40Ca和208Pb快中子辐射俘获过程研究

对快中子引起的核反应作预平衡修正,即考虑直接–半直接俘获作为统计平衡前1激子态和3激子态的γ发射过程,5个及5个以上激子态的粒子(中子、质子及α粒子等)及γ发射过程用达到统计平衡的复合核过程描述,在中子入射能量3MeV至20MeV能区对⁴⁰Ca和²⁰⁸Pb的辐射俘获截面进行了理论计算并与实验结果作了比较,得到了较好符合的结果.同时,对统计平衡前后γ发射对(n,γ)截面的贡献及直接俘获、半直接俘获和两者的相干项的特性进行了讨论     

中能中子与208Pb反应的理论计算和分析

在中子与原子核Pb及其同位素反应的总截面,去弹性散射截面,弹性散射截面和弹性散射角分布的实验数据基础上,获得了入射中子能量从1—300MeV的一组普适中子与Pb及其同位素反应的光学模型势参数.应用光学模型,扭曲波玻恩近似理论,宽度涨落修正的Hauser-Feshbach理论,预平衡反应的激子模型和核内级联模型,计算和分析了中子与²⁴⁸Pb反应的所有截面、角分布和能谱.理论计算与实验数据进行了分析比较     

97MeV 16O轰击51V靶出射α粒子的测量与理论分析

用不同种类的粒子望远镜测量了97MeV ¹⁶O+⁵¹V反应中出射的α粒子.得到了单举α粒子能谱、角分布、E-θ平面内的d²σ/dEdΩ截面等高图及速度平面内的d²σ/PCdEdΩ截面等高图.区分了复合核蒸发的α粒子与直接机制发射的α粒子.用激子模型对预平衡发射的α粒子贡献进行估计,得到的预平衡发射和复合核蒸发分别在α粒子总产额中所占的比份.     

同质异能靶核的中子核反应计算

基于光学模型和带宽度涨落修正的Hauser-Feshbach理论编写了程序OMHFISO, 该程序适用于计算靶核处于同质异能态并且入射粒子能量小于5MeV的核反应, 入射粒子和出射粒子均可以是n,p,d,t,³He和⁴He 6种.迄今还很少有人计算过同质异能靶核的全套核数据.利用程序UNF, OMHFISO以及DWUCK4计算了不稳定同位素⁹⁰Rb和^{91,93,96,97,98}Y的同质异能靶核在入射粒子能量低于20.0MeV的全套中子反应数据, 并且得到了合理的结果.     

中能中子与58Ni反应的理论计算

在中子与⁵⁸Ni反应的总截面、去弹性散射截面和弹性散射角分布的实验数据基础上, 获得了入射中子能量从0.825—150MeV的一组普适的中子与⁵⁸Ni反应的光学模型势参数. 利用光学模型、宽度涨落修正的Hauser-Feshbach理论、预平衡反应的激子模型和核内级联模型的中能核反应计算程序MEND, 计算了中子与⁵⁸Ni反应的所有截面、角分布和能谱, 并将理论计算结果与实验数据和评价数据进行了分析比较.     

E≤50MeV能区核反应机制的研究

本文以5－50MeV中子对⁵⁶Fe的反应为例,分析了E≤50MeV能区的核反应机制.计算结果表明:非弹性散射能谱的高能段分立能级部份主要是由直接反应贡献的,当能量大于30MeV时,整个非弹性散射截面也变成主要是由直接反应贡献的;对于由统计理论计算的单粒子发射截面,当入射粒子能量小于10MeV时主要由平衡发射贡献,但是当入射粒子能量等于20MeV时,则变成90%以上来自预平衡发射,当入射粒子能量小于20MeV时,第二个粒子的预平衡发射可以忽略,当入射粒子能量小于50MeV时,第三个粒子的预平衡发射可以忽略.     

55Mn(α,n)58m,gCo,55Mn(α,2n)57Co和55Mn(α,α′n)54Mn反应的激发函数

用活化法和迭靶技术,在入射α粒子能量从10.4到26.5MeV范围内,测量了⁵⁵Mn(α,n)^58m,gCo、⁵⁵Mn(α,2n)⁵⁷Co^和55Mn(α,α′n)⁵⁴Mn反应的截面,并同激子模型理论计算作了比较,结果表明在上述反应中存在平衡前发射反应机制.     

12C轰击12C,27Al,natCa反应中发射α粒子的测量与分析

我们测量了69.5MeV ¹²C轰击¹²C,²⁷Al,^natCa反应中出射的α粒子的能谱和角分布. 用快粒子激子模型理论计算了包含平衡和前平衡出射的α粒子成份. 在这三个反应中它们构成α产额的绝大部分, 其中前平衡发射的α粒子估计分别占11%、14%、16%. 尚有一部分来自其它反应机制的贡献.     

重离子碰撞中的轻粒子发射

由非绝热耗散动力学(DDD)理论计算所得的激发粒子和空穴数目作为初激子数n₀,用快粒子激子模型计算了⁴⁰Ca+⁴⁰Ca和⁵⁸Ni+⁵⁸Ni反应中出射轻粒子的能谱和角分布.并与其它模型作了比较讨论.     

中子与52Cr反应截面的理论分析

根据中子与天然核Cr及其同位素反应的总截面,去弹性散射截面和弹性散射角分布的实验数据,获得了入射中子能量从1MeV—250MeV的一组普适中子与Cr及其同位素反应的光学模型势参数.应用光学模型,扭曲波玻恩近似理论,宽度涨落修正的Hauser-Feshbach理论,和预平衡反应的激子模型,计算和分析了中子与⁵²Cr反应的所有截面、角分布、能谱和双微分截面.理论计算与实验数据进行了分析比较.     

通过（p,n）反应实验数据提取对称能(英文)

通过分析（p,n）电荷交换反应的微分散射截面数据,得到了核子光学势实部的同位旋矢量项。（p,n）反应的微分散射截面的大小正比于核子光学势实部的同位旋矢量项v1的平方,利用平面波玻恩近似可以直接提取v1的值。再根据HVH理论,利用v1的值能够得到对称能Esym(ρ0)和它的密度依赖斜率L(ρ0)的值。得到的结果Esym(ρ0)=28.5 MeV, L(ρ0)=76.0 MeV与分析原子核质量和其他核实验数据得到的结果符合较好。The isovector term of the real part of the nucleon optical potential is obtained by analysing differential cross section data of (p,n) charge exchange reaction. The magnitude of the differential cross section of (p,n) experiment is proportional to the square of the isovector term of the real part of the nucleon optical potential v1, so the extraction of the value of v1 is straightforward by using the plane wave Born approximation. Based on the Hugenholtz-Van Hove theorem, the nuclear symmetry energy Esym(ρ0) and its density slope L(ρ0) are estimated by using the extracted value of v1. The calculated results Esym(ρ0)=(28.5±2.0) MeV, L(ρ0)=(67.0±5.0) MeV agree reasonably with those extracted by analysing nuclear masses and other experimental data.     

不同能量下核束缚能的影响

在不同能量下， 利用核束缚能对虚光子四动量的平方项进行修正， 分别计算了Sn核碰撞中核束缚能对反应截面中湮灭项和康普顿散射项及K因子的影响。 结果表明， 核束缚能在小x区域对反应截面中湮灭项和康普顿散射项及K因子的影响明显， 并且能量越低这种影响越显著， 随着x2增大影响逐渐消失。 We made a revision of square of virtual photon four momentum by means of using nuclear bin ding energy formula in different energy， and we also made an accurate calculation for the effect of nuclear binding energy on K factor and Compton term and annihilate term in the Drell Yan process of the Sn Sn collision. The outcome indicates that the effect of nuclear binding energy on the annihilate term and the Compton term is marked in little x region and the effect will become more obvious with decrease of the energy and come to disappear with increase of the x.     

同位旋非对称核物质性质与扩展的BHF方法(Ⅱ)状态方程、对称能以及三体核力效应

在同位旋相关的BHF理论框架内,研究了微观三体核力对非对称核物质状态方程和原子核对称能的影响.结果表明:即使引进了微观三体核力后,核物质结合能随同位旋非对称度的变化关系仍然能够在整个同位旋自由度范围内(0≤β≤1)相当精确地满足二次方规律.在核物质饱和密度ρ₀=0.17fm^－3处,三体核力对于对称能E_sym的影响很小,考虑三体核力后得到的对称能为30.71MeV,与其经验值符合得很好;对于高密度核物质,由于三体核力效应,对称能明显增大,而且三体核力使对称能随密度的增大要比不考虑三体核力情况下的计算结果陡得多.同时还给出了对称能的密度依赖关系的一个简单的参数化形式.     

13.5—14.6MeV中子能区锗的同位素反应截面的测量

报道了在13.5—14.6MeV中子能区用活化法测得的⁷⁶Ge(n,2n)⁷⁵Ge, ⁷⁰Ge(n,2n)⁶⁹Ge, ⁷⁰Ge(n, p)⁷⁰Ga, ⁷²Ge(n,p)⁷²Ga, ⁷³Ge(n,p)⁷³Ga, ⁷²Ge(n,α)^69mZn和⁷⁴Ge(n, α)^71mZn的反应截面值. 中子注量用⁹³Nb(n,2n)^92mNb反应截面得到. 单能中子由T(d,n)⁴He反应获得. 同时还列举了已收集到的文献值以作比较.     

13.5-14.6MeV中子能区锶同位素反应截面的测量

在13.5—14.6MeV中子能区用活化法测量了⁸⁴Sr(n, 2n)⁸³Sr,⁸⁶Sr(n, 2n)^85mSr, ⁸⁶Sr(n, 2n)⁸⁵Sr,⁸⁸Sr(n, 2n)^87mSr, ⁸⁴Sr(n, p)⁸⁴Rb, ⁸⁶Sr(n, p)⁸⁶Rb,⁸⁸Sr(n, p)⁸⁸Rb和⁸⁸Sr(n, α)^85mKr的 反应截面值, 以⁹³Nb(n, 2n)^92mNb反应截面为中子注量标准, 并且将测量值和收集到的文献值做了比较.     

Quark Energy Loss and Shadowing in Nuclear Drell-Yan Process

The energy loss effect in nuclear matter is another nuclear effect apart from the nuclear effects on the parton distribution as in deep inelastic scattering process. The quark energy loss can be measured best by the nuclear dependence of the high energy nuclear Drell-Yan process. By means of three kinds of quark energy loss parameterizations given in literature and the nuclear parton distribution extracted only with lepton-nucleus deep inelastic scattering experimental data, measured Drell-Yan production cross sections are analyzed for 800 GeV proton incident on a variety of nuclear targets from FNAL E866. It is shown that our results with considering the energy loss effect are much different from those of the FNAL E866, who analyzes the experimental data with the nuclear parton distribution functions obtained by using the deep inelastic IA collisions and pA nuclear Drell-Yan data. Considering the existence of energy loss effect in Drell-Yan lepton pairs production, we suggest that the extraction of nuclear parton distribution functions should not include Drell-Yan experimental data.     

重离子生物分子作用中的电子能损

对重离子与生物分子相互作用中能量损失的物理机制进行了分析和讨论, 对现有电子能量损失的研究进展进行了评述, 指出将要研究的方向。     

Quark Energy Loss and Shadowing in Nuclear Drell-Yan Process

The energy loss effect in nuclear matter is another nuclear effect apart from the nuclear effects on the parton distribution as in deep inelastic scattering process. The quark energy loss can be measured best by the nuclear dependence of the high energy nuclear Dre11-Yan process. By means of three kinds of quark energy loss parameterizations given in literature and the nuclear parton distribution extracted only with lepton-nucleus deep inelastic scattering experimental data, measured Dre11-Yan production cross sections are analyzed for 800 GeV proton incident on a variety of nuclear targets from FNAL E866. It is shown that our results with considering the energy loss effect are much different from those of the FNAL E866, who analyzes the experimental data with the nuclear parton distribution functions obtained by using the deep inelastic IA collisions and pA nuclear Drell-Yan data. Considering the existence of energy loss effect in Drell-Yan lepton pairs production, we suggest that the extraction of nuclear parton distribution functions shoul““““d not include Dre11-Yan experimental data.     

超高能核作用中的晕事例

观测能量大于10¹⁵eV的γ族事例,在乳胶室中往往形成晕,给进一步观测超高能核作用的特征带来许多不便.目前只能给出一些粗糙的量来描述晕事例.然而晕事例的内部还有精细的结构,能提供更多的信息.作者对超高能族事例尽可能作逐个簇射测量,并用测量晕的方法进行重复测量,进行比较.并就某些特例作了分析与讨论.     

The Role of One Single Lambda Hyperon on Binding Energy Difference of Hypernuclear Mirror Pair

Investigation on isospin symmetry in light Lambda hypernuclei is one of the most important issues in hypernuclear physics. In order to know the influences introduced by a single Lambda hyperon, we study the binding energy difference of mirror hypernuclear pair with mass A=16, 18, 28, 40, and 42 using a time-odd triaxial relativistic mean field theory. Effects as the spin-orbit interaction, the time-odd component of vector fields, the core polarization, the proton-neutron mass difference, and the center-of-mass energy correction are self-consistently considered. Compared to the reported results of ordinary nuclei, the binding energy difference of mirror hypernuclei shows trivial change. With core polarization modified by an impurity hyperon, the isospin nonconserving effect between proton and neutron is hardly reduced for nuclei in study.