高效液相色谱法测定全血中加替沙星

提出了用环丙沙星为内标及用荧光检测的加替沙星(GXTC)的高效液相色谱测定方法.全血样品中GXTC用pH 7.0的磷酸盐缓冲溶液萃取并经固相萃取小柱净化,用甲酸及甲醇(4+96)混合溶液作淋洗液淋洗萃取小柱,所得淋出液用吹氮法蒸干,残渣溶于1.0 mL甲醇中,分取10.0μL溶液供高效液相色谱测定.测定中用甲醇、乙腈及甲酸(2+998)溶液三者以15比15比70的体积比混合后作为流动相,在Cloversil C18柱(150 mm×3.0 mm,5 μm)上进行分离.荧光检测激发波长为288 nm,发射波长为478 nm.加替沙星在15.0～240.0μg·L-1范围内呈线性,方法回收率在97.0%～102.0%之间,日内相对标准偏差(n=6)小于6.0%,方法的测定限(10S/N)为15.0μg·L-1.     

Simulation studies on the polarized positron generation from circularly polarized gamma-rays

Polarized positrons can be generated through the electron-positron pair creation from circularly polarized gamma-rays hitting a conversion target. Laser-Compton scattering is an efficient method to generate circularly polarized gamma-rays. Simulation studies on these two processes have been done with the Monte Carlo codes, CAIN and GEANT4. Using CAIN to simulate the Laser-Compton scattering process, the energy spectrum of the generated polarized photons could be obtained. GEANT4 was used to study the yield, energy spectrum and the mean polarization of the positrons emanating from the conversion target. To increase the yield of the generated positrons, an optimization study on the thickness of conversion target was also performed.     

分散固相萃取/高效液相色谱法测定鸡蛋中对位红与苏丹红染料残留

建立了一种分散固相萃取结合高效液相色谱法测定鸡蛋样品中对位红及苏丹红Ⅰ^Ⅳ染料残留的分析方法。样品经正己烷超声提取,二醇基（Diol）硅胶吸附富集,乙腈洗脱后在Phenomenex Luna C₁₈色谱柱（50 mm×2.0 mm,5μm）上以乙腈-水为流动相梯度洗脱,在500 nm波长处检测,外标法定量。5种染料在0.1¹0.0 mg·L^-1范围具有良好的线性,相关系数均大于0.999,在低、中、高3个加标水平的平均回收率为81.2%⁹4.2%,相对标准偏差为3.4%⁵.3%,检出限为0.018⁰.030 mg·kg^-1,定量下限为0.06⁰.10 mg·kg^-1。建立的方法准确快速,可用于鸡蛋中对位红和苏丹红类染料残留的快速检测。     

固相萃取-高效液相色谱法同时测定豆制品中的碱性嫩黄O、酸性橙Ⅱ和碱性橙Ⅱ

建立了一种固相萃取-高效液相色谱法同时测定豆制品中的碱性嫩黄O、酸性橙Ⅱ和碱性橙Ⅱ等3种黄色工业染料的方法。样品经体积分数70%乙醇水溶液(含1.0%氨水)涡旋超声提取后,采用Strata-X-AW固相萃取(SPE)小柱净化,洗脱液用氮气吹至近干后用甲醇溶解并定容,过PTFE滤膜后在Kromasil C18色谱柱上,以V(甲醇):V(20 mmol/L乙酸铵)=65:35的溶液为流动相进行分离,检测波长为450 nm。结果表明,在最优的色谱条件下,各目标化合物的加标回收率在89.0%~94.7%之间,相对标准偏差在2.2%~4.6%之间。3种染料在0.2~20.0 mg/L内呈现良好的线性关系,相关系数r≥0.999,豆制品中碱性嫩黄O、酸性橙Ⅱ和碱性橙Ⅱ的检出限分别为0.06、0.06和0.09 mg/kg。该方法用于实际样品的检测取得了满意的效果。     

Error and jitter e ect studies on the SLED for the BEPCⅡ-linac

An RF pulse compressor is a device used to convert a long RF pulse to a short one with a much higher peak RF magnitude. SLED can be regarded as the earliest RF pulse compressor to be used in large-scale linear accelerators. It has been widely studied around the world and applied in the BEPC and BEPCⅡ linac for many years. During routine operation, error and jitter effects will deteriorate the performance of SLED, either on the output electromagnetic wave amplitude or phase. The error effects mainly include the frequency drift induced by cooling water temperature variation and the frequency/Q₀/β unbalances between the two energy storage cavities caused by mechanical fabrication or microwave tuning. The jitter effects refer to the PSK switching phase and time jitters. In this paper, we re-derive the generalized formulae for the conventional SLED used in the BEPCⅡ linac, and the error and jitter effects on SLED performance are also investigated.     

Error and jitter effect studies on the SLED for the BEPC Ⅱ-linac

An RF pulse compressor is a device used to convert a long RF pulse to a short one with a much higher peak RF magnitude. SLED can be regarded as the earliest RF pulse compressor to be used in large-scale linear accelerators. It has been widely studied around the world and applied in the BEPC and BEPC linac for many years. During routine operation, error and jitter effects will deteriorate the performance of SLED, either on the output electromagnetic wave amplitude or phase. The error effects mainly include the frequency drift induced by cooling water temperature variation and the frequency/Q 0 /β unbalances between the two energy storage cavities caused by mechanical fabrication or microwave tuning. The jitter effects refer to the PSK switching phase and time jitters. In this paper, we re-derive the generalized formulae for the conventional SLED used in the BEPC linac, and the error and jitter effects on SLED performance are also investigated.     

X射线脉冲轮廓稳定性对导航精度的影响

X射线脉冲星具有广阔的导航应用前景,稳定的脉冲轮廓是自主导航的基础,然而在X射线脉冲轮廓的稳定性及其对导航精度的影响方面一直缺乏系统的研究.采用Pearson相关系数、标准偏差及功率谱熵三组指标量化脉冲轮廓的稳定性.利用罗西X射线计时探测器卫星X射线段(2—16 keV)11年的观测资料,统计了包括周期跃变在内的Crab脉冲轮廓稳定性.在此基础上,引入Cramer-Rao理论建立了脉冲轮廓稳定性对距离测量误差影响的数学模型,并通过分析各误差因素确定脉冲轮廓稳定性对距离测量误差的影响范围.实测数据处理表明,Crab脉冲星的X射线脉冲轮廓具有极高的稳定性,跃变期间脉冲轮廓无明显变化,脉冲轮廓的稳定性导致沿脉冲星方向上产生34 m±25 m的距离测量误差.     

Oscillatory and Asymptotic Behavior for Second Order Quasilinear Difference Equations

1 IntroductionConsider the second order quasilinear difference equationA(g(Ay.--l)) + f(n,y.) = 0, for n E N(no), (l'l)where A is defined by Ay. = Vn+1--yn, n E N(no) = {no, no + 1,'' }, nO E N = {l, 2,'. }.The following hold throughout the paPer:(H0) (i) g: R-R is a continuous increasing fUnction with propertiessgng(y) = sgny) g(R) = R;(il) f: N(no) x R--+ R is continuous as a function of y E R;(iii) yf(n,y) > 0 for n E N and y / 0.By a solution of the equation (1.l) we mean a non…     

一种基于最优频段的X射线脉冲星累积轮廓时延估计方法

为提高X射线脉冲星导航中累积脉冲轮廓的时间延迟估计精度, 分析了X射线脉冲星累积脉冲轮廓的频谱特性和现有Taylor快速傅立叶变换时延估计算法的缺陷, 提出了一种基于最优频段的累积轮廓时延估计算法, 并通过建立不同信噪比下时延估计误差与所采用频段之间的关系以确定最优频段. 数值及实测数据实验结果表明: 在短时观测或光子流量较小时, 该算法优于常用的近似最大似然 (FAML)、相关 (CC)、最小二乘 (NLS) 及加权最小二乘 (WNLS) 方法; 在观测时间较长或光子流量较大时, 该算法的估计精度与CC及NLS方法相当, 但其运算量低于NLS, FAML 及WNLS方法. 本文所提算法适用于短时观测脉冲轮廓或低流量脉冲星的高精度时延估计.