具孤立奇点的完全交叉的上同调(三)

本文证明了不可约超曲面孤立奇点的无穷小邻域的全微分形式的上同调是有限维线性空间,并证明了它们与通常微分形式上同调之间的关系.     

激光传输中微毛细管壁上的光强

用轨迹追踪法计算了平行和锥形毛细管内壁上的光强分布，发现管壁上的光强随距离阶跃式地快速衰减，相同聚焦透镜下，细管的光强衰减比粗管快大锥角比小锥角衰减快，随着聚焦透镜的Ｆ数的增加，光强衰减变慢，平均光强增加。     

发射可见光多孔硅的拉曼光谱

本文报导了多孔硅的拉曼散射和光致发光的研究。给出了多孔硅的拉曼和光致发光谱之间的对应关系,根据拉曼峰的移动,估算了多孔硅量子线横截面的平均尺度为2.1～4.2nm。     

巯基修饰寡聚DNA诱导的具有光学各向异性的金纳米粒子组装体

Two complemental 2′-phosphorothioate oligo-DNA compounds were used as linker molecules to provide the necessary symmetry-breaking mechanism to direct the assembly of 13 nm Au nanoparticles into aggregates with anisotropic optical properties.     

数学问题解答

20 0 2年 1 2月号问题解答(解答由问题提供人给出 )1 40 6　已知 :ＡＤＣＥ为半圆 (如图 ) ,Ｂ为直径ＡＥ上一点 ,Ｆ在ＡＣ上 ,ＡＤ =ＦＣ ,ＤＥ =ＣＧ ,ＢＥ=ＨＧ ,ＡＬ∥ＦＧ .求证 :ＫＢ ⊥ＡＣ证明　因为ＡＤＣＥ为半圆 ,所以∠ＡＤＥ=∠ＦＣＧ =90° .在Ｒｔ△ＡＤＥ和Ｒｔ△ＦＣＧ中 ,因为ＡＤ =ＦＣ ,ＤＥ =ＣＧ ,所以△ＡＤＥ≌△ＦＣＧ .所以ＡＥ =ＦＧ .又ＢＥ =ＨＧ ,所以ＡＢ =ＦＨ因为ＡＬ∥ＦＧ ,所以 ＡＫＦＨ =ＣＫＣＨ =ＫＬＨＧ.所以 ＡＫＫＬ =ＦＨＨＧ,所以 ＡＫＫＬ =ＡＢＢＥ,所以ＫＢ∥ＬＣ .又因为ＬＣ⊥ＡＣ ,所以…     

Molecular clouds associated with compact HII regions in Galactic plane

13CO (J = 1 - 0) emission of massive star forming region including 15 ultracompact and 4compact HII regions in Galactic plane was mapped with the 13.7 m millimeter wave telescope of Purple Mountain Observatory. The present observations provide the first complete structure of the clouds in 13CO with a higher spatial resolution and a wide-field coverage of 28′×45′. Combined with the images of far-infrared emission and dust color temperature obtained from ISSA, various possible dynamical connections between the compact HII regions and associated clouds were found. We presente some reasons to explain the formation of new dense cold core and molecular emission cavity in the massive star formation and early evolution. The luminosities of excitation stars for all HII regions and the main parameters of associated clouds are also derived. The results show that the newborn stars' luminosities are correlated with the 13CO column densities, masses (in 55"beam) and 13CO velocity widths obviously.``     

粘塑性材料成形过程的有限元分析

为了确定大型铝机轮等温锻造的变形力及揭示轮缘处形成折叠的原因,本文用刚一粘塑性有限元法对模拟件的成形过程进行了全面数值模拟。模拟计算和实验结果表明,有限元确定的等温锻造过程的变形力,可作为选择设备吨位的依据,根据刚-粘塑性有限元法所预测的金属流动规律,发现零件的形状很大程度上决定了轮缘处容易形成折叠。适当改进模具结构和改善润滑条件,有助于避免折叠缺陷的产生。