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  • 學位論文

激發態鈣原子(3D)與氫氣分子之反應動力學研究

The dynamic study of the excited Ca atom (3D) reaction with H2 molecule

指導教授 : 林金全

摘要


經由激發-偵測技術,可以得到 Ca(4s3d 1D)+H2 →CaH(X2Σ+)+H 反應的初生態產物CaH的轉動振動分佈圖譜。藉由分析轉動振動圖譜,可以進一度推測得知反應機制主要是採插入式。而初生態CaH在不同振動態v=0以及1的分佈比率是 CaH(v=0)/CaH(v=1) = 3.3±0.5,對應到的波茲曼振動溫度是1518±202 K,v=0及1的轉動分佈對應到的波茲曼分佈溫度分別是807±31 K與684±56 K。產物CaH的轉動以及振動能量分別是388±38 cm-1與292±29 cm-1。根據阿瑞尼士理論,利用溫度效應實驗得知,該反應路徑沒有面臨到能障,並搭配位能面理論計算可以推測該反應路徑偏向以近乎C2v立體位向,鈣原子插入氫氣鍵之間而發生反應產生產物CaH,而氫氣鍵長在其平衡鍵長0.75 Å時,即有機會發生反應。和Ca(41P1)與氫氣反應相比較,推測Ca(31D)與氫氣產生的CaH其中間產物生命期較短,而來不及將能量重新分配,以致於會有較高比率的能量(38%)分佈在產物的轉動。

並列摘要


The nascent CaH product in the reaction Ca(4s3d 1D)+H2 → CaH(X2Σ+)+H is obtained using a pump-probe technique. The nascent CaH (v=0,1) distributions, with a population ratio of CaH(v=0)/CaH(v=1) = 3.3±0.5, may be characterized by Boltzmann rotational temperature of 807±31 and 684±56 K for the v=0 and 1 levels, respectively, and a Boltzmann vibrational temperature of 1518±202 K. The rotational and vibrational energy partitions in CaH have been estimated to be 388±38 and 292±29 cm-1, respectively. According to Arrhenius theory, the temperature dependence measurement shows no potential barrier for the current reaction. With the aid of the potential energy surfaces (PESs) calculations, the reaction pathway favors a Ca insertion into the H2 bond along a (near) C2v geometric approach. The reaction will occur when H-H is at its equilibrium bond distance, 0.75 Å. The high rotational energy distribution (38%) of the nascent CaH product may be reasonably interpreted from the nature of the short-lived intermediate structure comparing with those of Ca(41P1) reaction with H2.

並列關鍵字

LIF pump probe dynamic H2 Ca

參考文獻


1. A. Tam, G. Moe and W. Happer, Phys. Rev. Lett. 35, 1630 (1975)
4. J. M. L‘Hermite, G. Rahmat, and R. Vetter, J. Chem. Phys. 95, 3347 (1991)
10. D. K. Liu and K. C. Lin,J. Chem. Phys. 107, 4244 (1997)
11. P. D. Kleiber, W. C. Stwalley and K. M. Sando, Annu. Rev. Phys. Chem. 44, 13 (1993)
12. S. Bililign and P. D. Kleiber, Phys. Rev. A 42, 6938 (1990)

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