1) pairing excitation
对激发
1.
Binding energies and pairing excitation energies of 226 234 Th, 230 240 U,and 236 243 Pu isotopes are calculated.
计算了2 2 6 2 3 4 Th ,2 3 0 2 40 U及2 3 6 2 43 Pu同位素的结合能和对激发能 ,并与实验结果进行比较 。
2.
Binding energies and pairing excitation energies of 158\_171 Er, 160\_178 Yb, 170\_183 Hf, 226\_234 Th, 230\_240 U and 236\_243 Pu isotopes are calculated and compared with the corresponding experimental results.
计算了15 8—171Er,16 0— 178Yb,170— 183Hf,2 2 6— 2 34Th , 2 30— 2 4 0 U ,及2 36—2 4 3Pu同位素的结合能和对激发能 ,并与实验结果进行了比
3.
Binding energies,pairing excitation energies,and even odd mass differences of 227-233 Th, 232-239 U, 236-243 Pu isotopes and 228 Ra- 229 Ac- 230 Th-231 Pa- 232 U, 232 Th- 233 Pa- 234 U- 235 Np- 236 Pu ,and 236 U- 237 Np- 238 Pu- 239 Am isotones are calculated and compared with .
计算了2 2 7— 2 33Th ,2 32— 2 39U ,2 36— 2 4 3Pu同位素和同中异质素2 2 8Ra - 2 2 9Ac -2 30 Th - 2 31Pa - 2 32 U ,2 32 Th - 2 33Pa - 2 34 U - 2 35Np - 2 36 Pu ,2 36 U - 2 37Np - 2 38Pu - 2 39Am的结合能 ,对激发能和奇偶能差并与相应核的实验值进行了比
2) convection provocation
对流激发
1.
With three different cumulus parameterization schemes in GRAPES-Meso model, a rain process lasting from June 17, 2005 to June 24 in south China is simulated, with the focus on temporal and spatial feature of convection provocation and the relation between rain forecast and the status of convection provocation.
针对GRAPES中尺度数值模式的三种积云对流参数化方案,对华南2005年6月17～25日的降水过程进行模拟,研究了不同参数化方案中对流激发的时间和空间特征,讨论对流的激发状态和预报降水量的关系以及模式预报降水偏少的可能原因。
3) DOuble excited state
球对称双激发态
4) Excited pair coherent state
激发对相干态
5) The Study and Design of Laser Alignment Instrument
激光对中仪研发
6) e-beam excitation
相对论电子束激发
补充资料：晶体中的元激发(见固体中的元激发)
晶体中的元激发(见固体中的元激发)
elementary excitation in crystal
晶体中的元激发eleme讯ary excitation Incrvstal见固体中的元激发。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条