电子散射可加性规则的几何模型(英文)
A Geometrical Model of Additivity Rule for Electron Scattering
摘要
本文提出了一个可加性规则的半经验公式,该方法简单有效,对于电子散射总截面的计算有一定研究价值。
A semi - empirical additivity rule has been presented. This model is simple but more effective and is of certain value for further research in calculation of total cross sections.
出处
《洛阳师范学院学报》
2005年第5期36-38,共3页
Journal of Luoyang Normal University
参考文献10
-
1Christophorou L G. Electron Molecule Interactions and Their Application[ M]. New York: Academic, 1984.
-
2Mark T D, Dunn G H. Electron impact ionization[ M]. New York: Berlin, Heidelberg, Springer, 1985.
-
3McDaniel E W. Atomic collisions, electron and photon projectiles[M]. New York: Wiley, 1989.
-
4Raj D. A note on the use of the additivity rule for electron -molecule elastic scattering[J]. Phys. Lett., 1991, A160: 571 - 574.
-
5Sun Jinfeng, Jing Yuhai, Wan Lingde. Total cross sections for electron scattering by molecules[J]. Phys. Lett. 1994, A195:81 -83.
-
6Jiang Yuhai, Sun Jinfeng, Wan Lingde. Total cross sections for electron scattering by polyatomic molecules [ J ]. Phys. Rev. 1995, A52:398-402.
-
7Clementi E, Roetti C. At. Data Nucl. Data Tables14[M]. 1974.
-
8Jiang Yuhai, Sun Jinfeng, et al. Total cross sections for electron scattering by polyatomic molecules at 10-1000eV: C2 H2,C2H4, C2H6, C3H6, C3H8 and C4H8[J]. Z. Phys. 1995, D34: 29-33.
-
9Zhang X Z, Sun J F, Liu Y F. A new approach to the correlation polarization potential: low-energy electron elastic scatter ing by He atom[J]. J. Phys. 1992, B25:1893 -1897.
-
10Staszewska G, Schwenke D G, Thirumalai D, Truhlar D G. A free parameter absorption potential[J]. Phys. Rev. 1983, A28: 2740 - 2748.
-
1Macla.,S 周子平.数学模型：数学哲学概述[J].数学译林,1989,8(2):136-144.
-
2裴光亚.高考数学应用题的研究[J].中学数学,2000(3):31-33. 被引量：2
-
3程祖衍.目标规划的画法几何模型[J].山西矿业学院学报,1990,8(4):426-433.
-
4周伟伟,徐仲,陆全,尹军茹.非奇H-矩阵的新判定准则[J].高等学校计算数学学报,2014,36(1):12-19. 被引量：5
-
5来见祥,杨爱芬.用集合论观点证明组合恒等式[J].浙江树人大学学报,2001,1(3):71-73.
-
6陆晓,李清润,赵恩广.电子散射对Woods-Saxon α粒子波函数的检验[J].科学通报,1992,37(11):986-988.
-
7赵临龙,卫水宁,唐娟娟.关于不等式链√a^2+b^2/2≥a+b/2≥√ab≥2/1/a+1/b的又一个几何模型[J].数学通讯（教师阅读）,2010(4):47-48.
-
8向永寿.电子-位错散射对金属低温下电子-电子散射电阻率ρee(T)的重要贡献[J].重庆师范学院学报（自然科学版）,1991,8(1):78-84.
-
9K．T．惠兰,N．J．梅森,李国栋.电子散射——原子、分子、核和大块物质[J].国外科技新书评介,2006(4):9-9.
-
10付春伟.关于曲线切线的推广及应用[J].西华大学学报（哲学社会科学版）,2001,21(2):11-15.
