椭圆偏振光理论中一个问题的证明

本文从椭偏光合矢量旋转角速度Ω的表达式出发，对只有沿椭圆长、短轴方向的椭偏光合矢量间的相位差才为的难点给出了证明     

Orthogonally linear polarized lasers(Ⅰ)--principle and devices

Two kinds of orthogonally polarized lasers, i.e. Zeeman dual-frequency lasers and four-frequency ring lasers (laser gyros) have been developed since the invention of lasers, in which circularly polarized lights oscillate. This paper summarizes recent progress of the study on orthogonally linear polarized lasers with the standing wave cavity. Firstly, the expression of producing orthogonally linear polarized lights in standing wave cavity, i.e. laser frequency splitting, is given. Almost all the birefringence effects made in laser cavity are used to produce orthogonally linear polarized lights. The effect includes quartz crystal birefringence effect, calcite birefringence effect,stress (photo-elastic) birefringence effect and electro-optical birefringence effect. Secondly, several physical phenomena of orthogonally linear polarized lasers are discovered such as aberrance of frequency splitting curves caused by optical activity of quartz crystal, order-passing of longitudinal modes with frequency splitting and strong modes competition. Finally, because the traditional Zeeman dual frequency laser cannot output frequency difference larger than 3 MHz, the approaches of obtaining larger frequency difference are studied. The sequential results, several kinds of orthogonally polarized lasers, are described, such as birefringence dual frequency lasers outputting a frequency difference from 40 MHz to hundreds of megahertz, birefringence-Zeeman dual frequency lasers outputting a frequency difference from 1 MHz to hundreds of megahertz, the LD pumped YAG birefringence dual frequency laser outputting frequency difference of several gigahertz, and the lasers whose longitudinal mode spacing is c/4L instead of c/2L.     

微波铁氧体双模新器件的推广及应用

本文叙述了微波铁氧体双模新器件的原理和性能，这些新器件在现代雷达技术和通信技术等微波高频设备中具有广泛的使用前途。     

极小子群的完全条件置换性与有限群的超可解

（H，T)表示由H和T生成的G的子群，即群G的包含H和T的最小子群．群G的子群H称为G中的完全条件置换子群．如果对G的任意子群T，存在元素：x∈(H，T)，使HT^x=T^xH．利用极小子群的完全条件置换性给出了一个群为超可解群的判别准则：设G是有限群，N←△G，且G／N超可解，若N的所有极小子群及4阶循环子群都是G的完全条件置换子群，则G是一个超可解群。     

浅谈全充填注浆法在治理煤层采空区中的施工工艺

结合施工实际情况,根据煤层采空区的特点,介绍了采用全充填注浆法施工工艺对其地基进行地质灾害治理的情况。     

完全不可约算子的近期研究

总结近两年来有关完全不可约算子更深入的工作。它包括了如下几个方面：（１）完全不可约算子的谱图形和精致的完全不可约算子的存在性;（２）算子的完全不可约分解的唯一性;（３）完全不可约算子的紧扰动和（ｕ＋Ｋ）轨道。文中列出的一些结果回答了江泽坚、Ｈｅｒ－ｒｅｒｏ有关完全不可约算子的部分猜测和问题。     

Cartesian closedness of categories of completely distributive lattices

The category of completely distributive lattices with Scott continuous functions is cartesian closed. Neither the category of completely distributive lattices with arbitrary union preserving mappings nor the category of completely distributive lattices with nonempty union preserving mappings is cartesian closed.     

椭圆极化电磁波在界面的极化分析

运用波的极化概念,将入射的椭圆极化电磁波分解为互相正交的2个直线极化波,利用边界条件的匹配分别讨论它们与界面的作用结果,再进行合成;并就椭圆极化电磁波在界面垂直入射,以布儒斯特角入射及在界面发生全反射时的极化规律进行了分析.     

拉伸羊毛分子结构的显微红外光谱分析

应用显微镜偏振红外光谱法分析了拉伸羊毛纤维大分子结构的变化，通过对特征谱带的分析，得到了羊毛大分子链段结构和大分子构象随拉伸率的变化情况；由此可知，显微红外光谱具有很高的灵敏度，应用偏振显微红外光谱可以准确地对纤维大分子结构的变化进行分析和表征。     

电介质边界条件的讨论

本文利用静电场的叠加原理给出了电介质边界条件的直接证明,并对电介质边界条件的成因作了直观的解释.