分析测试经验介绍(243~248)原子荧光法测定金矿中砷和铋的不确定度评估

通过建立数学模型,分析了原子荧光法测定金矿中砷和铋的测量不确定度的影响因素,计算各影响因素的不确定度分量,并计算金矿中砷和铋的合成标准不确定度和扩展不确定度.结果表明:测量不确定度主要由样品制备过程和标准曲线拟合构成.金矿中砷的含量为18.398μg/g,其扩展不确定度为0.555 3μg/g(k=2),结果符合测试规范要求.铋的含量为0.359 3μg/g,扩展不确定度为0.441 1μg/g(k=2),铋的不确定度偏大,不符合测试规范要求,应通过降低铋标准溶液的浓度和减少待测液的稀释倍数来降低标准曲线拟合产生的不确定度.     

热塑性塑料熔体质量流动速率测量不确定度的评定

以聚乙烯为例讨论了热塑性塑料熔体质量流动速率测量不确定度的来源,依据JJF 1059-1999对熔体流动速率测试过程中的测量不确定度分量进行了分析和评定。7149型聚乙烯熔体质量流动速率测量结果的扩展不确定度为0.096 g/(10 m in)。     

聚氯化铝中氧化铝含量的测量不确定度评定

对GB15892-2003测定聚氯化铝中氧化铝含量的测量不确定度进行评定。通过对样品测定过程中影响测量不确定度的因素进行分析和量化,求得聚氯化铝中氧化铝含量测量结果的合成相对标准不确定度为0.0025。     

速冻蔬菜中氯氰菊酯残留量的测量不确定度评定

依据GB/T 5009.146-2003《植物性食品中有机氯和拟除虫菊酯类农药多种残留的测定》方法,对速冻蔬菜中氯氰菊酯残留量的测量不确定度进行分析和评定。该测量过程所产生的测量不确定度主要来源于气相色谱仪引入的测量不确定度,其次是氯氰菊酯标准工作溶液引入的测量不确定度。标准溶液引入的测量不确定度则主要来源于标准溶液的稀释过程所产生的测量不确定度。     

大气颗粒物中总碳含量的测量不确定度评定

分析了元素分析仪测定大气颗粒物中碳质组分的测量不确定度来源,对总碳含量的测量不确定度进行了评估。测定咖啡碱标准样品中的碳含量,称样量为1 500~2 500μg时,测定结果为(49.27±0.26)%;测定大气颗粒物样品中的总碳含量,样品面积为3.14 cm2时,测定结果为(106±3)μg/cm2。     

气相色谱仪检定结果的不确定度评定

气相色谱仪检定结果的不确定度主要来源于流速稳定性、柱箱温度稳定性、基线噪声、定量重复性和标准物质进样量的不确定度。以TCD检测器为例进行分析,对气相色谱仪检定结果的不确定度进行评定,相对扩展不确定度为5%。     

气相色谱法测定汽油中苯含量不确定度的评定

通过分析气相色谱法测定汽油中苯含量的操作流程对汽油中的苯含量测量结果的不确定度进行了评定,不确定度主要来源于相对定量校正因子、样品中添加内标物丁酮的体积、样品的体积、样品中苯与内标物丁酮面积的平均值之比、标准物质苯的纯度等参数引入的不确定度。其中相对校正因子引入的不确定度最大。当汽油样品中苯的体积分数为0.57%时,苯含量的扩展不确定度为0.02%(k=2)。     

Unidimensional continuous-variable quantum key distribution with discrete modulation

In this paper, we proposed an unidimensional continuous-variable quantum key distribution (CV-QKD) protocol with discrete modulation, which waives the necessity in one of the quadrature modulations and further simplified the implementation of the CV-QKD protocol. On the basis of the Heisenberg uncertainty relation, we analyze the boundary between the unphysical and physical region. Besides, we utilize a novel proof approach to achieve a lower bound valid of transmission distance. This scheme shows an available method to further simplified the implementation of the QKD.     

Entropic uncertainty relation of a qubit-qutrit Heisenberg spin model and its steering

We investigate the quantum-memory-assisted entropic uncertainty relation (QMA-EUR) in a Heisenberg XYZ mixed-spin (1/2, 1) model. Coupling strength, Dzyaloshinskii-Moriya (DM) interaction and inhomogeneous magnetic field, respectively, contributing to QMA-EUR by a thermal entanglement in the hybrid-spin model are studied in detail. Furthermore, we compare the uncertainty of the bipartite hybrid model with those of qubit-qubit and qutrit-qutrit systems. Meanwhile, the effects of local PT-symmetric operation and weak measurement on the steering of entropic uncertainty are analyzed. We find that the local PT-symmetric operation can reduce the entropic uncertainty, and the entropic uncertainty can also be decreased by weak measurement reversal.     

Gaussian states as minimum uncertainty states

In bosonic fields, Gaussian states, which consist of a rather wide family of states including coherent states, squeezed states, thermal states, etc., have many classical-like features, and are usually defined from the mathematical perspective in terms of characteristic functions. It is well known that some special Gaussian states, such as coherent states, are minimum uncertainty states for the conventional Heisenberg uncertainty relation involving canonical pair of position and momentum observables. A natural question arises as whether all Gaussian states can be characterized as minimum uncertainty states. In this work, we show that indeed Gaussian states coincide with minimum uncertainty states for an information-theoretic refinement of the conventional uncertainty relation established in Luo (2005) [40]. This characterization puts Gaussian states on a novel basis of physical significance.