机械结构与系统精度通用计算法及其应用——机器人机构误差分析与计算

本文详细论述了机械结构与系统精度的通用计算法,并以 PUMA 型机器人机构和圆柱型空间缩放机构为例,进行了误差分析,建立了相应的误差数模,证明了用精度通用计算法分析机器人机构误差是简单而适用的。     

Bayesian inference in disputed authorship: A case study of cognitive errors and a new system for decision support

Bayesian inference provides a formal framework for assessing the odds of hypotheses in light of evidence. This makes Bayesian inference applicable to a wide range of diagnostic challenges in the field of chance discovery, including the problem of disputed authorship that arises in electronic commerce, counter-terrorism and other forensic applications. For example, when two documents are so similar that one is likely to be a hoax written from the other, the question is: Which document is most likely the source and which document is most likely the hoax? Here I review a Bayesian study of disputed authorship performed by a biblical scholar, and I show that the scholar makes critical errors with respect to several issues, namely: Causal Basis, Likelihood Judgment and Conditional Dependency. The scholar’s errors are important because they have a large effect on his conclusions and because similar errors often occur when people, both experts and novices, are faced with the challenges of Bayesian inference. As a practical solution, I introduce a graphical system designed to help prevent the observed errors. I discuss how this decision support system applies more generally to any problem of Bayesian inference, and how it differs from the graphical models of Bayesian Networks.     

Cubic Bézier approximation of a digitized curve

In this paper we present an efficient technique for piecewise cubic Bézier approximation of digitized curve. An adaptive breakpoint detection method divides a digital curve into a number of segments and each segment is approximated by a cubic Bézier curve so that the approximation error is minimized. Initial approximated Bézier control points for each of the segments are obtained by interpolation technique i.e. by the reverse recursion of De Castaljau's algorithm. Two methods, two-dimensional logarithmic search algorithm (TDLSA) and an evolutionary search algorithm (ESA), are introduced to find the best-fit Bézier control points from the approximate interpolated control points. ESA based refinement is proved to be better experimentally. Experimental results show that Bézier approximation of a digitized curve is much more accurate and uses less number of points compared to other approximation techniques.     

JDZ-1型固态存储雨量器降水量误差成因分析

对JDZ-1型固态存储雨量器与虹吸自记雨量计平行观测资料进行了系统分析,分析了两者存在误差的影响因素。对JDZ-1型固态存储雨量器在北方地区使用过程中存在的问题提出了解决方法,以保证和提高JDZ-1型固态存储雨量器资料质量。     

Solid Modeling Error : Analysis and Compensation

ＳｏｌｉｄＭｏｄｅｌｉｎｇＥｒｏｒ：ＡｎａｌｙｓｉｓａｎｄＣｏｍｐｅｎｓａｔｉｏｎ①ＸｕＺｈｉｇａｎｇＨｕａｎｇＫｅｚｈｅｎｇＡｉＸｉｎｇＳｈａｎＬｉａｎｙｅＣｏｌｅｇｅｏｆＭｅｃｈａｎｉｃａｌＥｎｇｉｎｅｅｒｉｎｇ，ＳｈａｎｄｏｎｇＵｎｉｖｅｒｓｉ...     

经纬仪竖盘检测新方法及综合检验仪

本文提出一种检定经纬仪竖直盘测角误差的新方法．该方法精度高，稳定性好，能直接与国家角度标准溯源．由它组成的“经纬仪综合检验仪”可以检测ＪＪＧ４１４—９４光学经纬仪检定规程中所有的项目及细分误差，其总不确定度为０．４″．被测仪器包括各种类型及精度的光学经纬仪、电子经纬仪、水准仪等．     

干涉式光纤陀螺系统Serrodyne调制误差分析

本文首先针对实现闭环光纤陀螺系统相位零化技术的Ｓｅｒｒｏｄｙｎｅ调制理论进行了详细分析，通过对实际Ｓｅｒｒｏｄｙｎｅ调制分析得出因回扫时间的延迟产生周期性反对称毛刺是导致调制失真的因素，运用 Ｆｏｕｒｉｅｒ Ａｎｇｉｅｒ Ｂｅｓｓｅｌ级数对误差信号各次谐波分解得出低次谐波分量在误差信号中占主导作用，并提出减小调制误差的方法。     

A stability classification method and its application to pipelined solution of linear recurrences

A new method of classification for numerical stability of parallel algorithms is proposed based on the theoretical foundation of forward error analysis. It partitions the algorithms according to their asymptotic stability—a measure introduced to relate the limiting behavior of the stability to the size of the problem. Using this method, the stability aspect of the pipelined solution technique for first-order and second-order linear recurrences—the core of a tridiagonal linear equation solver—is studied. In particular, it shows that the pipelined solution method of the first-order linear recurrences has the same degree of stability as the commonly used sequential evaluation algorithms. The stability problems of sequential and pipelined solution methods of the second-order linear recurrences are also studied.     

快速钨铼热电偶的测温误差

本文用热电偶误差计算的通用方法（极限误差表达法）分析了构成快速钨铼热电偶测温误差的因素，从量的角度探讨了各因素对总的误差的影响，对如何认识快速钨铼热电偶的测温精度，提出了可供参考的观点。     

EXL能谱仪薄样品X线的定量分析

研究了Link公司能谱仪中RTS软件（薄膜定量分析软件）可靠性及适用性。实验结果表明：RTS软件定量分析结果误差较小。但对C、N、O等轻元素定量分析，试样厚度小于1500以下时，结果才比较可靠。