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1)  Biot's fluid-saturated porous media
Biot饱和流体孔隙介质
2)  fluid-saturated porous media
流体饱和多孔隙介质
1.
Time-lapse seismic data inversion based on the wave equation fluid-saturated porous media;
基于流体饱和多孔隙介质波动方程的时间推移地震反演
2.
The wavelet multiscale method is applied to the inversion of porosity in the fluid-saturated porous media.
基于多尺度的思想,将小波多分辨分析和多尺度方法相结合,应用于流体饱和多孔隙介质孔隙率的反演。
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3)  fluid-saturated porous media
流体饱和孔隙介质
1.
The simulated annealing algorithm is used to determine material parameters of fluid-saturated porous media from surface dynamic response data.
本文研究了模拟退火算法在流体饱和孔隙介质参数反演中的应用。
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4)  unsaturated porous media
非饱和孔隙介质
1.
Constitutive modelling of unsaturated porous media is of first importance for a wide range of the problems,for instance,safety analysis of toxic waste repositories and stability evaluation of buildings.
对非饱和孔隙介质进行数值模拟是非常必要的,如:核废料贮存中的安全分析、房屋建筑的稳定性评价等。
5)  fluid saturated porous media
饱和孔隙介质
1.
In this paper, a three field finite element procedure for the analysis of response to earthquake in two dimensional fluid saturated porous media is presented.
然后在时域上采用Ｗｉｌｓｏｎ－θ法进行逐步积分，得到一种分析二维饱和孔隙介质地震反应的三场有限元方法。
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6)  saturated-unsaturated porous medium
饱和–非饱和孔隙介质
1.
By using the Galerkin method,all the governing equations are discretized in the space domain and time domain respectively;and a two-dimensional FEM code for coupled hydro-mechanical elastoplastic analysis of saturated-unsaturated porous medium is developed.
从建立应力平衡方程、水连续性方程和弹塑性矩阵入手,使用Galerkin方法,将各控制方程分别在空间域和时间域进行离散,初步开发出了一个用于分析饱和–非饱和孔隙介质中水–应力耦合弹塑性问题的二维有限元程序。
补充资料：(C14-18-饱和、C16-18-不饱和)脂肪酸钾盐
CAS：68002-80-2
分子式：C14-18 and C16-18-Unsaturated alkylcarboxylic acid potassium salts

中文名称：(C14-18-饱和、C16-18-不饱和)脂肪酸钾盐；牛油脂肪酸钾皂

英文名称：Fatty acids, C14-18 and C16-18-unsatd., potassium salts
C14-18 and C16-18-Unsaturated alkylcarboxylic acid, potassiumsalt
fatty acids, c14-18 and c16-18-unsatd., potassiumsalts
Fatty acids,C14-18 and C16-18-unsatd.,potassium salts
C14-18 and C16-18-Unsaturated alkylcarboxylic acid,potassiumsalt
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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