基于非线性晶体及H(a)nsch-Couillaud技术的激光-环形腔频率锁定技术研究

基于H(a)nsch-Couillaud(H-C)频率锁定技术,通过理论计算得到了用于实现激光到环形腔频率锁定的误差信号,并在实验上利用1583 nm激光与腔内含有KTP晶体的蝶形环形腔对激光到环形腔的频率锁定进行了实验研究,理论结果与实验结果相符.该方案与传统方法相比,大大简化了实验装置,而且操作方便灵活,可以广泛地...     

光磁共振实验中壁弛豫过程与外磁场的关系

利用改进后的DH807型光磁共振实验装置,在静态磁场下精确测量了抽运信号的弛豫饱和值与外磁场的关系,从而得到壁弛豫速率与外磁场的关系,并建立模型对其原理进行了探讨.     

Effective Action for Noncommutative U（1） Gauge Theory with Higher Dimensional Terms

In this paper we apply the assumption of our recent work in noncommutative scalar models to the noncommutative U（1） gauge theories. This assumption is that the noneommutative effects start to be visible continuously from a scale ANC and that below this scale the theory is a commutative one. Based on this assumption and using background field method and loop calculations, an effective action is derived for noncommutative U（1） gauge theory. It will be shown that the corresponding low energy effective theory is asymptotically free and that under this condition the noncommutative quadratic IR divergences will not appear. The effective theory contains higher dimensional terms, which become more important at high energies. These terms predict an elastic photon-photon scattering due to the noncommutativity of space. The coefficients of these higher dimensional terms also satisfy a positivity constraint indicating that in this theory the related diseases of superluminal signal propagating and bad analytic properties of S-matrix do not exist. In the last section, we will apply our method to the noncommutative extra dimension theories.     

Hash function based on the generalized Henon map

A new Hash function based on the generalized Henon map is proposed. We have obtained a binary sequence with excellent pseudo-random characteristics through improving the sequence generated by the generalized Henon map, and use it to construct Hash function. First we divide the message into groups, and then carry out the Xor operation between the ASCII value of each group and the binary sequence, the result can be used as the initial values of the next loop. Repeat the procedure until all the groups have been processed, and the final binary sequence is the Hash value. In the scheme, the initial values of the generalized Henon map are used as the secret key and the messages are mapped to Hash values with a designated length. Simulation results show that the proposed scheme has strong diffusion and confusion capability, good collision resistance, large key space, extreme sensitivity to message and secret key, and it is easy to be realized and extended.     

双光子吸收的Franz-Keldysh效应

从实验上证实Hg_0.695Cd_0.305Te 光电二极管空间电荷区中存在双光子吸收的Franz-Keldysh效应.利用一个皮秒Nd:YAG激光器抽运的光学参量产生器和差频产生器作为激发光源，测量了入射波长为λ₀=7.92μm的脉冲激光所激发的光响应随入射光强的变化关系.脉冲光响应峰值强度随入射光强的增大呈现二次幂函数增强趋势.采用等效RC电路模型将脉冲光伏信号峰值与入射光强相关联，得到空间电荷区中强电场下单光束     

用于闪光照相的1MV Rod-Pinch二极管辐射特性

Rod-Pinch二极管(RPD)在小尺度闪光照相方面具有良好的应用前景.根据理论方面的研究结果以及实验室具备的驱动源装置水平,设计了相应结构的RPD,并在1MV工作电压下开展了较为详细的性能实验研究.最终在二极管轴向(0.方向)lm处得到的x光剂量为1.21rad-1.45rad.对于阳极直径为lmm的二极管,其X光焦斑直径仅为0.8mm-1.1mm.X光信号的脉宽为18.1ns-27.5ns.研究表明RPD将是一种用于小尺度闪光照相的理想的X光源.     

涡流检测的数值模拟与缺陷定量分析

随着涡流检测技术的不断发展，不仅要求准确检测出缺陷，且还需对缺陷进行定量、定性评价。涡流检测中阻抗信号变化是进行缺陷检测和定量分析的依据：测量或计算缺陷的阻抗信号，称为涡流检测的正向问题；从阻抗信号推断出缺陷的定量定性特征，则是逆向问题。借助于有限元模拟方法，对涡流检测时的正向问题进行了求解计算；利用傅里叶变换和神经网络方法，对涡流检测时的逆向问题进行了分析。