Effect of Quantum Biology of Benzene

The purpose of the paper is to elucidate the biological effect of benzene on the basis of benzene constitution, quantum chemistry and quantum biology. In addition, we also have examined the toxicological mechanism of benzene in view of action of benzene on energy.     

Molecular Basis of Transfer of Transfer of Induced Resistance in Plants

ＭｏｌｅｃｕｌａｒＢａｓｉｓｏｆＴｒａｎｓｆｅｒｏｆＩｎｄｕｃｅｄＲｅｓｉｓｔａｎｃｅｉｎＰｌａｎｔｓ＊ＸｕＷｅｎｌｉａｎ（徐文联），ＤｏｎｇＨａｎｓｏｎｇ（董汉松）＋，ＰａｎＪｕｎ（潘军）＋，ＪｉａｎｇＷｕｌｉｎｇ（蒋五玲），ＬｉｕＡｉｘｉｎ（刘爱...     

Photocatalytic degradation of trace-level of MicrocystinLR by nano-film of titanium dioxide

The occurrence of toxic water bloom of cyanobacte-ria algae, widely reported in eutrophic freshwater, hasbeen a serious pollution problem in recent years[1]. Mi-crocystins (MCs), the most common cyanobacteriatoxin with a cyclic heptapeptide structure (Fig…     

Ultrastructure of Hepatopancreas Cells of Macrobrachium nipponensis

ＵｌｔｒａｓｔｒｕｃｔｕｒｅｏｆＨｅｐａｔｏｐａｎｃｒｅａｓＣｅｌｓｏｆＭａｃｒｏｂｒａｃｈｉｕｍｎｉｐｐｏｎｅｎｓｉｓＷａｎｇＷｅｉｎａＷａｎｇＡｎｌｉＷｅｉＸｕａｎｈｕｉＧｕｏＭｉｎｇｓｈｅｎ（ＤｅｐａｒｔｍｅｎｔｏｆＢｉｏｌｏｇｙ，ＨｅｂｅｉＵ...     

The orientational preferences of backbones of proteins

The orientation between the backbone residues of proteins is defined based on the local configurations and the corresponding preferences are analyzed by statistics.It is found that all the residue pairs have some specific preferences of orientations.The statistical analysis is mainly concen-trated in the orientational distributions for two kinds of groupings of residues based on the hydrophobicity and secondary structural features.The statistics for such two types of groupings shows different orienta-tional preferences.It is found that for the former grouping the orientational preference is rather weak, while for the later a kind of strong orientational pref-erences.This suggests that the formation of local structures and of secondary structures are highly related to the orientational preferences.     

Dirichlet Form of Product of Variational Fractals

completed.□　Lemma2 .2　 Suppose H to be a Hilbert spacewith the inner product ( .,.) H and the relativenorm‖·‖H.If{xn}in H weakly converges tox,then there exists a subsequence {xni}satisfyingthatx - 1k ki=1xni H→ 0 ,　 k→∞ .　The proof can be found in Ref.[9].　 Lemma 2 .3　 Suppose W* to be a symmetricform on D[W],and W* [u]≤ W1[u]for all u∈D[W].If {un}∈D[W]in H converges W1- weak-ly to u,then it converges W* - weakly to u.　The proof can be found in Ref.[8].　 Lemma 2 .4…     

Modeling Experiment of Break of Debris-Flow Dam

Glaciers are extensively developed in the southwest of Tibet and the moraines are widely distributed with large depth. Large-scale debris flows are often reported which blocked rivers and formed dams. In this paper, seven large debris flows in four valleys are discussed, among which five dams developed. 13 sets of experiments have been conducted in laboratory to simulate the formation and failure of the dam. Finally, a model of dam failure is proposed and a formula is established to calculate the flood discharge： Q=kbnnk/TB^-/LG^0.1,where bk is the outlet width of the dam at the original water level, hk the erosive depth, T the time from overflow to final state of failure, the average width of lake; L the length of the lake, and G the total potential energy of the water in the lake.     

Variations of optic properties of water under action of static magnetic field

Effects of static magnetic field on optic properties of water are investigated by infrared spectroscopy, ultraviolet spectroscopy and X-ray diffraction, respectively. The ultraviolet spectroscopy experiments show the changes of properties of water under action of static magnetic field, in the region of 191 to 400 nm. The infrared experiment shows that the water exposed in a magnetic field had saturation and memory effects. The magnetized effects increased with increasing exposed time, but were weakened with increasing of time when the magnetic field was removed. In the X-ray experiment, the strength of diffraction increased also, after the water was exposed in magnetic field. Meanwhile, the shift of peak and increase of strength of X-ray diffraction of magnetized water added with nanoFe3O4 occurred as compared with that of pure water added with nano Fe3O4. This result suggests that the magnetized wa- ter has certain magnetism. Finally, these phenomena are simply explained by the molecular structure of water and the theory of magnetization of water.     

Graded stable unfoldings in bifurcation problems

We introduced stability of arbitrary degree number for unfordings of bifurcation problems and established the equivalence of three stabilities. Thom's transversality theory is used to character the new stability. Foundation item: Supported by the National Natural Science Foundation of China (19871074) Biography: Zhang Guo-bin (1939-), male, Professor, research interest: singularity theory.     

Finding global minima with a new dynamical evolutionary algorithm

A new dynamical evolutionary algorithm (DEA) based on the theory of statistical mechanics is presented. This algorithm is very different from the traditional evolutionary algorithm and the two novel features are the unique of selecting strategy and the determination of individuals that are selected to crossover and mutate. We use DEA to solve a lot of global optimization problems that are nonlinear, multimodal and multidimensional and obtain satisfactory results. Foundation item: Supported by the National Natural Science Foundation of China (No. 60133010, NO. 60073043 and No. 700/1042) Biography: Zou Xiu-fen(1996-), female, Ph. D candidate, Associate professor, research direction: evolutionary computing, parallel computing.     

An improved quasi-newton method for unconstrained optimization

We present an improved method. If we assume that the objective function is twice continuously differentiable and uniformly convex, we discuss global and superlinear convergence of the improved quasi-Newton method. Fei Pusheng: born in Mar. 1941. Professor. Current research interest is in optimization theory and application Supported by the National Natural Science Foundation of China     

The existence and stability of nontrivial steady-state for a delay competition-diffusion model

This paper investigates the competition diffusion model with delay. The existence and stability of nontrivial steady state are studied. Foundation item: Supported by the National Natural Science Foundation of China Biography: ZHOU Li (1939-), male, Professor, research interest is in partial differential equation.     

一类时滞中立型脉冲系统的稳定性分析

探讨了一类时滞中立型脉冲系统的全局指数稳定性问题.基于李雅普诺夫稳定性理论,运用线性矩阵下等式技术给出了系统的全局指数稳定性的充分条件,并利用该理论可进一步分析其它中立型脉冲时滞系统的指数稳定性问题。     

On <Emphasis Type="Italic">k</Emphasis>-error linear complexity of some explicit nonlinear pseudorandom sequences

Combining with the research on the linear complexity of explicit nonlinear generators of pseudorandom sequences, we study the stability on linear complexity of two classes of explicit inversive generators and two classes of explicit nonlinear generators. We present some lower bounds in theory on the k-error linear complexity of these explicit generatol＇s, which further improve the cryptographic properties of the corresponding number generators and provide very useful information when they are applied to cryptography.     

A constraction of general solution for a class of non-homogeneous recurrence of variable coefficients with two indices

In this paper, we obtain an explicit formula of general solution for a class of the non-homogeneous recurrence of variable coefficients with two indices. Foundation item: Supported by the National Natural Science Foundation of China (19771063) Biography: Yu Chang-an(1948-), male, Professor, research interest: combinatorial theory.     

The reflective function of differential system

This article deals with the reflective function of the differential systems. The results are applied to discussion of the existence and stability of the periodic solutions of these systems. Foundation item: Supported by the National Natural Science Foundation of Jiangsu Educational Committee (02 KJB 110009) Biography: Zhou Zheng-xin(1962-), female, Ph. D, Associate professor, research interests: ordinary differential equation.     

A study of quasicrystal structure factors by using quantitative CBED

The procedure of simulating convergent beam electron diffraction (CBED) pattern of quasicrystals by dynamical theory is described. The simulated patterns are generally coincide with the experimental patterns. The variations of intensity distribution in CBED pattern with the amplitude and phase of the structure factor of quasicrystal are calculated with dynamical theory. The sensitivity of intensity distribution to the structure factor is investigated. Foundation item: Supported by the National Natural Science Foundation of China (59871034) Biography: Zhao Chun (1974-), female, Master candidate. Research direction: diffraction physics.     

Study on contact algorithm of dynamic explicit FEM for sheet forming simulation

Based on existing algorithms, a newly developed contact search algorithm is proposed. The new algorithm consists of global search, local searching, local tracking and penetration calculation processes. It requires no iteration steps. It can deal with not only general tool surfaces with vertical walls, but also tool surfaces meshed with elements having very poor aspect ratios. It is demonstrated that the FE code employing this new contact search algorithm becomes more reliable, efficient and accurate for sheet metal forming simulation than conventional ones. Foundation item: Supported by the National Natural Science Foundation of China (59875025) and Excellent Young Teacher Foundation of the Educational Department of China Biography: Zhang Hai-ming (1974-), male, Ph. D. candidate, research direction: sheet metal forming simulation.