用于边缘检测的Laplace——样条(▽2S)算子

根据数据平滑理论,提出了一种图象边缘检测的方法:把二维四阶B样条函数与Laplacian算子相结合组合成▽²S算子,对图象卷积之后,根据过零点(ZeroCrossing)确定图象边缘。文中证明了它在图象平滑和边缘检测效果上,优于Marr和Hildreth提出的▽²G算子,且计算量较小。而▽²G算子可用高阶▽²S算子近似。文中给出了一些实验结果。     

非线性回旋动力方程

非线性回旋动力方程是处理等离子体中非线性电磁现象及相关输运现象的有力工具.在任意磁场位形、任意频率下,建立了一套适于描述非线性电磁现象、保留有限Larmor半径(FLR)效应的、自洽的非线性回旋动力的Vlasov-Maxwell方程.     

Reduced molybdenum oxide catalysts with high surface areas. Preparation and activites

From solutions of ammonium molybdate this salt was precipitated with acetone. Decomposition in air at 330 °C yields MoO₃ with a specific surface area of 17 m²/g, by means of reduction with hydrogen 4.5, 4 and 3.5 valent oxides may be formed with 30, 50 and 80 m²/g, respectively. Molybdenum (VI) oxide present as a monomolecular layer on supports is much less readily reduced than unsupported MoO₃. This difference reflects the interaction of Mo ions with ions of the support. The reducibilities of the various catalysts show that Mo(VI) oxides interact far less with SiO₂ than with Al₂O₃, CeO₂ and ZrO₂. This is also reflected in the rates of 2-propanol decomposition on these catalysts, the activities on MoO_x and on MoO_x–SiO₂ being much higher than on the other catalysts.

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. 330°C MoO₃ 17 ²/; 4,5,4 3,5, 30, 50 80 ²/, . (VI), , , MoO₃ . Mo . , Mo(VI) SiO₂, Al₂O₃, CeO₂ n ZrO₂. 2- . MoO_x MoO_x–SiO₂ , .

     

叶绿体结构和功能的研究——叶绿体残缺膜与线粒体嵴膜组合光合磷酸化活力的重建

本文证明了类囊体残缺膜可以与线粒体嵴膜组合而成为新囊膜。这种膜组织可以通过嵴膜的偶联因子借光能来进行光合磷酸化。电子显微镜图谱显示,这种膜组织是介乎残缺膜与嵴膜之间一种膜组织。 试验结果支持了这样一种观点,即:叶绿体内光合磷酸化与线粒体内氧化磷酸化的磷酸化机构是一致的,其细胞器可能是有着共同的来源。     

关于平面二次系统的极限环

关于常微分方程二次系统的极限环及分布结构,本文得到下述定理: 设有一个三阶细焦点,并且无限远奇点是唯一的简单的奇点,则必存在另外一个粗焦点。在粗焦点外有奇数个极限环,无限远奇点为鞍点,全局结构已定。 在上述的基础上对方程作参数的微小变化,使三阶细焦点跳出三个极限环,则得二个粗焦点,每个外面有奇数个极限环,总极限环数为偶数个,并至少为4个,全局结构已定。     

Binary nucleation of water and sodium chloride

Nucleation processes in the binary water-sodium chloride system are investigated in the sense of the classical nucleation theory (CNT). The CNT is modified to be able to handle the electrolytic nature of the system and is employed to investigate the acceleration of the nucleation process due to the presence of sodium chloride in the steam. This phenomenon, frequently observed in the Wilson zone of steam turbines, is called early condensation. Therefore, the nucleation rates of the water-sodium chloride mixture are of key importance in the power cycle industry.     

Loss and gain in Bloch oscillating super-superlattices: THz Stark ladder spectroscopy

Bloch oscillation in electrically biased semiconductor superlattices offer broadband terahertz gain from DC up to the Bloch frequency or Stark splitting. Useful gain up to 2–3 THz can provide a basis for solid-state electronic oscillators operating at 10 times the frequency of existing devices.A major stumbling block is the inherent instability of the electrically biased doped superlattices to the formation of static or dynamic electric field domains. To circumvent this, we have fabricated super-superlattices in which a large superlattice is punctuated with heavily doped regions. The short superlattice sections have subcritical “nL” products.Room temperature, terahertz photon-assisted transport in short InGaAs/InAlAs superlattice cells allows us to determine the Stark ladder splitting as the superlattice is electrically biased and confirms the absence of electric field domains in short structures.Absorption of radiation from 1.5 to 2.5 THz by electrically biased InAs/AlSb super-superlattices exhibit a crossover from loss to gain as the Stark ladder is opened. Measurements are carried out at room temperature in a novel planar terahertz waveguide defined by photonic band gap sidewalls and loaded with an array of electrically biased super-superlattices. The frequency-dependent crossover voltage indicates 80% participation of the super-superlattice.     

Generalized Inverse Mean Curvature Flows in Spacetime

Motivated by the conjectured Penrose inequality and by the work of Hawking, Geroch, Huisken and Ilmanen in the null and the Riemannian case, we examine necessary conditions on flows of two-surfaces in spacetime under which the Hawking quasilocal mass is monotone. We focus on a subclass of such flows which we call uniformly expanding, which can be considered for null as well as for spacelike directions. In the null case, local existence of the flow is guaranteed. In the spacelike case, the uniformly expanding condition leaves a 1-parameter freedom, but for the whole family, the embedding functions satisfy a forward-backward parabolic system for which local existence does not hold in general. Nevertheless, we have obtained a generalization of the weak (distributional) formulation of this class of flows, generalizing the corresponding step of Huisken and Ilmanen’s proof of the Riemannian Penrose inequality.     

From second to first order transitions in a disordered quantum magnet

The cross sections and transverse spin asymmetries in the hard exclusive electroproduction of decuplet baryons are calculated in the large N(c) limit and found to be comparable to that of octet baryons. Large N(c) selection rules for the production amplitudes are derived, leading to new sensitive tests of the spin aspects of the QCD chiral dynamics both in the nonstrange and strange sectors. Importance of such studies for the reliable extraction of the pion form factor from pion electroproduction is explained.