Novel Poly（thienylene Ethynylene）s with Electron-accepting Groups

Since the early works of A. J. Heeger, A G. MacDiarmid and Hideki Shirakawa on semiconducting polymers, π-conjugated oligomers and polymers have been actively investigated for a variety of optoelectronic applications, such as field effect transitors (FET…     

丙烯和甲苯的超共轭效应的理论研究

用从头算对丙烯和甲苯2个超共轭体系进行计算,结果表明甲基上氢原子参与超共轭时,其碳氢键键长增大,氢上集居数减少,丙烯、甲苯的甲基旋转势垒为7.61及0.096 kJ/mol.超共轭基作用相当于一带有孤对电子参与共轭之杂原子,超共轭体系不同构型稳定性可用M=sum from i=1 to 3(sinθ_i[sin(θ_i-α)+sinα])来表征。     

含噁二唑单元共轭聚合物合成与性质研究

单体 2 ,5 双 (4 溴苯 ) 1,3,4 二唑 (M Ⅰ )与 1,4 二乙烯基 2 ,5 二正丁氧基苯 (M Ⅱ ) ,在钯催化下通过Heck偶合反应合成得到共轭聚合物 ;单体和聚合物进行了1 H NMR ,1 3C NMR、质谱、FT IR、UV、荧光光谱、GPC、元素分析、热分析等测试 ;二唑 (OXD)基团是一种很好的生色团 ,对氧和热特别稳定 ,二唑环的亲电子性能使其特别适合于作为电子传输层 ,聚合物能发射很强的绿色荧光 ,它将是一类潜在的光电高分子材料     

N-取代螺旋共轭化合物非线性光学性质的理论研究

以量子化学半经验AM1方法优化几何构型为基础，采用FF／AMl和INDO-SOS方法计算了N-取代螺旋共轭化合物的非线性光学系数，讨论了N原子不同取代位置对螺旋共轭体系结构、电子光谱、非线性光学系数的影响．计算结果表明，N杂原子的引入可改善体系的非线性光学性质，所设计的分子具有较大的二阶非线性光学系数和较好的透明性．     

四氟苯基宽带隙聚合物给体光伏材料的研究

设计并通过Stille缩聚方法合成了一种基于四氟苯和4,8-双(5-(2-乙基己基)噻吩-2-基)-苯并[1,2-b:4,5-b’]二噻吩单元的推拉电子型宽带隙聚合物(PBDT4F)作为聚合物太阳能电池的给体材料。用核磁共振氢谱(1H-NMR)、凝胶渗透色谱(GPC)、热重分析、紫外-可见吸收光谱和循环伏安法等对其进行了表征。结果表明:PBDT4F对400～600 nm短波长光具有强吸收能力,并且具有低的最高占有轨道(HOMO)能级和适合的最低未占有轨道(LUMO)能级。基于PBDT4F为给体、有机小分子(5Z,5’Z)-5,5’-((7,7’-(4,4,9,9-四辛基-4,9-二氢-s-茚并[1,2-b:5,6-b’]二噻吩-2,7-二基)双(苯并[c][1,2,5]噻二唑-7,4-二基)双(亚甲叉))双(3-乙基-2-硫代-4-噻唑烷二酮)(O-IDTBR)为受体的共混活性层的光伏器件取得了0.986 V的开路电压和2.58%的光电转化效率。     

Spectroscopic Interrogation of Layer-by-layer Assembled Films of Conjugated Polyelectrolytes

Layer-by-layer fluorescent conjugated polyelectrolyte films have been studied. The photoluminescence of conjugate polyelectrolytes was observed to be highly tunable during this film assembly process. Efficient photoinduced electron transfer from thus prepared highly luminescent film to a natural electron-transfer protein cytochrome c has also been observed.     

具有共轭体系的酮类烯醇硅醚与全氟碘代烷的反应

应用连二亚硫酸钠的引发，通过全氟碘代烷与醛类，酮类烯醇硅醚的反应，合成α－全氟烷基羰基类化合物的方法。利用该方法，还可以用“一锅法”合成含氟β－二酮类化合物。本文报道了在类似的反应条件下，与苯环或双键共轭的烯醇硅醚和全氟碘代反应的结果。     

Stiefel流形上的黎曼共轭梯度法CSCD

1引言Stiefel流形上的优化问题一般形式可以表示为:min x∈S_(n,p) f(X)(1.1)其中目标函数f:R^(n×p)→R为连续可微函数,S_(n,p)表示Stiefel流形,即S_(n,p)={X∈R^(n×p):X^(T)X=Ip,p相似文献   

Effects of Cone Angles on Nonlinear Vibration Responses of Functionally Graded Shells北大核心CSCD

The nonlinear vibration responses of functionally graded materials (FGMs) shells with different cone angles under external loads were studied. Firstly, the Voigt model was employed to describe the physical properties along the thickness direction of FGMs conical shells. Then, the motion equations were derived based on the 1st-order shear deformation theory, the von Kármán geometric nonlinearity and Hamilton’s principle. Next, the Galerkin method was applied to discretize the motion equations and the governing equations were simplified into a 1DOF nonlinear vibration differential equation under Volmir’s assumption. Finally, the nonlinear motion equations were solved with the harmonic balance method and the Runge-Kutta method, and the amplitude frequency response characteristic curves of the FGMs conical shells were obtained. The effects of different material distribution functions and different ceramic volume fraction exponents on the amplitude frequency response curves of conical shells were discussed. The bifurcation diagrams of conical shells with different cone angles, as well as time process diagrams and phase diagrams for different excitation amplitudes, were described. The motion characteristics were characterized by Poincaré maps. The results show that, the FGMs conical shells present the nonlinear characteristics of hardening springs. The chaotic motions of the FGMs conical shells are restrained and not prone to motion instability with the increase of the cone angle. The FGMs conical shell present a process from the periodic motion to the multi-periodic motion and then to chaos with the increase of the excitation amplitude. © 2022 Editorial Office of Applied Mathematics and Mechanics. All rights reserved.