逆合成孔径成像激光雷达实包络成像算法

逆合成孔径激光成像雷达受激光调制技术以及回波相位信息易受大气湍流破坏的限制,采用常规的相位相干积累类方法得到目标二维高分辨图像很困难.针对这一情况,提出了一种基于逆Radon变换的实包络成像算法.利用回波距离脉冲压缩后的实包络信息,实现方位向的非相干积累,最终得到二维高分辨图像.通过该算法,成像系统可以使用非相干激光信号,在脉冲重复频率较低且存在大气湍流的情况下,也可以获得高质量的成像结果.仿真实验验证了此算法的有效性和优越性.     

PECVD分层结构对提高氢化非晶硅TFT迁移率的影响

为了进一步提高氢化非晶硅薄膜晶体管 (a-Si:H TFT) 的场效应电子迁移率, 研究了批量生产条件下对欧姆接触层和栅极绝缘层进行多层 制备, 不同的工艺参数对a-Si:H TFT场效应电子迁移率的影响. 研究表明随着对欧姆接触层 (n⁺层) 分层数的增加, 以及低速生长的栅极绝缘层 (GL层) 和高速生长的栅极绝缘层 (GH 层) 厚度比值提高, a-Si:H TFT的场效应迁移率得到提升. 当n⁺层分层数达到 3层, GL层和GH层厚度比值为4:11 时, 器件的场效应电子迁移率达到0.66 cm²/V·s, 比传统工艺提高了约一倍, 显著改善了a-Si:H TFT 的电学特性, 并在量产线上得到了验证. 关键词： 非晶硅薄膜晶体管 电子迁移率 欧姆接触层 栅极绝缘层     

CdS和CdSe新型纳米结构的高效溶剂热合成

采用快速高效的溶剂热法合成了海星形CdS纳米结构和一维CdSe纳米结构。用XRD、SEM和UV-Vis等表征手段对产物进行了表征，结果表明产物为单一的CdS和CdSe纳米结构，且CdS纳米结构具有良好的分散性，其形成极大地受到pH值影响，而CdSe先形成层状的二维结构、再形成一维纳米结构。     

Controlled release of doxorubicin from electrospun MWCNTs/PLGA hybrid nanofibers

In this study, multiwalled carbon nanotubes (MWCNTs) were used to encapsulate a model anticancer drug, doxorubicin (Dox). Then, the drug-loaded MWCNTs (Dox/MWCNTs) with an optimized drug encapsulation percentage were mixed with poly(lactide-co-glycolide) (PLGA) polymer solution for subsequent electrospinning to form drug-loaded composite nanofibrous mats. The structure, morphology, and mechanical properties of the formed electrospun Dox/PLGA, MWCNTs/PLGA, and Dox/MWCNTs/PLGA composite nanofibrous mats were characterized using scanning electron microscopy (SEM), Fourier transform infrared spectroscopy, and tensile testing. In vitro viability assay and SEM morphology observation of mouse fibroblast cells cultured onto the MWCNTs/PLGA fibrous scaffolds demonstrate that the developed MWCNTs/PLGA composite nanofibers are cytocompatible. The incorporation of Dox-loaded MWCNTs within the PLGA nanofibers is able to improve the mechanical durability and maintain the three-dimensional structure of the nanofibrous mats. More importantly, our results indicate that this double-container drug delivery system (both PLGA polymer and MWCNTs are drug carriers) is beneficial to avoid the burst release of the drug and able to release the antitumor drug Dox in a sustained manner for 42 days. The developed composite electrospun nanofibrous drug delivery system may be used as therapeutic scaffold materials for post-operative local chemotherapy.     

超声提取-超高效液相串联质谱分析沉积物中15种抗生素

在现有方法基础上对沉积物中磺胺类、喹诺酮类、大环内脂类和四环素类抗生素的提取、富集、净化以及仪器分析方法进行了优化。以EDTA-Mcllvaine缓冲溶液与乙腈(V:V,1:1)混合液作为提取液,利用超声波细胞破碎仪进行超声提取,串联强阴离子交换柱(SAX)和HLB固相萃取柱进行固相萃取(SPE),通过超高效液相/串联质谱(UPLC-MS/MS)测定沉积物中抗生素的含量。抗生素基质加标回收率在56.4%~110%,相对标准偏差为1.1%~24.3%,方法检出限0.0055~0.716 ng/g。本方法有效地提高了沉积物中抗生素的提取效率,并应用于实际样品的测定中。     

石墨烯/聚硫堇膜修饰玻碳电极上沙丁胺醇的电化学行为研究

采用循环伏安法和差分脉冲伏安法研究了沙丁胺醇在石墨烯/聚硫堇修饰玻碳电极上的电化学行为,该电化学传感器对沙丁胺醇显示出良好的电化学响应。在pH 7.0,扫描范围为-0.6~0.4 V,扫速为80 mV/s条件下,沙丁胺醇的氧化峰电流与其浓度在3.1×10-7~8.5×10-5mol/L范围内呈良好线性关系,检出限达9.6×10-8mol/L。结果显示石墨烯/聚硫堇修饰玻碳电极具有良好的重现性和稳定性。     

四耦合非线性薛定谔方程的矢量孤子解及叠加解

本文通过两种方法分别得到四耦合非线性薛定谔方程的矢量孤子解及一阶叠加解.第一种方法是利用发展的广田双线性方法,得到四耦合非线性薛定谔方程的单、双孤子解,以及一种具有呼吸行为的新解.第二种方法是利用一阶达布变换,得到一阶怪波解以及怪波与孤子、呼吸子相互作用的一阶叠加解.     

纳流液相分离与电感耦合等离子体质谱联用技术研究新进展

高效微纳液相分离技术如纳流液相色谱、毛细管电泳、微芯片色谱/电泳等与电感耦合等离子体质谱（ICP-MS）检测技术联用，既具有前端分离技术高选择性、高灵敏度、快速、低样品消耗的特点，又结合了后端ICP-MS检测分辨率高、动态范围宽、可绝对定量等优势，正在发展成为一种重要的高内涵联用分析手段。该文对近年来纳流液相分离与ICP-MS联用装置的发展作一系统介绍，对其在化学与生物化学分析等领域的应用予以综述，并展望了该联用技术的发展前景。     

Integrable Hierarchy Covering the Lattice Burgers Equation in Fluid Mechanics:N-fold Darboux Transformation and Conservation Laws

Burgers-type equations can describe some phenomena in fluids,plasmas,gas dynamics,traffic,etc.In this paper,an integrable hierarchy covering the lattice Burgers equation is derived from a discrete spectral problem.N-fold Darboux transformation(DT) and conservation laws for the lattice Burgers equation are constructed based on its Lax pair.N-soliton solutions in the form of Vandermonde-like determinant are derived via the resulting DT with symbolic computation,structures of which are shown graphically.Coexistence of the elastic-inelastic interaction among the three solitons is firstly reported for the lattice Burgers equation,even if the similar phenomenon for certern continuous systems is known.Results in this paper might be helpful for understanding some ecological problems describing the evolution of competing species and the propagation of nonlinear waves in fluids.