A simple mathematical analysis on the effect of sand in Cr(VI) reduction using zero valent iron

A simple mathematical model was proposed to analyze the enhancement of Cr(VI) reduction when sand materials are added to the zero valent iron (ZVI). Natural decay of Cr(VI) in a control experiment was analyzed by using a zero-order decay reaction. Adsorption kinetics of Cr(VI) to sand was modeled as a first-order reversible process, and the reduction rate by ZVI was treated as a first-order reaction. Natural decay of Cr(VI) was also included in other experiments, i.e., the adsorption to sand, the reduction by ZVI, and both adsorption and reduction when sand and ZVI are present together. The model parameters were estimated by fitting the solution of each model to the corresponding experimental data. To observe the effect of sand addition to ZVI, both adsorption and reduction rate models were considered simultaneously including the natural decay. The solution of the combined model was fitted to the experimental data to determine the first-order adsorption and reduction rate constants when sand as well as ZVI is present. The first-order reduction rate constant in the presence of sand was about 35 times higher than that with ZVI only.     

波动方程正演模型及应用

本采用声波方程，通过四阶有限差分近似，实现了复杂地质构造零炮距的数值模拟。中同时展示实际应用效果。     

基于ZMP的双足机器人稳定性分析

引入双足机器人研究中一个重要物理量——零力矩点ZMP（zero Moment Point）,研究其计算和测量方法,利用其分析双足机器人在单腿和双腿支撑时的作用范围,最后在二维和三维平面内对机器人的ZMP计算进行探讨,为稳定步态的设计做了理论铺垫。     

基于Matlab的计算机辅助电路分析

结合若干经典电路的分析实例,如二阶欠阻尼电路的零输入响应、频率响应及二端口电路阻抗匹配的计算等,针对烦琐的计算和公式推导,提出了Matlab编程的方法加以解决,并给出了具体的Matlab电路分析程序。将Matlab软件作为电路分析工具,通过计算机仿真实验来分析和解决电路问题,方便直观,运算效率更高,值得推广。     

一种基于预测的改进的三步搜索算法

基于对运动矢量分布的中心偏向特性研究,结合零运动预判断,提出了一个基于预测的改进的三步搜索算法(PBITSS),有效地提高了运动估计搜索速度并保持较高的搜索精度.实验结果显示,与三步搜索算法(TSS)相比,图像质量和搜索速度都得到了提高,综合性能高于TSS算法.     

A new insight into promotion action of Co2+ in Ni-diamond composite electrodeposition

A new insight into the promotion action of Co²⁺ on both particle and metal deposition in Ni-diamond composite electrodeposition system was analyzed according to electrochemical measurements. The results showed that the addition of Co²⁺ made particles content in deposits increased remarkably. The change of particles content in deposits was related inversely to the change of cathodic zero potential with the increase of the concentration of cobalt sulfate. Zero charge potential of cathode was shifted to much more negative region. The negative shift of the zero potential, combining with positive shift of the zeta potential, increased the electrostatic force between the particle-adsorbed metallic cations and the cathode. It not only benefits to the transportation of particles in solution towards cathode, but also shortens their residence time on cathodic surface. Meanwhile, entry of particles is also promoted. For metals deposition, reduction resistance of metallic cations rises greatly and deposition current at cathodic potentiodynamic polarization decreases after cobalt sulfate has been added into electrolyte. These factors are favorable for increasing particles content in deposits. In addition, physical model of diamond particles deposition state before and after the addition of Co²⁺ has been discussed.     

An efficient Chebyshev-Tau spectral method for Ginzburg-Landau-Schrödinger equations

We propose an efficient time-splitting Chebyshev-Tau spectral method for the Ginzburg-Landau-Schrödinger equation with zero/nonzero far-field boundary conditions. The key technique that we apply is splitting the Ginzburg-Landau-Schrödinger equation in time into two parts, a nonlinear equation and a linear equation. The nonlinear equation is solved exactly; while the linear equation in one dimension is solved with Chebyshev-Tau spectral discretization in space and Crank-Nicolson method in time. The associated discretized system can be solved very efficiently since they can be decoupled into two systems, one for the odd coefficients, the other for the even coefficients. The associated matrices have a quasi-tridiagonal structure which allows a direction solution to be obtained. The computation cost of the method in one dimension is O(Nlog(N)) compared with that of the non-optimized one, which is O(N²). By applying the alternating direction implicit (ADI) technique, we extend this efficient method to solve the Ginzburg-Landau-Schrödinger equation both in two dimensions and in three dimensions, respectively. Numerical accuracy tests of the method in one dimension, two dimensions and three dimensions are presented. Application of the method to study the semi-classical limits of Ginzburg-Landau-Schrödinger equation in one dimension and the two-dimensional quantized vortex dynamics in the Ginzburg-Landau-Schrödinger equation are also presented.     

基于K-L距离的两步固定音频检索方法

根据音频文件数据量大、数据间存在一定相关性的特点,提出一种基于K-L距离的两步固定音频检索方法。该方法采用基于可变门限的直方图检索方法快速筛选出相似度较高的语音文件,利用特征矩阵的K-L距离对剩余语音进行精确比较,取得较好的效果。实验结果证明,该方法能使检索准确率达到90%左右。     

基于PTIDES执行策略的调度算法

分析现有PTIDES执行策略调度算法,综合考虑事件的截止期和执行时间,改进传统最小空闲时间优先算法,将空闲时间作为事件调度优先权,提出零空闲时间优先PTIDES调度算法——ZSFPTIDES。实例分析表明,ZSFPTIDES调度算法能避免事件在处理过程中因得不到及时处理而夭折的现象,减小事件的抢占切换率,优化分布实时嵌入式系统的调度性能。     

解读AlphaGo背后的人工智能技术

随着人工智能在各个领域的应用,越来越多的问题通过人工智能得到更优的解决,但是围棋因其本身的复杂度一直是人工智能领域的难解之题.AlphaGo团队利用了人工智能中的一个重要分支—深度学习训练了一款围棋人工智能程序,并在2016年3月与职业九段选手李世石的对弈中以4:1的比分获胜,受到了大众的广泛关注.本文介绍了AlphaGo这一程序背后的复杂的网络构造以及不同网络的优缺点.