Langmuir-Hinshelwood 动力学的有效实验条件

 使用 Langmuir-Hinshelwood (L-H) 动力学的学者大部分未注意到该动力学包含了所有吸附物种采用拟稳态假设的隐含条件, 因而他们通常忽视了确认实验条件是否允许采用拟稳态假设. 然而, 对于大部分气固催化反应, 拟稳态假设的成立需基于催化活性位浓度很小的前提. 对于催化活性位浓度高的反应体系, 其覆盖度较高的吸附物种不满足拟稳态假设. 因此, 在这种情况下通过实验测定的动力学常数没有物理意义, 而仅为该实验条件下的数学回归参数. 本文将活性位浓度小于最高反应气浓度的十分之一视为拟稳态假设成立的充分条件, 通过估算发现许多催化剂并不满足该条件.     

Improvements on open and traction boundary conditions for Navier–Stokes time-splitting methods

We present in this paper a numerical scheme for incompressible Navier–Stokes equations with open and traction boundary conditions, in the framework of pressure-correction methods. A new way to enforce this type of boundary condition is proposed and provides higher pressure and velocity convergence rates in space and time than found in the present state of the art. We illustrate this result by computing some numerical and physical tests. In particular, we establish reference solutions of a laminar flow in a geometry where a bifurcation takes place and of the unsteady flow around a square cylinder.     

Equivalence of the Abraham momentum and the Minkowski momentum of photons in media

The century-long debate on the momentum of light in a medium involves two rival forms of momentum, namely those of Abraham and Minkowksi. In this Letter, we analyze this dilemma from the view of the quantum theory of light, the result of which can be easily extended to the classical level. It is found that the Abraham momentum of one polariton mode in linear and dispersive dielectrics differs from its Minkowski momentum, by a considerable factor. However, after taking all branches into consideration, we find the two lead to the same end, which unifies the two rival forms of momentum. The sum rule is traditional, but our conclusion provides a new perspective on the Abraham-Minkowski dilemma, and is consistent with existing experiments including a recent measurement of recoil momentum of atoms using an atom interferometer with Bose-Einstein Condensates [G. K. Campbell et al. Phys. Rev. Lett. 94, 170403 (2005).], the Cerenkov effect, the Doppler effect and the phase matching conditions in nonlinear optical processes.     

一种新的自动聚焦算法的研究

聚焦评价函数和极点搜索策略是自动聚焦的重要模块,直接影响聚焦的效果.为同时满足自动聚焦速度和精度上的要求,提出了一种新的自动聚焦算法.该算法综合了快速改进的灰度差分法和高精度小波变换法的优点,根据各阶段聚焦评价函数的梯度选择合适的评价函数和镜头移动步长,并且实现了从大步长快速粗扫到小步长精确细调的过渡.实验表明,与传统...     

An adaptive Newton-method based on a dynamical systems approach

The traditional Newton method for solving nonlinear operator equations in Banach spaces is discussed within the context of the continuous Newton method. This setting makes it possible to interpret the Newton method as a discrete dynamical system and thereby to cast it in the framework of an adaptive step size control procedure. In so doing, our goal is to reduce the chaotic behavior of the original method without losing its quadratic convergence property close to the roots. The performance of the modified scheme is illustrated with various examples from algebraic and differential equations.     

基于光纤双波干涉的台阶高度在线高精度测量研究

提出一种基于双波干涉的台阶高度光纤在线干涉测量系统。利用光纤光栅(FBG)只反射布拉格波长的特性,使两个波长同时并独立地工作于同一个光纤干涉测量系统中,每个波长的干涉信号分别并同时被探测,将测量量程扩大为半合成波波长。利用反馈电路补偿环境干扰对光纤干涉测量系统的影响,使光纤干涉测量系统适合于在线测量。本光纤干涉测量系统可测量的最大台阶高度达1mm,测量分辨率小于1nm。     

基于相关分析的LED路灯光强分布测试步距角优化研究

优化LED路灯光强分布测试系统的测试步距角可以较大程度地提高LED路灯测试的效率。选择不同的测试步距角对LED路灯的光强分布进行测试,将1°测试步距角所测得的路灯光强分布视为真值,采用相关分析的方法研究在较大步距角下所测得的路灯光强分布与真值之间的近似程度。研究结果显示,当相关系数要求在98%左右时,可以选择15°测试步距角对LED路灯的光强分布进行测试,相对于真值测试,在此步距下LED路灯的测试时间减少了98%以上,极大地提高了测试效率。     

一种类箕舌线函数的变步长归一化自适应滤波算法

在综合考虑自适应滤波算法设计中收敛速度、稳态误差、计算复杂度和跟踪性能等指标的基础上,该文提出一种类箕舌线函数的变步长归一化自适应滤波算法,用类箕舌线函数代替Sigmoid函数作为步长迭代公式,引入基于相关误差的变步长调整原则,在大大增强算法稳定性的同时大幅度提升了算法的收敛速度、跟踪性能,减小了算法的计算复杂度。在Matlab平台上分析了改进的步长函数中参数\begin{document}$\alpha $\end{document},以及的不同取值对算法的影响,并将该文算法与已有的基于Sigmoid函数和基于箕舌线函数的变步长LMS算法进行了比较,仿真结果表明,该文算法有更快的收敛速度、更好的跟踪能力以及较小的稳态误差和较强的鲁棒性。