1) burgers vortex
Burgers涡
2) Burgers family
Burgers族
4) Burgers model
Burgers体
1.
when we took the Burgers model as visco-elastic medium for calculating post-seismic deformation of the 1960 Chile MW9.
5地震为例分析震后不同时期的形变,实现了以Burgers体为粘弹介质模型来模拟震后粘弹松弛效应有限元数值模拟。
2.
Using finite element method, and taking Burgers model for viscoelastic media the postseismic deformation is simulated.
运用有限元数值方法、以Burgers体为粘弹介质模型模拟了震后地表形变。
5) burgers model
Burgers模型
1.
Creep-recovery experiment data was fitted by a four elements Burgers model,and the linearity correlat.
用4元素的Burgers模型拟合了体系蠕变-回复实验的数据,线性相关系数都在0 9以上。
2.
In order to describe the whole process of rock creep and the creep feature of rock subjected to water pressure and external force more exactly,the Burgers model describing the creep feature of rock was modified.
为了更好地描述岩石蠕变的全过程以及在水压与外力共同作用下的岩石蠕变规律,对描述岩石蠕变特性的Burgers模型进行了修正。
3.
The static creep curve character of asphalt mastics was analyzed,the head section and end section of the curve were fitted by sectioned linear fitting method,the parameters of asphalt mastics viscoelastic Burgers model were solved in the condition of shear creep,and sectioned linear fitting method was compared with traditional method.
分析了沥青玛蹄脂静态蠕变曲线的特点,应用分段拟合法对曲线的起始与末尾段进行线性拟合,研究了剪切蠕变条件下沥青玛蹄脂粘弹性Burgers模型参数取值,并与传统方法进行了对比。
6) burgers equation
Burgers方程
1.
Applicabmty of lattice Boltzmann method to solve one-dimensional viscous Burgers equation;
格子Boltzmann方法求解一维黏性Burgers方程的适用性研究
2.
A multi-domain reproducing kernel finite difference method forBurgers equation;
多区域再生核有限差分法求解Burgers方程
3.
A construction method of exact solutions for Burgers equation;
Burgers方程精确解的一种构造方法
补充资料：Burgers dislocation
分子式：
CAS号：
性质：又称螺旋位错。一个晶体的某一部分相对于其余部分发生滑移，原子平面沿着一根轴线盘旋上升，每绕轴线一周，原子面上升一个晶面间距。在中央轴线处即为一螺型位错。围绕位错线原子的位移矢量称为滑移矢量或伯格斯(Burgers)矢量，对于螺型位错，位错线平行于伯格斯矢量。
CAS号：
性质：又称螺旋位错。一个晶体的某一部分相对于其余部分发生滑移，原子平面沿着一根轴线盘旋上升，每绕轴线一周，原子面上升一个晶面间距。在中央轴线处即为一螺型位错。围绕位错线原子的位移矢量称为滑移矢量或伯格斯(Burgers)矢量，对于螺型位错，位错线平行于伯格斯矢量。
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