自由曲面光学透镜的图像变换面形测量系统与精度建模

为了解决自由曲面光学透镜光学表面面形的高精度测量问题 ,提出了一种可用于自由曲面光学透镜面形测量的图像变换光学曲面面形测量系统。从测量系统的测量原理出发 ,分析了测量过程中各种误差对测量精度的影响 ,推导出了自由曲面光学透镜的图像变换面形测量系统的测量误差公式 ,建立了自由曲面光学透镜的图像变换面形测量系统的测量精度数学模型 ,得到了该测量系统具有很高测量精度的结论 ,并且用实验给予验证。     

光电经纬仪姿态测量精度分析及室内评价方法

为了实现光电经纬仪姿态测量精度的室内测试和评价,介绍了光电经纬仪姿态测量方法,依据蒙特卡罗方法对测量站的姿态测量误差源进行了分析,得出姿态测量精度的主要影响因素,进而提出了一种室内姿态测量精度检测方法。基于外场理论弹道、目标姿态以及测量站站址,通过逆姿态测量理论计算得到姿态测量原始数据,再将姿态测量原始数据输入姿态测量设备,通过比较理论目标姿态和姿态测量设备给出的目标姿态,得到姿态测量设备的姿态测量精度。依据该方法,对某型号姿态测量设备进行了姿态测量精度检测。通过实验可得到该姿态测量设备的姿态测量精度,即航向角测量误差不大于1.9°,俯仰角测量误差不大于0.4°。     

卡尔曼滤波在激光跟踪测量系统中的应用

激光跟踪测量系统对于测量运动目标空间位置是行之有效的,但在测量过程中,各种干扰噪声的影响会降低测量精度。采用卡尔曼滤波来减小噪声的影响以提高测量精度。介绍了激光跟踪测量系统,建立了状态方程和测量方程,给出了卡尔曼滤波算法,仿真结果表明,运用卡尔曼滤波大大提高了测量系统的精度。     

精密宏微复合绝对式光栅尺设计与研究

通过对光栅尺原理的研究,设计一种宏微复合切换测量模式,利用增量码进行低精度测量,绝对码进行高精度测量。采用增量方式采集莫尔条纹的高速性,解决高精度绝对位置采集的低速性,实现宏微复合的高速与高精度的测量。实验证明,高精度低速绝对位置测量过程中测量精度可达0.6μm,在测量中使用新型高速与低速的变速切换测量方式,综合测量速度最高可以达到2m/s。     

HIAF-BRing快脉冲二极磁铁磁场测量系统

介绍了强流重离子加速器装置HIAF(High Intensity heavy-ion Accelerator Facility)项目增强器BRing(Booster Ring)快脉冲二极磁铁的性能指标、测量要求和测量方法,描述了快脉冲二极磁铁稳态磁场测量系统及动态磁场测量系统的构成。在稳态磁场测量中,为提高积分磁场测量精度和测量效率,长线圈测量系统采用了on fly技术;在动态磁场测量中,研制了用于磁场延迟及磁场畸变测量的矩阵线圈。通过样机磁铁的测量,完成了测量系统的性能指标验证和磁铁的稳态磁场测量。实测结果表明,样机磁铁的设计和制造均达到了预期指标,并依据测量数据完成了磁铁的二次削斜。     

基于复合干涉的光纤低相干干涉传感系统研究

研究一种能够进行远程及绝对测量的光纤低相干干涉传感系统。该系统包含两个光纤干涉仪,其中一个光纤干涉仪置于被测场中感应被测量的变化,可实现远程测量;另一个光纤干涉仪解调被测量的值。运用波分复用技术,使用于解调的光纤干涉仪同时工作于低相干干涉和高相干干涉状态。用低相干干涉信号决定被测量的幅值,对被测量实现绝对测量,并使测量量程不受波长限制;同时,用高相干干涉信号对被测量进行高精度的测量。系统的测量量程为6mm,测量分辨率小于1nm,位移实验结果的线性相关系数R为0.99。     

多次改变聚焦强度法测量束流发射度

就“多次改变聚焦强度法测量束流发射度”,讨论了测量技术和测量装置的优化,包括薄透镜近似的合理采用,多点最小二乘拟合,截面测量靶轴向位置的优化选择,和测量软件系统的改进等,以提高发射度测量的准确性和可靠性.已将上述优化技术,应用于BEPC直线加速器上新建和改建的发射度测量装置,获得了满意的测量结果     

差分吸收光谱仪测量上下限的确定

给出差分吸收光谱仪（DOAS）系统对测量上下限的确定方法,由于测量原理Beer-Lambert的线性适用范围限制了系统的测量上限,系统的噪声,被测气体的差分吸收截面以及测量的数据点数共同决定了系统的测量下限,通过理论分析与实际测量确定了DOAS系统的测量上下限。     

双目视觉DIC测量系统的离面位移测量精度

 采用离面位移测量精度达到10 nm~20 nm的电子散斑干涉测量系统验证了双目视觉数字散斑相关测量系统的离面位移测量精度。分别用电子散斑干涉测量系统和双目视觉数字散斑相关测量系统同时测量了平板离面位移,并对所测量的位移最大值进行了分析处理及比较。结果表明,双目视觉数字散斑相关测量系统的物体离面位移分布云图与电子散斑干涉测量系统的结果基本相同,且两者位移均方根相差为2.76 μm~3.56 μm,相对误差为4.59%~7.60%。因此,当被测量物体的离面位移大于4 μm时,双目视觉Q400测量系统精度可达到电子散斑干涉测量系统的精度。     

三坐标激光非接触测量技术在武器系统测量领域的应用

为实现某武器系统核心部件的自动精确测量,依据通用三坐标测量系统设计原理,研制了一套激光扫描自动测量系统。本文首先介绍了测量系统的组成;然后从激光测量头测量原理、电路原理和气路原理等三方面介绍了系统的工作原理;通过建立理想测量模型和实际测量模型,给出了测量坐标系与用户坐标系的转换关系及利用标准件进行系统参数标定的方法;最后,通过建立准刚体误差数学模型,对系统误差进行了分析、计算。测量结果表明,该系统单点测量精度优于7μm,球面度测量精度优于22μm。     

Anti-photon

It should be apparent from the title of this article that the author does not like the use of the word photon, which dates from 1926. In his view, there is no such thing as a photon. Only a comedy of errors and historical accidents led to its popularity among physicists and optical scientists. I admit that the word is short and convenient. Its use is also habit forming. Similarly, one might find it convenient to speak of the aether or vacuum to stand for empty space, even if no such thing existed. There are very good substitute words for photon, (e.g., radiation or light), and for photonics (e.g., optics or quantum optics). Similar objections are possible to use of the word phonon, which dates from 1932. Objects like electrons, neutrinos of finite rest mass, or helium atoms can, under suitable conditions, be considered to be particles, since their theories then have viable non-relativistic and non-quantum limits. This paper outlines the main features of the quantum theory of radiation and indicates how they can be used to treat problems in quantum optics.It is a pleasure to join in the 60th birthday celebration of the Director, Herbert Walther, of the Max-Planck-Institute for Quantum Optics at Garching, and wish him much happiness and many more years of his very great scientific creativity.     

A stochastic particle system modeling the Carleman equation

Two species of Brownian particles on the unit circle are considered; both have diffusion coefficient >0 but different velocities (drift), 1 for one species and –1 for the other. During the evolution the particles randomly change their velocity: if two particles have the same velocity and are at distance ( being a positive parameter), they both may simultaneously flip their velocity according to a Poisson process of a given intensity. The analogue of the Boltzmann-Grad limit is studied when goes to zero and the total number of particles increases like ^–1. In such a limit propagation of chaos and convergence to a limiting kinetic equation are proven globally in time, under suitable assumptions on the initial state. If, furthermore, depends on and suitably vanishes when goes to zero, then the limiting kinetic equation (for the density of the two species of particles) is the Carleman equation.Dedicated to the memory of Paola Calderoni.     

On the Brownian motion of a massive sphere suspended in a hard-sphere fluid. II. Molecular dynamics estimates of the friction coefficient

The friction coefficient exerted by a hard-sphere fluid on an infinitely massive Brownian sphere is calculated for several size ratios , where and are the diameters of the Brownian and fluid spheres, respectively. The exact microscopic expression derived in part I of this work from kinetic theory is transformed and shown to be proportional to the time integral of the autocorrelation function of the momentum transferred from the fluid to the Brownian sphere during instantaneous collisions. Three different methods are described to extract the friction coefficient from molecular dynamics simulations carried out onfinite systems. The three independent methods lead to estimates of which agree within statisticalerrors (typically 5%). The results are compared to the predictions of Enskog theory and of the hydrodynamic Stokes law. The former breaks down as the size ratio and/or the packing fraction of the fluid increase. Somewhat surprisingly, Stokes' law is found to hold withstick boundary conditions, in the range 1/4.5 explored in the present simulations, with a hydrodynamic diameterd=. The analysis of the moleuclar dynamics data on the basis of Stokes' law withslip boundary conditions is less conclusive, although the right trend is found as / increases.     

Fatigue Crack Propagation in Copper Bicrystals Having the Grain Boundaries of Σ3 Vicinal Domain

The criterion for occurrence of intergranular fatigue cracking in copper has been investigated from the view point of both the grain boundary (GB) character and the cyclic deformation property of constituent grains. The copper bicrystals were prepared to have several orientation relationships close to 3(1 1 1) coherent twin (3 vicinal domain) so as to change the GB character rapidly with increasing deviation angles || from the 3 relation. These bicrystals were shaped to single-edge-notched specimens in which a GB plane was perpendicular to the tensile axis. The fatigue crack propagation tests were carried out in air at room temperature. The specimens having deviation angles || less than 3° involved no intergranular fatigue cracking. When the || values were ranged from 3° to 5°, the ratio of the intergranular cracking increased. In the specimens having the || values more than 9°, the intragranular cracking became predominate again. The increase in the intergranular cracking with increasing deviation angle at the || values less than 5° could be understood in terms of the increasing GB susceptibility to the GB damage due to air environment. On the other hand, the intragranular cracking at the || values more than 9° could be attributed to the formation of the persistent slip bands in the constituent grains and subsequent crack propagation preferentially along them.     

Static and Vibrational Properties of Transition Metals

A model pseudopotential depending on an effective core radius but otherwise parameter free is proposed to study the equation of state by incorporating the s-d hybridization effects. Very recently proposed screening function due to Sarkar et al has been used to obtain the screened form factor. The equations of state for Cu, Ta, Mo, W and Pt have been studied up to the pressure of 1000 GPa. The vibrational properties such as phonon dispersion curves (in q and r space), phonon density of states, mode Grüneisen parameters, maximum frequency _max, mean frequency , ^21/2 = (/ ^-1)^1/2 and fundamental frequency ² and static properties such as dynamical elastic constants of rhodium and iridium are also calculated. The theoretical results are compared with experimental findings wherever possible. A good agreement between theoretical investigations and experimental findings has confirmed our formulation.     

On the decay width of multiply measured unstable state

In the case of multiple measurements we have found that there is nonzero decay width () (even for bound states) and that, for relatively long time intervals separating successive measurements, () tends like ^–k (k 1 according to the investigated model) to the asymptotic value _o for unstable states and to zero for bound states. We have shown that the detector efficiencyZ 1 is responsible for this effect and that the evolution operator acting in the considered subspace of states should be renormalized to avoid this effect. As an illustration we have considered electromagnetic levels in the Coulomb field as an example of unstable states.     

Finite-Time Lyapunov Exponents for Products of Random Transformations

I show how continuous products of random transformations constrained by a generic group structure can be studied by using Iwasawa's decomposition into angular, diagonal, and shear degrees of freedom. In the case of a Gaussian process a set of variables, adapted to the Iwasawa decomposition and still having a Gaussian distribution, is introduced and used to compute the statistics of the finite-time Lyapunov spectrum of the process. The variables also allow to show the exponential freezing of the shear degrees of freedom, which contain information about the Lyapunov eigenvectors.     

Regularization in ellipsometry

The continuous variation of the refractive index with the depth in the vicinity of surfaces can be determined by ellipsometry without destroying the object of measurements. The presented method does not impress any given structure to the profile and is applicable to just the range of layer thicknesses interesting to optics (about /4 to /2). The theoretical approach to interpret the measured data leads to an integral equation that is numerically inverted by regularization to filter out the destabilizing effects of measurement errors. The regularizing operator and regularization parameter responsible for this filtering are founded on physical arguments and experiment, respectively. These results can be transferred to other regularization problems based on quantities related to volume (e.g. density, temperature).