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坐标测量机上圆度误差包容评定的算法 总被引:1,自引:0,他引:1
本文把最小外接圆、最大内接圆和最小区域圆度误差的评定问题都表述为minimax 问题,并建立线性数学模型,采用统一的方法求解。实践表明本文方法通用、有效、稳定,适用于坐标测量机。 相似文献
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介绍了坐标测量机测量齿轮形位偏差不确定度的评估思路及计算方法,通过试验找出了坐标测量机测量齿轮参数的主要不确定度来源,并阐述了提高测量准确度的途径及如何确定被测齿轮的精度级别。 相似文献
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PSD在形位误差测量中应用 总被引:2,自引:0,他引:2
直线度的测量,是形位误差测量中的重要项目,工件表面或机器运动导轨的直线度,往往又是机械设备或精密仪器的精度保证,直线度的测量有许多传统的方法,如自准直仪法,电子水平仪法,打表法,激光干涉法等,在这些方法中,要么测量安装困难,要么测量精度不高,限制了这些测量方法的应用范围,本文提出了一种基于PSD(PositionSensingDetector)接收器的简易,快速的测量方法。 相似文献
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坐标测量机上建立测量坐标系的理论与方法 总被引:2,自引:0,他引:2
本文研究了在三坐标测量上测量零件时,建立测量坐标系产生的测量误差,指出了用测量坐标系体现基准时。基准要符合最小条件,并论述了三种建立测量坐标系的方法,其中多点法中盾线拟合法还可以对直线度,平行度,垂直度等形位误差进行测量与评定,收到了满意的效果。 相似文献
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本文提出应用四坐标齿轮测量机进行工件圆度误差测量,利用线性规划的最优解进行圆度误差评定的方法。实际应用表明这种测量技术行之有效,测量准确度可达±2.5μm,满足实际生产要求,对提高测量设备的利用率具有一定的意义。 相似文献
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The series of models of temperature sensors described are based on the concept of measuring computer-aided transducers, according to which measuring and computer-aided transducers are considered as a single device. 相似文献
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包晔 《中国计量学院学报》2005,16(1):76-79
研究了一类决策问题——基金最佳使用:利用线性规划的知识,建立了三种不同情形下的最优基金使用问题的数学模型,并通过编程计算出最高奖金的数额,得出了最高年奖金的基金使用方法;引入数学期望,成功解决了国库券发行时间不定的问题. 相似文献
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本文论述了阿贝原则及误差的补偿方法,提出了利用阿贝误差的对称性来消除阿贝误差这一简单实用的方法。 相似文献
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A. Takezawa M. Kitamura 《International journal for numerical methods in engineering》2012,90(11):1363-1392
This paper discusses an application of the topology optimization method for the design of thermoelectric generators. The proposed methodology provides the optimized geometry in accordance with various arbitrary conditions such as the types of materials, the volume of materials, and the temperature and shape of the installation position. By considering the coupled equations of state for the thermoelectric problem, we introduce an analytical model subject to these equations, which mimics the closed circuit composed of thermoelectric materials, electrodes, and a resistor. The total electric power applied to the resistor and the conversion efficiency are formulated as objective functions to be optimized. The proposed optimization method for thermoelectric generators is implemented as a geometrical optimization method using the solid isotropic material with penalization method used in topology optimizations. Simple relationships are formulated between the density function of the solid isotropic material with penalization method and the physical properties of the thermoelectric material. A sensitivity analysis for the objective functions is formulated with respect to the density function and the adjoint equations required for calculating it. Depending on the sensitivity, the density function is updated using the method of moving asymptotes. Finally, numerical examples are provided to demonstrate the validity of the proposed method. Copyright © 2012 John Wiley & Sons, Ltd. 相似文献
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The greatly misunderstood erythropoietin resistance index and the case for a new responsiveness measure 下载免费PDF全文
Yossi Chait Sahir Kalim Joseph Horowitz Christopher V. Hollot Elizabeth D. Ankers Michael J. Germain Ravi I. Thadhani 《Hemodialysis international. International Symposium on Home Hemodialysis》2016,20(3):392-398
Introduction The optimal use of erythropoiesis stimulating agents (ESAs) to treat anemia in end stage renal disease remains controversial due to reported associations with adverse events. In analyzing these associations, studies often utilize ESA resistance indices (ERIs), to characterize a patient's response to ESA. In this study, we examine whether ERI is an adequate measure of ESA resistance. Methods We used retrospective data from a nonconcurrent cohort study of incident hemodialysis patients in the United States (n = 9386). ERI is defined as average weekly erythropoietin (EPO) dose per kg body weight (wt) per average hemoglobin (Hgb), over a 3‐month period (ERI = (EPO/wt)/Hgb). Linear regression was used to demonstrate the relationship between ERI and weight‐adjusted EPO. The coefficient of variation was used to compare the variability of Hgb with that of weight‐adjusted EPO to explain this relationship. This analysis was done for each quarter during the first year of dialysis. Findings ERI is strongly linearly related with weight‐adjusted EPO dose in each of the four quarters by the equation ERI = 0.0899*(EPO/wt) (range of R2 = 0.97–0.98) and weakly linearly related to 1/Hgb (range of R2 = 0.06–0.16). These correlations hold independent of age, sex, hgb level, ERI level, and epo‐naïve stratifications. Discussion ERI is strongly linearly related to weight‐adjusted (and nonweight‐adjusted) EPO dose by a “universal,” not patient‐specific formula, and thus is a surrogate of EPO dose. Therefore, associations between ERI and clinical outcomes are associations between a confounded EPO dose and those outcomes. 相似文献
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在乙酰丙酮和乙酸铵混合液中,甲醛与乙酰丙酮反应生成二乙酰基二氢卢剔啶,在波长为412nm时,测其吸光度,然后计算其含量。干燥器法采用蒸馏水为吸收液,而穿孔萃取法用甲苯为萃取液,甲苯溶液为有机溶液,又有很强的毒性,所以干燥器法测定板材中的甲醛更有利于环境保护。 相似文献