加速溶剂萃取-磁固相萃取-高效液相色谱-串联质谱法测定水产品中10种氟喹诺酮类药物残留

养殖过程中的不合理使用和滥用使得水产品中氟喹诺酮抗生素残留累积量呈递增趋势,对人类的健康造成潜在的风险。建立高效、灵敏和可靠的水产品中氟喹诺酮类药物的同时分析方法十分重要。该研究建立了加速溶剂萃取-磁固相萃取-高效液相色谱-串联质谱法(ASE-MSPE-HPLC-MS/MS)测定水产品中沙拉沙星、氧氟沙星、恩诺沙星、丹氟沙星、洛美沙星、培氟沙星、环丙沙星、依诺沙星、诺氟沙星和双氟沙星残留的检测方法。采用室温自组装法,即在室温(25 ℃)下,将氧化石墨烯和零价纳米铁储备液快速涡旋混合,磁性分离收集沉淀物,得到GO@nZVI磁性复合材料。以扫描电镜、傅里叶变换红外光谱和X-射线衍射对磁性复合材料进行表征,结果显示GO@nZVI成功制备。该材料应用于MSPE净化中,ASE萃取温度为70 ℃,萃取溶剂为甲醇,萃取压力为10.34 MPa,静态萃取时间为5 min,循环萃取3次。萃取液浓缩后经MSPE有效净化后,采用Agilent ZORBAX Eclipse Plus C18色谱柱(100 mm×3.0 mm, 1.8 μm)梯度洗脱分离,MS/MS电喷雾正离子(ESI⁺)扫描、多反应监测(MRM)模式进行定量分析。氟喹诺酮的线性范围为1~100 μg/kg,线性相关系数(r²)均大于0.9995;目标物的检出限(S/N=3)为0.02~0.29 μg/kg,定量限(S/N=10)为0.07~0.98 μg/kg。所建方法成功用于黄鱼、草鱼、黑鱼、明虾和沼虾中氟喹诺酮的测定,在1倍、2倍、10倍定量限加标水平下得到的加标回收率为81.6%~105.8%,相对标准偏差(RSD)为4.2%~13.6%。研究表明,将ASE与MSPE有机结合,利用外部磁场实现萃取液的净化,无需离心和过滤操作,溶剂用量少,并且该方法所使用磁性萃取材料制备方法简单,具有自动化程度高、简便快速、方法灵敏度高、准确度高、重复性好等特点,可满足对水产品中FQs残留限量检测要求,具有实际应用前景。     

短时交通流混沌预测模型的比较研究

短时交通流预测是实现交通流诱导的关键技术之一.针对目前短时交通混沌预测模型预测结果差异较大的问题,归纳了4种基于混沌理论的短时交通流预测模型:RBF神经网络模型、最大Lyapunov指数模型、局域线性模型和Volterra滤波器自适应预测模型,并对这4种预测模型进行了比较研究.应用4种预测模型对几个典型的非线性系统进行预测,验证了算法的准确性.然后用这4种预测模型对微观实测交通流的时间序列进行实证分析.仿真结果表明,4种预测模型对典型混沌时间序列具有很好的预测效果;而对实测交通流预测,其预测精度和稳定性较差,但可以满足实时交通流预测的需要.     

极大单调算子和非扩展映射的迭代收敛定理及其应用

In this paper, two iterative schemes for approximating common element of the set of zero points of maximal monotone operators and the set of fixed points of a kind of generalized nonexpansive mappings in a real uniformly smooth and uniformly convex Banach space are proposed. Two strong convergence theorems are obtained and their applications on finding the minimizer of a kind of convex functional are discussed, which extend some previous work.     

UNBOUNDED COMPLEX SYMMETRIC TOEPLITZ OPERATORS

In this paper,we study unbounded complex symmetric Toeplitz operators on the Hardy space H²(D) and the Fock space g².The technique used to investigate the complex symmetry of unbounded Toeplitz operators is different from that used to investigate the complex symmetry of bounded Toeplitz operators.     

A thermomechanical constitutive model for cemented granular materials with quantifiable internal variables. Part II – Validation and localization analysis

We study the mechanical failure of cemented granular materials (e.g., sandstones) using a constitutive model based on breakage mechanics for grain crushing and damage mechanics for cement fracture. The theoretical aspects of this model are presented in Part I: Tengattini et al. (2014), A thermomechanical constitutive model for cemented granular materials with quantifiable internal variables, Part I – Theory (Journal of the Mechanics and Physics of Solids, 10.1016/j.jmps.2014.05.021). In this Part II we investigate the constitutive and structural responses of cemented granular materials through analyses of Boundary Value Problems (BVPs).The multiple failure mechanisms captured by the proposed model enable the behavior of cemented granular rocks to be well reproduced for a wide range of confining pressures. Furthermore, through comparison of the model predictions and experimental data, the micromechanical basis of the model provides improved understanding of failure mechanisms of cemented granular materials. In particular, we show that grain crushing is the predominant inelastic deformation mechanism under high pressures while cement failure is the relevant mechanism at low pressures. Over an intermediate pressure regime a mixed mode of failure mechanisms is observed. Furthermore, the micromechanical roots of the model allow the effects on localized deformation modes of various initial microstructures to be studied. The results obtained from both the constitutive responses and BVP solutions indicate that the proposed approach and model provide a promising basis for future theoretical studies on cemented granular materials.     

广义p-Laplace算子相关的非线性边值问题解的存在性

本文首先把p-Laplace算子推广为广义p-Laplace算子,然后利用非线性增生映射值域的扰动理论研究了与广义p-Laplace算子相关的具有牛曼边值的非线性椭圆问题在LP(Ω)空间中解的存在性,其中2≤p< ∞．本文所讨论的方程及所用的方法是对以往一些工作的补充和延续．     

EXISTENCE OF SOLUTIONS OF A FAMILY OF NONLINEAR BOUNDARY VALUE PROBLEMS IN L~2-SPACES

§ 1　Introduction and preliminariesThe equations related to the p- L aplacian operatorΔp have been studied in differentaspects[1— 4 ] sinceΔp arises from a variety of physical phenomena such as non Newtonianfluids,reaction- diffusion problems,etc.In this paper,the following equation(1) which canbe regarded as an extension of those in[1— 4 ]will be discussed:- div(α(gradu) ) +|u(x) |p- 2 u(x) +g(x,u(x) ) =f (x)　 a.e. onΩ-〈n,α(gradu)〉∈βx(u(x) ) ,a.e.onΓ . (1)　　More details can b…     

Weighted composition operators on the Fock space

In this paper,we study weighted composition operators on theFock space F².We prove that each bounded composition operator on F² is complex symmetric.This is in sharp contrast with the phenomenon on the Hardy space H²(D).We characterize Hermitian weighted composition operators and algebraic weighted composition operators with degree less than or equal to two on F².In addition,we investigate cyclicity and hypercyclicity of complex symmetric weighted composition operators.We also characterize those weighted compositionoperators that preserveframes,tight frames or normalized tight frames on F².Finally,we study mean ergodicity and uniformly mean ergodicity of weighted composition operators.     

The Greatest Lower Bound of a Boros–Moll Sequence

Mathematical Notes - The Boros–Moll polynomials $$P_m(a)$$ arise in the evaluation of a quartic integral. In the past few years, there has been some remarkable research on the properties of...     

UNBOUNDED COMPLEX SYMMETRIC TOEPLITZ OPERATORS

In this paper,we study unbounded complex symmetric Toeplitz operators on the Hardy space H²(D) and the Fock space g².The technique used to investigate the complex symmetry of unbounded Toeplitz operators is different from that used to investigate the complex symmetry of bounded Toeplitz operators.