastic square inclusion
正方形弹性夹杂
1.
Effect of an elastic square inclusion on a crack tip s stress intensity factor;
正方形弹性夹杂对裂纹应力强度因子的影响
2) circular elastic inclusion
圆形弹性夹杂
1.
The solution of series of the anti-plane problem on a circular elastic inclusion in an infinite body;
含圆形弹性夹杂的反平面问题级数解法
2.
Complex function method and multi-polar coordinate and Fourier series expansion technology are used to investigate the scattering of circular elastic inclusion in right-angle plane space to steady incident plane SH-wave.
利用复变函数法、多极坐标移动技术及傅立叶级数展开求解二维直角平面内圆形弹性夹杂对稳态入射平面SH波的散射问题。
3.
The elastic response of doubly-periodic arrays of circular elastic inclusions under the coupled action of uniformly mechanical loads and temperature loads is investigated.
研究了含双周期分布圆形弹性夹杂的无限弹性平面在均匀拉伸和均匀温变下的弹性响应问题。
3) cylindrical elastic inclusion
圆柱形弹性夹杂
1.
The scattering of out-plane line source load by a cylindrical elastic inclusion with a semi-cylindrical hill in half space is studied based on complex variable and Green’s function.
采用复变函数法和Green函数法,求解出平面线源荷载对半空间中半圆形凸起的圆柱形弹性夹杂的散射。
4) elastic rectangular inclusion
矩形弹性夹杂
1.
The interaction between an elastic rectangular inclusion and a kinked crack in an infinite elastic body was considered by using boundary element method.
使用边界元法研究了无限弹性体中矩形弹性夹杂对曲折裂纹的影响,导出了新的复边界积分方程· 通过引入与界面位移密度和面力有关的未知复函数H(t),并使用分部积分技巧,使得夹杂和基体界面处的面力连续性条件自动满足,而边界积分方程减少为2个,且只具有1/r阶奇异性· 为了检验该边界元法的正确性和有效性,对典型问题进行了数值计算· 所得结果表明:裂纹的应力强度因子随着夹杂弹性模量的增大而减小,软夹杂有利于裂纹的扩展,而刚性较大的夹杂对裂纹有抑制作用·
5) elastic cylindrical inclusion
弹性夹杂
1.
Scattering of SH-wave by a semi-cylindrical hill above a subsurface elastic cylindrical inclusion;
浅埋圆柱形弹性夹杂附近的半圆形凸起对SH波的散射
2.
Antiplane response of multiple semi-cylindrical hills above a subsurface elastic cylindrical inclusion to incident SH waves
SH波对浅埋圆柱形弹性夹杂附近多个半圆形凸起的散射
6) interface cylindrical elastic inclusion
界面圆柱形弹性夹杂
补充资料：Descartes正方形
Descartes正方形
Cartesian square
D留Ca啪es正方形【C红tesian叫朋别限;两跳叩r二，八-p盯卜冬俘平方形(co-一aisq~)，热卿平才攀(Pull一h汉ksqu剐吧)，在范畴中的 图 内 An声*A P刀志志a B*5. 口此处Afl、B(有时也用记号Ax、B)是对象A与B的纤维积，它与 A 毒a B竹S 月相关联，而几与p，都是典范射影.图 占 P月A Y工毒a B、S 刀是一个D留口n留正方形当且仅当它是可交换的，且对任何一对态射厂V~A，，:V~B当:户二刀v时必有唯一的态射无V~P，满足条件拜=占又，，=以.
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