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Cavitated相关的网络例句

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Stability of solutions of the cavitated bifurcation equation is discussed in each region by using the minimal potential principle, and the catastrophic phenomenon of cavity formation is explained. 2. In Chapter 4, problems of cavitated bifurcation for two spheres, which are composed of two different kinds of imperfect compressible hyper-elastic materials, were examined, respectively. The parametric analytic solutions of the radially deformed function and the parametric cavitated bifurcation solutions are all obtained for the two spheres.

利用奇点理论给出了空穴分岔方程在分岔点的等价正规形,将缺陷参数分成若干个区域,证明了当缺陷参数属于某些区域时,具有缺陷的超弹性材料球体发生空穴分岔时的临界载荷比无缺陷的小;并利用最小势能原理讨论了空穴分岔方程的解在各个参数区域内的稳定性,解释了空穴生成的突变现象。

The cavitated bifurcation equation that describes cavity formation and growth in the interior of the sphere is obtained. It is proved that there exists a unique bifurcation point on the trivial solution of the cavitated bifurcation equation.

本文利用分岔理论和动力学理论中的基本观点、方法和结论,对具有缺陷的超弹性材科组成的球体内部的空穴生成和增长的拟静态问题以及空穴生成后随时间的运动规律等方面进行了系统的研究,得到了一些新的结论,同时给出了相应的数值分析。

Results By using optical microscope,the neurocytes of hippocampus in experimental group were observed to denaturalize,tumefy,destroy and disappear.And under electron microscope,the karyon was irregular,nucleoles deviated,chondriosome tumefied,crista collapsed,membrane was damaged,substance cavitated.Such changes were more evident with the increased paroxysm of epilepsy,the parameters between control group and operation group had no difference(P>0.01).But make a monofactorial variance analysis among cells' number,area,circumference and integral optical density in different groups,it showed that there were significant differences between optional two groups(P.01;at the same time,the more serious injury in hippocampus,the more powerful GFAP immunoreaction was.

结果: 实验组海马区光镜下可见神经细胞变性、肿胀、坏死及神经细胞脱失改变,电镜可见细胞核形态不规则、有切迹、核仁偏位、线粒体肿大、嵴断裂、膜破损和基质空化等改变,随癫痫发作次数增加上述改变越明显,对照组与手术对照组比较,各参数差异无显著性(P>0.05),将不同组别大鼠细胞数、面积、周长、积分光密度分别作单因素方差分析,不同组别间均差异有显著性(P.01),同时观察到海马区GFAP免疫反应阳性的胶质细胞随海马损伤的加重而GFAP免疫反应增强。

Cavitation erosion is related to bubbles.Bubbles pop out from drilling fluid in vacuum conditiun and form air mass against cyclinder well.For low resistance to pressure,air mass happen explosion when compressed,making cyclinder wall cavitated.

气蚀发生的条件与气泡密切相关,气泡在真空时从钻井液中溢出形成气团,并紧靠缸壁;气团在压缩时因承压能力低而产生爆炸,从而引起缸壁产生气蚀作用。

In contrast to the situation for a homogeneous isotropic neo-Hookean sphere, it is shown that not only there exists a secondary turning bifurcation point on the cavitated bifurcation solution which bifurcates locally to the left from trivial solution, and also the critical load is smaller than that for the material with no perturbations, as the parameters belong to some regions.

与均匀各向同性的neo-Hookean球体的情况相比,证明了当摄动参数属于某些区域时,从平凡解局部向左分岔的空穴分岔解上存在一个二次转向分岔点,空穴生成时的临界载荷会比无摄动的材料的临界载荷小。

The optimum process was as follows : solvent is 0.3% ammonia solution , ratio of solvent to solid ratio is 10:1 , vacuum-cavitated time is 15 minutes , GA extraction yeild is 2.0%, the crude extract is 30.3%, and in which the content of GA is 6.6%.

采用负压空化方法对超临界萃取后固形物中甘草酸的提取工艺进行了研究,并研究了甘草酸纯化的工艺,通过影响因素试验和正交试验得出最佳工艺条件为:0.3%的稀氨水为溶剂,液固比为10:1,负压空化提取15min,甘草酸提取率为2.0%,含量6.6%。

The thought process which underpins this new minimal invasive approach can be organized into three main categories:(1) Recognize, which means identify patient caries risk,(2) Remineralize, which means prevent caries and reverse non-cavitated caries, and (3) Repair, which means control caries activity, maximize healing and repair the damage.

微创牙科学的处理方法可概括为3个步骤:(1)判定患者的患龋风险;(2)再矿化,即防止龋损形成并逆转未形成&洞&的浅龋;(3)修复,即控制龋活性,使愈合潜能最大化并修复龋损。

In Chapter 4, problems of cavitated bifurcation for two spheres, which are composed of two different kinds of imperfect compressible hyper-elastic materials, were examined, respectively.

以一类具有缺陷的不可压超弹性材料组成的球体为例,研究了材料缺陷对空穴运动方程的非平凡解的存在性及其定性性质的影响。

It is suggested to weld and apply anti-abrasion-cavitation material on seriously cavitated area, obvious result has been abtained.

对气蚀严重部位,建议采用高强度抗磨焊条补焊及喷涂抗磨材料,实施后效果显著。

In Chapter 3, problems of cavitated bifurcation for a solid sphere composed of imperfect incompressible hyper-elastic materials, subjected to a surface tensile dead load, are examined.

由于材料内部空穴的生成、增长以及相邻空穴的贯通是材料损伤和破坏的重要机理,因此如何预测材料内部的空穴生成和增长引起了广泛关注。

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