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建立了以对照药材为基准物质的定性和不依赖多种对照品定量的黄芩药材“质-量”双标控制方法。采用高效液相色谱(HPLC)技术,以对照药材为基准物质建立了黄芩特征图谱,通过鉴定特征峰的化学成分,共确定了11个共有特征峰,通过质谱鉴定出黄岑药材的8个成分,经对照品比对,指认出共有特征峰中的4个化学成分,分别为黄芩苷、汉黄芩苷、黄芩素以及汉黄芩素。通过对照药材和供试药材特征峰的相似度,可明确药材真伪,即“质”,结果显示各批次供试药材与黄芩对照药材的相似度均大于0.990;对内标成分“黄芩苷”进行准确定量,以内标成分计算不同批次供试品中各特征峰的相对含量,取“平均数-标准差”作为特征峰化学成分相对于内标物质化学成分的相对含量下限,依据特征峰相对含量下限明确黄芩药材优劣,即“量”。该方法不依赖多种对照品,能清晰、快速地判断药材的真伪优劣,可为黄芩的质量控制方法提供参考。 相似文献
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留数定理是高校物理专业必修课程数学物理方法中的一个重要定理.传统教学中关于该定理的讲授着重于数学公式的推导和数学思想的传达,而对于其在具体物理问题上的应用鲜有涉及.本文以一维Su-Schrieffer-Heeger模型的拓扑相变问题为例,阐明了如何利用留数定理解析得到二阶位移量的表达式并用该物理量表征拓扑相变.在讲授留数定理的教学过程中引入具体物理问题的分析实例,可以使学生更深刻地理解数学定理中的物理内涵. 相似文献
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基于不同局部模型的联合滤波算法研究 总被引:3,自引:0,他引:3
从组合导航系统研究的角度出发,提出了一种基于不同局部模型的联合滤波算法,并对INS/GPS/Doppler组合导航系统进行了仿真。结果表明:该算法不要求局部模型一致,增强了系统的通用性,提高了运算速度。 相似文献
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Topological quantum states have attracted great attention both theoretically and experimentally.Here,we show that the momentum-space lattice allows us to couple two Su-Schrieffer-Heeger(SSH)chains with opposite dimerizations and staggered interleg hoppings.The coupled SSH chain is a four-band model which has sublattice symmetry similar to the SSH4.Interestingly,the topological edge states occupy two sublattices at the same time,which can be regarded as a one-dimension analogue of the type-II corner state.The analytical expressions of the edge states are also obtained by solving the eigenequations.Finally,we provide a possible experimental scheme to detect the topological winding number and corresponding edge states. 相似文献
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The Hall tube as a minimum model to simulate the integer quantum Hall effect is essential for exploring topological physics, while it has not been constructed in the recent developing successfully experiments on superconducting circuits. In this work, we propose a feasible experiment scheme using three legs superconducting circuits with transmon qubits to realize a Hall tube. Then we first investigate its topological properties. Since the time-reversal, particle-hole, and chiral symmetries are all broken for the system, the Hall tube belongs to the A class of the Altland-Zirnbauer classification. We obtain the corresponding topological phase transition both numerically and analytically. Since the chirality is a key character of the quantum Hall effect, we secondly investigate the chiral physics in the Hall tube. We find the topological protected chiral edge currents and discuss its robustness. Finally, we give the possible experimental observations of the topological state and topological protected chiral edge currents. 相似文献