上海粒子加速器大科学装置概述

先进粒子加速器包括射频直线加速器和环形同步加速器等，不仅极大地加速了人类从核物理迈向基本粒子物理的进程，而且同时派生出了同步辐射光源、自由电子激光、质子/重离子治疗仪等一批涉及生命科学、材料科学、能源科学、物理学、化学和医学等重大前沿学科研究和应用的大科学装置。上海已经成为我国并且正在成为国际上先进加速器科学中心之一，本文概述性地介绍上海先后建成的第三代同步辐射光源、软X射线自由电子激光装置、先进质子治疗装置、以及正在建设的硬X射线自由电子激光，并对上海未来粒子加速器学科和大科学装置的发展方向做出总结和展望。     

二辊矫直机矫直精度及实验研究

在充分考虑二辊矫直机生产工艺特点的基础上,从矫直基本原理入手,根据弹塑性弯曲理论,应用迭代法计算了轧件一次弯曲矫直时的弯曲力矩和相应的反弯曲率,计算给定方案下形成的残余曲率,给出了矫直精度的数学模型.对于一定的矫直方案,提出了矫直精度计算方法.提出了二辊矫直机调角方法,并对二辊矫直机角度参数进行了相应的模拟与计算,理论与实验比较一致,具有进一步的应用推广价值.     

双金属板热轧复合模拟及最小相对压下量的确定

在对复合板轧制过程中的粘合特性进行分析的基础上，采用了合理的轧制和界面假设条件，应用Marc有限元软件建立了包括上辊、双层金属在内的三维模型，对不锈钢／碳钢复合板的热轧复合过程成功的进行模拟，获得了不同相对压下量条件下，轧制变形区内应力应变的分布、界面上应力分布以及接触表面上轧制力的三维分布。在此基础上分析得出了最重要的轧制工艺参数，即不锈钢／碳钢复合板热轧复合所需的最小相对压下量，这与在某钢厂所作的生产性试验是一致的。     

杂多化合物(NH4)9 SnMo5 VO24·6H2O的合成与表征

本文首次合成了锡钼钒三元杂多化合物(NH4)9SnMo5VO24.6H2O;通过元素分析、IR、UV、等分析方法对其进行了表征.此外对此化合物的发光性能进行了初步研究.     

Coupling of high order multiplication perturbation method and reduction method for variable coefcient singular perturbation problems

Based on the precise integration method(PIM), a coupling technique of the high order multiplication perturbation method(HOMPM) and the reduction method is proposed to solve variable coefcient singularly perturbed two-point boundary value problems(TPBVPs) with one boundary layer. First, the inhomogeneous ordinary diferential equations(ODEs) are transformed into the homogeneous ODEs by variable coefcient dimensional expansion. Then, the whole interval is divided evenly, and the transfer matrix in each sub-interval is worked out through the HOMPM. Finally, a group of algebraic equations are given based on the relationship between the neighboring sub-intervals, which are solved by the reduction method. Numerical results show that the present method is highly efcient.     

重离子加速器冷却储存环高频腔体设计

 通过二维高频电磁场的计算，设计了兰州重离子加速器冷却储存环（HIRFL–CSR）的铁氧体加载腔，给出了高频系统主要参数及加速电场的分布。     

Coupling of high order multiplication perturbation method and reduction method for variable coefficient singular perturbation problems

Based on the precise integration method （PIM）, a coupling technique of the high order multiplication perturbation method （HOMPM） and the reduction method is proposed to solve variable coefficient singularly perturbed two-point boundary value prob lems （TPBVPs） with one boundary layer. First, the inhomogeneous ordinary differential equations （ODEs） are transformed into the homogeneous ODEs by variable coefficient dimensional expansion. Then, the whole interval is divided evenly, and the transfer ma trix in each sub-interval is worked out through the HOMPM. Finally, a group of algebraic equations are given based on the relationship between the neighboring sub-intervals, which are solved by the reduction method. Numerical results show that the present method is highly efficient.     

High order multiplication perturbation method for singular perturbation problems

This paper presents a high order multiplication perturbation method for sin- gularly perturbed two-point boundary value problems with the boundary layer at one end. By the theory of singular perturbations, the singularly perturbed two-point boundary value problems are first transformed into the singularly perturbed initial value problems. With the variable coefficient dimensional expanding, the non-homogeneous ordinary dif- ferential equations （ODEs） are transformed into the homogeneous ODEs, which are then solved by the high order multiplication perturbation method. Some linear and nonlinear numerical examples show that the proposed method has high precision.     

未知酒用香精组分的分离与鉴定

普通蒸馏、分馏及红外光谱测定等是有机化学实验的基础技术;而未知物结构推断是一个综合利用其理化性质进行逻辑推理的过程。以现实生活中酒用香精组分的分离与鉴定实验为例,介绍如何通过不同实验技术的合理组合,以达到培养学生综合运用实验技术、科学分析实验结果、合理推断未知物结构能力的教学目的。