两种非球形细胞光镊阱力标定方法的比较

玻尔兹曼统计法和均方位移法是两种可用于对非球型生物细胞在简谐光势阱中光阱力的标定方法. 用数字实验对这两种标定方法进行了比较, 结果表明： 与均方位移法相比,玻尔兹曼统计法不仅适用于各向异性非球性细胞,也适用于非简谐、非对称光势阱中任意形状的生物细胞光阱力的标定,结论与已有直接实验相符.     

用漂移和扩散概念求解光阱中细胞的热驱动分布

用漂移和扩散的概念对热驱动下光阱中的细胞进行动力学分析,得到细胞随空间位置的概率密度分布为玻尔兹曼分布,该分布可用于一般形状的、光学性质各向异性的生物细胞光阱力的标定.     

纯正半群上的强同余及Clifford同余

把Reilly对逆半群的幂等元集合的正规划分的概念推广到纯正半群,用它从另一角度刻画。了纯正半群上强同余的结构.并刻画了具有T关系的两个强同余的联和交的正则核正规系,又讨论了纯正半群上的Clifford同余,给出了最小Clifford同余的刻画.     

磁场对大分子构象的影响研究进展

对近年来有关磁场对大分子构象的影响研究进展进行了较全面综述.     

Inhibition of Model Compound of Purple Acid Phosphatases on Growth of Aerobacter aerogenes Investigated by Microcalorimetry

Ironisoneofthefourteentypesofessentiallybiologi caltraceelements .Ironplaysanimportantroleinlivingbodyanditwasregardedastherequiredtraceelementforlife .Manystudiesindicatethatdeficiencyorexcessofironmaybethecauseofmanydiseases .Furthermore ,ironisactivecenterofpigmentoxidase ,andsuccinicdehydroge nase ,etc .Consequently ,thestudyoftheinfluenceofironanditscompoundsonmicroorganismissignificantforun derstandinglifephenomenon .1Inhibitoryorantibioticactionofpurpleacidphos phatases (PAPs)hasnotbe…     

Γ-半群异于通常半群的独特性质

本文研究了Γ-半群的一些性质.利用研究通常半群的方法,并结合Γ-半群的特殊性,获得了关于Γ-半群性质,推广了通常半群的结论,特别探讨了Γ-半群的夹心集.     

Methods of calibration to optical trapping force upon non-spherical cells

The dynamical equation of a trapping cell is solved to find calibration methods for the trapping force, and two methods are compared by synthetic experiment data. Results indicate that: Boltzmann distribution method (BDM) is available for the force calibration of non-spherical or anisotropic cells in arbitrary trap potential; the mean square displacement method (MSDM) is available only for a symmetric harmonic optical trap. The spatial resolution requirement of the calibration system is about a nanometer. The results agree with the reported experiments.     

大学物理多煤体教学的实践与思考

本文结合创新人才的培养目标和近年来实施多媒体教学的实践，提出了多媒体教学中应关注和处理好的几个关系问题，并就进一步推进多媒体教学模式和教学方法改革提出了一些探索性的思路。     

Three-Dimensional Analytical Formula for Oblique and Off-Axis Gaussian Beams Propagating through a Cat-Eye Optical Lens

Based on the Collins formula in a cylindrical coordinate system and the method of introducing a hard aperture function into a finite sum of complex Gaussian functions, an approximate three-dimensional analytical formula for oblique and off-axis Gaussian beams propagating through a cat-eye optical lens is derived. Numerical results show that a reasonable choice of the obliquity factor would result in a better focus beam with a higher central intensity at the return place than that without obliquity, whereas the previous conclusion based on geometry optics is that the highest central intensity could be obtained when there is no obliquity.