磷脂DMPC Langmuir－Blodgett膜晶格结构的原子力显微镜研究

用原子力显微镜（ＡＦＭ）研究了磷脂ＤＭＰＣ三层Ｌａｎｇｍｕｉｒ－Ｂｌｏｄｇｅｔｔ（ＬＢ）膜的分子排列结构,结果表明：在磷脂ＬＢ膜的两相（液体压缩相Ｌｉｑｕｉｄ－ｃｏｎｄｅｎｓｅｄｐｈａｓｅ和液体扩张相Ｌｉｑｕｉｄ－ｅｘｐａｎｄｅｄｐｈａｓｅ）共存时,液体压缩相中的磷脂分子排列紧密,取向一致,分子间作用力较大,因而能够得到分子图像。而液体扩张相中的磷脂分子排列松散,取向混乱。分子间的作用力较弱,难于得到分子图像。在液体压缩相中磷脂分子以单斜晶格结构排列,分子间隔为０．７２ｎｍ．分子高度为２．１ｎｍ。这一结果和ＤＭＰＣ的单晶结构进行了比较。     

Four-site four-electron model for Bi(III)-Bi(V) mixed valence complex

In most quantum models for the four-site four-electron problem the lowest singlet state has two short and two long bonds in the absence of lattice polarization and is called the resonating valence bond (VB) state. It is shown here that if the lattice polarization is large, the ground state is a ‘negative U’ state with valence disproportionation (for example BaBiO₃ with Bi(V) and Bi(III) sites). Furthermore the model shows that the coupling between the pairs on different sites is provided via the VB state.     

Interactions between species and environments from incomplete information

There are two contradictory aspects of the adaptive process in evolution. The first is that species must optimally increase their own fitness in a given environment. The second is that species must maintain their variation to be ready to respond to changing environments. In a strict sense, these two aspects might consider to be mutually exclusive. If species are optimally adapted, then the variation in the species that is suboptimal decreases and vice versa. To resolve this dilemma, species must find a balance between optimal adaptation and robust adaptation. Finding the balance between these processes requires both the local and global complete, static information. However, the balance between the processes must be dynamic. In this study, we propose a model that illustrates dynamic negotiation between the global and local information using lattice theory. The dynamic negotiation between these two levels results in an overestimate of fitness for each species. The overestimation of fitness in our model represents the multiplicity of fitness which is sometimes discussed as the exaptation. We show that species in our model demonstrate the power law of the lifespan distribution and 1/f fluctuation for the adaptive process. Our model allows for a balance between optimal adaptation and robust adaptation without any arbitrary parameters.     

Lattice Model for QSAR Studies

A system of lattice models that takes into account the structures of molecules, their form, stereochemical features and their interaction with the enclosing space, is proposed. The local, integral and field structural parameters of molecules (more than 20 thousand per compound) are estimated within the proposed framework. An investigation of the utility of these parameters in Quantitative Structure-Activity Relationships (QSAR) has been made using several statistical methods (multiple regression analysis, partial least squares (PLS), trend-vector procedure). The efficiency of the proposed approach has been examined using a data set derived from the formation of charge-transfer complexes of monosubstituted bezens with 1,3,5-trinitrobenzene.     

The diversity of lectin-detectable sugar residues on root hair tips of selected legumes correlates with the diversity of their host ranges for rhizobia

Summary Glomerulocyte cellulosic bundles ofPolyzoa vesiculiphora were investigated by microdiffraction and high-resolution electron microscopy. In each bundle, hundreds of cellulose microfibrils, having a rectangular cross-sectional shape, are packed regularly with their 0.6 nm lattice planes parallel to each other. Lattice images reveal that the 0.6 nm plane is parallel to the longer edge of the cross section which is similar to the lattice organization of cellulose with a squarish cross section inValonia spp. More interestingly, all the microfibrils in a bundle have the same directionality of crystallographic c-axis, which suggests that the biosynthesis of the microfibrils within particular bundle occurs unidirectionally.     

食物链种群模型的格子Boltzmann方法模拟

用格子Boltzmann方法求解用反应一扩散方程组描述的食物链种群模型．我们用一维和二维方程组进行数值实验,模拟结果与现有的数值实验结果很好地吻合,反映了格子Boltzmann方法的高效性和稳定性,并就二维格子、Boltzmann格式,通过其等价的差分格式,由极值原理证明了该格式的稳定性．