生产函数的优化回归方法

本文讨沦了生产函数的理论定 义及常用方法，并提出了生产函数的一种优化技术．利用数据包络分析方法确定生产前沿面，求样本点在该边界面上的投影，然后对投影点进行统计回归即获得随机前沿生产函数．     

希尔排序最佳增量序列研究

通过研究希尔排序算法的机制，以不同增量序列对一些规模较大的待排序列进行试验，分析其时间复杂度与增量序列的关系，探索具有最优渐近时间复杂度时的增量序列及其选择方法。     

高温超导体磁通动力学和混合态相图(Ⅱ)

（上接2006年第1期第16页） 5涡旋态相图的发展 随着理论和实验工作的不断进展，高温超导体混合态相图变得丰富多彩．首先在涡旋玻璃态理论出现后，相图就较常规超导体有了很大的变化．在常规超导体中，相图上就只有两根标志相边界的线。     

皮秒扫描相机在半导体激光管输出特性研究中的应用

本工作用Picotron 200型扫描相机和液态氮冷却的CCD摄相机系统对半导体激光二极管LTO22 MC的输出特性进行了测量,其最短输出脉冲宽度为2.1ps。这种半导体激光二极管的发射波长为780nm,连续工作条件下,其输出功率为3mW到5mW。     

A Simple Calculation Approach for the Second－Harmonic Sound Beam Generated by an Arbitrary Distribution Source

We present a simple calculation approach for the fundamental and second-harmonic sound beams with an arbitrary distribution source in the quasilinear approximation. The analysis is based on the assumption that the source function with an arbitrary geometry and distribution is expanded into the sum of a set of two-dimensional Gaussian functions. The two- and five-dimensional integral solutions for the fundamental and second-harmonic fields are, respectively, reduced in terms of Gaussian functions and simple one-dimensional integrals. The numerical evaluation of field distributions is then greatly simplified.     

Threshold of Non－Destructive Pulse for Pt Tip of STM on Graphite Surface

The experimental relationship between width and amplitude of the non-destructive threshold pulse for Pt tip of a scanning tunneling microscope (STM) on graphite surface have been studied strictly and systematically in a wide range of pulse width for the first time. The threshold curve of amplitude versus width indicates that the amplitude of threshold pulse will increase with the decrease of the pulse width. A more rigorous explanation is suggested to interpret the dependence of threshold pulse amplitude on width. Fitted with the experimental data,a new empirical formula is given, extrapolated from which the threshold pulse amplitude will rise to 50 V when the pulse width decreases to 10ns.     

泥沙冲刷漏斗自由边界问题及其计算

本文分析了水库排沙孔前泥沙冲刷所形成的漏斗状自由边界问题,建立了二维不可压缩理想势流孔口泥沙冲刷漏斗自由边界问题的数学模型,并利用局部试验自由边界的有限元方法与边界元方法对这一问题作了计算,迭代收敛较快。计算结果与实验数据比较吻合,从而也验证了这一数学模型适用于坝前不出现降水曲线的泥沙冲刷问题。