

浏览全部资源
扫码关注微信
复旦大学
Received:23 December 1983,
Published:1985
移动端阅览
Xiliang Gu, Jinghua Qian, Zhendi Guo, et al. Fitting the energy level width by using Lorentzian and Gaussian convolutions[J]. Nuclear techniques, 1985, 08(5): 18-20,57.
一定能量的质子轰击铝靶,可产生共振反应而形成
28
Si的激发态,其退激时放出的
γ
射线是劳仑兹分布讯号,它反映激发态的能级总宽度
Γ
。用
γ
能谱仪测量劳仑兹分布讯号时,实际上测得的能谱应是劳仑兹分布讯号与仪器特征函数的卷积
[1]
,通常认为仪器的响应是高斯分布。所以,测得的能谱是高斯与劳仑兹的卷积,这个卷积就是Voigt积分
[2]
。用最小二乘法拟合这些实验点时,需要用数值方法计算这个积分
The
γ
spectra from
27
A1 (p
γ
)
28
Si reaction were fitted by using Lorentzian and Gaussian convolutions. The widths of
28
Si levels produced by resonance reactions have been analyzed for the proton bombarding energy of 992 keV
885keV
774 keV and so on. The results of 「992=105±4 eV
「885=10.8±3.0 еV
「774=14.0±0.5 eV
「767 =45±6 eV
「937=137±14 еV and 「1800=470±30 eV were also compared with other published results.
冯康 等 , 数值计算方法 , p. 121 。
B. L. Robert et al ., Nucl. Instr. Meth. 30 . 559 ( 1975 )。
C, J. Batty et al ., ibid , 137 , 179 ( 1976 )。
M. Absamovity & L. A. stegun , Handbook of mathematical functions (Nat. Bur, Std. Appl. Math., Ser 55 , Washington, D. C ., 1964 ), p. 297 .
W. Gautschi , SIAM , J . Numes. Anal ., 7 , 187 ,( 1970 ).
W. Gautschi , CACM , 12 , 635 ( 1969 ).
K. S. Köllig , CACM , 12 , 465 ( 1972 ).
D. Coyne et al ., Nucl. Phys ., 32B , 333 ( 1971 ).
P. M. Endt , Nucl. Phys ., A310 , 211 ( 1978 ).
郭箴第 等 , 原子核物理 , 4 , 209 ( 1982 )。
P. M. Endt & . C. Van Der Leun , Nucl. Phys . , A214 , 203 ( 1973 ).
C. E. Crouthamel , Appied Gamma-ray spectrometry , chapter 8 .
D. Rcbinson , Nucl. Instr. Meth ., 78 , 120 ( 1970 ).
J. Kern , Nucl. Instr. Meth ., 79 , 233 ( 1970 ).
0
Views
29
下载量
0
CSCD
Publicity Resources
Related Articles
Related Author
Related Institution
京公网安备11010802024621