论文标题
电力结构函数和杜特隆波函数的渐近
Asymptotic of the electric structure function and the deuteron wave function
论文作者
论文摘要
分析了在传输动量的较大值下获得电结构函数a（p）的渐近行为的主要特征。确定结构函数A（p）的渐近行为考虑了杜特隆形态的渐近行为和核子形态的原始偶极近似。获得了A（P）的渐近值，用于核定核子电位REID93，并将其与不同核子形式因子模型及其近似值的计算进行了比较。在广泛的动量范围为12.5 FM^（-1）的范围内，展示了电结构功能的渐近行为的基本形式，并将其与现代协作的实验数据进行了比较。正如分析在大多数情况下所考虑的那样，A（p）的渐近造成渐近函数以功率函数p^（ - n）的形式表示。
The main features of obtaining the asymptotic behaviour of the electric structure function A(p) at large values of the transmitted momentum are analysed. The asymptotic behaviour of the structure function A(p) was determined to take into account the asymptotic behaviour of the deuteron form factors and the original dipole approximation for the nucleon form factors. Asymptotic values of A(p) were obtained for the nucleon-nucleon potential Reid93 and compared with the calculations for different nucleon form factors models and their approximations. In the broad momentum range up to 12.5 fm^(-1), the basic forms of the asymptotic behaviour of the electric structure function are demonstrated and compared with the experimental data of the modern collaborations. As the analysis shows in most cases considered, the asymptotic for A(p) is represented in the form of the power function p^(-n).
