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For case, suitability means that the procedure can detect and quantitate polymorphs and/or solvates in admixtures of such forms, or measure particle size.

应该简要描述化验方法并证明其是合适的。对于和两种情况,合适性是指有关程序能够探测和区分多晶型物。

The third is the adaptive change of pheromone evaporation coefficient.

在此基础上,对该算法的收敛性进行了证明。

According to t-test of the means of their pre-experiment test scores, there is no significant difference between these two groups.

随后他们接受实验前测试,测试成绩经t检验证明两组学生的听力水平无显著性差别。

Devise a pair of primer to put out the section of pgE which code the dense antigen episode, clone into pET-32a, name the masculine plasmid with pET-32pgE. Transform the BL21 strain with pET-32pgE, choose several single bacterium drops at random and contaminate 2X YT. vibrate at 37癈 over night. Contaminate another tube with the above culture to the final concentration of 2%, continue to culture to OD6oo0.6, add IPTG to the final concentration of Immol/L. inducing 6 hours. Analyse the expression with SDS-PAGE and Western-blot, the result is that the expression has actually happened and the product has immunoreactivity.

设计一对引物从gE全基因克隆载体pgE中调出抗原决定簇密集编码区,克隆进PET-32a表达载体,双酶切和PCR鉴定出阳性者,命名为PET-32pgE,转化BL21菌株,挑取单菌落在加有氨苄的2×YT培养基中37℃过夜长至饱和,按2%体积转种另一管,培养至OD_(600)为0.6,加IPTG至终浓度1mmol/l,诱导4~6小时,SDS-PAGE和Westernblot分析,证明确实表达并具有免疫反应性。

Then, the watermark information is scaled down and embedded in one part of the x-coordinate of the original mesh.

实验结果证明算法有较强的强壮性,并且实现提取水印不需要任何辅助信息和预处理。

Then, the watermark information is scaled down and embedded in one part of the x-coordinate of the original mesh. Thus, the watermarked mesh is obtained.

实验结果证明算法有较强的强壮性,并且实现提取浙江大学博士学位论文水印不需要任何辅助信息和预处理。

In the end of this chapter,thenonlocality proof of Greenberger etal is summarized.

在该章最后,介绍格林伯格等人的非局域性证明。

By means of a priori estimates, a nonexistence theory for a class of quasilinear parabolic equations is established.

在第一章中,利用ODE方法,证明了一类散度型拟线性椭圆型方程边值问题径向解的存在性。

In this paper we prove that the global existence theorems of the solutions to Cauchy problem for a class of quasilinear parapolic systems, by using of the entropy-entropy flux .

本文通过引进熵-熵流对,证明了一类拟线性抛物方程组Cauchy问题解的整体存在性定理。

The efficiency of testability improvement and power optimization is demonstrated by experimental results.

实验证明了该方法在可测性改善和功耗优化方面的有效性。

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