利用溶胶-凝胶生物传感器测定饱和苯系物废水中酚类化合物

研制了用溶胶-凝胶包埋酪氨酸酶碳糊生物电极。其生物电极的工作条件为:电位为-100mV(vs.SCE),溶液pH5.40,响应时间为3min。本文方法对苯酚的检出限为1.00×10-6mol/L,线性范围为1.00×10-6~1.00×10-4mol/L,相对标准偏差为1.04%。实验结果表明,本电极对邻甲酚、对苯二酚、邻苯二酚、对氯苯酚都有良好的响应,但对邻氨基酚、间苯二酚、对甲苯酚、邻硝基酚、2.4二甲基酚响应较差。用本法对化工废水中酚类进行了测定,有机干扰物苯、甲苯、二甲苯对测定结果无影响。     

光谱法研究异丙甲草胺及其S-对映体与脲酶的相互作用机制

应用紫外差光谱和荧光光谱法研究了水溶液中酰胺类除草剂异丙甲草胺及其S 异构体与脲酶分子间的相互作用。结果表明 ,随着除草剂浓度的增加 (0 0～ 1 6 μmol·L-1 ) ,脲酶的紫外吸收光谱发生红移 ,吸收强度减弱。除草剂对脲酶的荧光均有猝灭作用 ,且静态猝灭是引起脲酶荧光猝灭的主要原因。从荧光猝灭结果求出了除草剂和脲酶的结合常数及结合位点数。异丙甲草胺 :K =1 4 9× 1 0 3 L·mol-1 ,n =0 84 ;S 异丙甲草胺 :K =2 2 2× 1 0 3 L·mol-1 ,n =0 89。     

毛细管等电聚焦/毛细管无胶筛分电泳二维蛋白质分离平台的构建

设计并制作了一种新型的中空纤维接口,以此为核心构建了毛细管等电聚焦(CLEF)／毛细管无胶筛分(CNGE)电泳二维蛋白质分离技术平台,实现了将二维凝胶电泳从平板转移到毛细管中。利用该二维分离平台,对血红蛋白样品进行了高效、快速分离分析,验证了该二维分离平台的可行性及分离效能。实验结果表明：二维分离系统总的峰个数和分离效能都比各自一维分离系统有较大提高。     

一个各向异性插值定理及其在二阶问题混合元中的应用

At first this paper presents an interpolate theorem with anisotropic property, which can be applied to estimate the interpolate error based on different directions. Then a discrete mixed form for the second order elliptic problem is constructed.The gradient vector is approximated by non-full piesewise double quadratic polynomials, the function u by piecewise constants only. The advantage is that this scheme is still convergent without regularity assumption of subdivision to domain Ω.     

奇异摄动Darcy-Stokes问题的一个矩形有限元

构造了一个新的非协调的矩形单元,分析了单元对奇异摄动Darcy-Stokes问题的稳定性,给出了有限元误差分析结果.用数值实验验证了理论分析结果.     

岩土材料的非线性统一强度模型

将材料的破坏归结为剪切破坏,每种材料对应于特定的剪切滑动面,抗剪强度为滑动面上正应力的函数,基于不同材料的强度特性将一系列的剪切滑动面统一起来,建立了岩土材料的非线性统一强度模型.非线性统一强度模型的滑动面为β应力空间内的等倾面,在β应力空间内的强度面为圆锥面;在普通应力空间内的强度面为一系列连续光滑、外凸的锥面,在偏平面上强度曲线涵盖了从下限Matsuoka-Nakai曲线到上限Drucker-Prager圆之间的所有区域,子午面上强度线为直线.非线性统一强度模型只有3个材料参数,参数都具有明确的物理意义,通过与国内外学者已取得的岩土类材料真三轴强度试验结果的比较,表明模型可适用于多种类型的材料,并合理描述其非线性强度特性.      

Tracking of a third-order maneuvering target under an arbitrary topology

We explore the tracking problem of a maneuvering target. Tracking agents with third-order kinematics can communicate with each other via wireless network. The communication network topology is arbitrary rather than switches among several fixed topologies. The information sharing and interaction among agents are position, velocity, and acceleration. Some sufficient conditions of tracking strategy have been proposed. Finally, a numerical example is employed to demonstrate the effectiveness of proposed tracking strategy.     

一种基于证据理论的结构可靠性分析方法

提出了一种基于证据理论的结构可靠性高效求解方法. 通过构造优化问题求解极限状态方程的非概率可靠性指标及设计验算点, 并构造一辅助区域. 通过辅助区域显著减少需要进行极值分析的焦元个数, 并基于区间分析方法减少焦元上极限状态方程的计算次数, 从而有效降低计算成本. 数值算例及工程应用验证了该方法的有效性.     

课间二次备课——专家型教师的一种教学机智

通过观察法记录某专家型教师在不同班级的授课情况,从学生参与情况、教学内容的调整2个层面分析了课间二次备课的效果,认为课间二次备课是专家型教师特有的一种教学机智。     

Uphill anomalous transport in a deterministic system with speed-dependent friction coefficient

We investigate the transport of a deterministic Brownian particle theoretically, which moves in simple onedimensional, symmetric periodic potentials under the influence of both a time periodic and a static biasing force. The physical system employed contains a friction coefficient that is speed-dependent. Within the tailored parameter regime, the absolute negative mobility, in which a particle can travel in the direction opposite to a constant applied force, is observed.This behavior is robust and can be maximized at two regimes upon variation of the characteristic factor of friction coefficient. Further analysis reveals that this uphill motion is subdiffusion in terms of localization(diffusion coefficient with the form D(t) ~t~(-1) at long times). We also have observed the non-trivially anomalous subdiffusion which is significantly deviated from the localization; whereas most of the downhill motion evolves chaotically, with the normal diffusion.