超声乳化晶状体摘除术对不同阶段原发性闭角型青光眼的疗效分析

目的 比较分析超声乳化晶状体摘除术对不同阶段的原发性闭角型青光眼的治疗效果,为临床上闭角型青光眼行 晶状体摘除术治疗的手术时机选择提供依据。方法 收集2008 年7 月至2013 年12 月行超声乳化晶状体囊外摘除术联合人工晶状体植入术的闭角型青光眼患者70 例（共113 眼）,分为临床前期组（40 眼）、急性发作组（48 眼）和慢性进展组（25 眼）3 组,平均随访（19.47±10.10）个月。比较各组患者术前、术后的视力、眼压、视野、房角粘连等参数,以及术后随访过程中青光眼继续进展的情况。结果 临床前期组患者术后均无青光眼进展;急性发作组10.4%患者术后继续进展,继续进展和术前病程相关（r=0.462,P＝0.003）;慢性进展组40.0%患者术后继续进展,继续进展和房角粘连程度相关（r=0.698,P＝0.000）。结论 原发性闭角型青光眼临床前期患者进行晶状体摘除可良好地预防青光眼进展;房角关闭急性发作时尽早行晶状体摘除;慢性进展期在早期,房角粘连未达1/2周之前行晶状体摘除均可有效控制病情发展。     

“神光-Ⅱ”装置倍频激光直接驱动冲击波平面性的实验研究

 设计了3套针对“神光-Ⅱ”倍频激光直接驱动的透镜阵列均匀辐照系统，并对冲击波的平面性进行了实验研究。结果表明，冲击波的平面性与透镜阵列参数、平面靶厚度、靶面位置等有关，采用列阵元数为121的透镜阵列进行激光束匀滑驱动的冲击波平面性最好，间接说明它在靶面的激光辐照是最均匀的；另外，随着靶厚的增加，冲击波平面性变差，平面区变小；而且冲击波平面性随靶面离焦位置的变化成一定的周期性变化，第2套透镜阵列焦点处的冲击波平面性最好。     

利用维纳滤波改善声透镜光声成像系统的分辨率

为了克服衍射效应对光声成像系统分辨率的限制,需要采用逆卷积方法进行图像反演.从理论上分析了声透镜成像原理,模拟仿真了声透镜的点扩展函数对声透镜成像系统分辨率的影响和维纳滤波解卷积方法复原光声成像的过程,并利用自搭建的声透镜光声成像系统进行了深入的实验研究,得到了物平面上相距4 mm和3 mm的两个黑胶带点的直接成像光声...     

中波红外景象投影光学系统消热差设计

针对红外成像系统性能测试与评估的应用需求,设计了一套基于数字微镜器件的消热差的中波红外景象投影光学系统.探讨了红外视景仿真用投影光学系统的像差特性和设计方法,并对投影系统的无热化进行了分析.采用分光板和补偿板方案,解决了大相对孔径条件下投影系统的远心照明分光和像差平衡问题,提高了分辨率和均匀性,增大了视场.系统由远心投...     

LENTICULAR NONCOMMUTATIVE TORI

All C*-algebras of sections of locally trivial C* -algebra bundles over ∏i=1sLki(ni) with fibres Aw Mc(C) are constructed, under the assumption that every completely irrational noncommutative torus Aw is realized as an inductive limit of circle algebras, where Lki (ni) are lens spaces. Let Lcd be a cd-homogeneous C*-algebra over whose cd-homogeneous C*-subalgebra restricted to the subspace Tr × T2 is realized as C(Tr) A1/d Mc(C), and of which no non-trivial matrix algebra can be factored out.The lenticular noncommutative torus Lpcd is defined by twisting in by a totally skew multiplier p on Tr+2 × Zm-2. It is shown that is isomorphic to if and only if the set of prime factors of cd is a subset of the set of prime factors of p, and that Lpcd is not stablyisomorphic to if the cd-homogeneous C*-subalgebra of Lpcd restricted to some subspace LkiLki (ni) is realized as the crossed product by the obvious non-trivial action of Zki on a cd/ki-homogeneous C*-algebra over S2ni+1 for ki an integer greater than     

激光半主动导引头光学系统分析

对陀螺-光学耦合式导引头中两种结构的光学系统进行分析,得出它们有不同的反射镜摆动角与跟踪场比,导出目标偏离视线的计算公式,并进行计算分析,最后讨论离焦探测器浸没问题。     

断层破碎带中的透镜体及透镜体力学效应初步研究

断层破碎带中的透镜体及透镜体力学效应研究在文献中不多见。但是许多断层尤其是扭性断层中的透镜体非常发育,这些透镜体往往控制断层破碎带的强度大小和变形破坏机理,是工程岩体中必须重视的工程地质力学问题。作者经研究认为:(1)透镜体类型多种;(2)透镜体周边一般具断层泥线或泥膜分布;(3)透镜体内具有节理裂隙系统;(4)透镜体周边可以当作结构面或软弱结构面看待;(5)透镜体本身可以作为一个复合结构体看待。在原位力学试验中也揭示了断层泥透镜体在原位剪切试验和单轴压缩试验中的若干力学行为,其表现是:(1)透镜体周边具有结构面力学效应;(2)断层泥透镜体控制着强度大小、变形破坏机理。     

Optical implementation of scale invariant fractional Fourier transform of continuously variable orders with a two-lens system

A simple two ordinary lens system is proposed to realize the fractional Fourier transform (FRT) of continuously variable order while keeping the scaling factors of both the input and output functions as the same constant independent of the geometric parameters of the system and the FRT orders. It can remove the necessity and inconvenience of using input masks of different scales or any other special devices, and then is helpful to those who want to observe the FRT but have no specific facilities.     

The signature operator at 2

It is well known that the signature operator on a manifold defines a K-homology class which is an orientation after inverting 2. Here we address the following puzzle: What is this class localized at 2, and what special properties does it have? Our answers include the following:

•

the K-homology class Δ_M of the signature operator is a bordism invariant;

•

the reduction mod 8 of the K-homology class of the signature operator is an oriented homotopy invariant;

•

the reduction mod 16 of the K-homology class of the signature operator is not an oriented homotopy invariant.