纺织高校基础科学学报
紡織高校基礎科學學報
방직고교기출과학학보
BASIC SCIENCES JOURNAL OF TEXTILE UNIVERSITIES
2014年
3期
355-361
,共7页
势能函数%双原子分子和离子%RKR方法%力常数%光谱参数
勢能函數%雙原子分子和離子%RKR方法%力常數%光譜參數
세능함수%쌍원자분자화리자%RKR방법%력상수%광보삼수
potential energy function%diatomic molecules and ions%RKR method%force constants%spec-troscopic parameters
提出了一种构造解析势能函数的新方法,得到了一种既适用于中性双原子分子又适用于带电双原子分子离子的解析势能函数。用8种基本类型的双原子分子,即同核中性基态双原子分子H2-X1∑+g ,同核中性激发态双原子分子C2-d1∑+u ,同核带电基态双原子分子离子O+2-X2∏ g ,同核带电激发态双原子分子离子N+2-B2∑+u ,异核中性基态双原子分子PuO-X1∑+g ,异核中性激发态双原子分子PbS-A1∑+,异核带电基态双原子分子离子(BC )--X3∏,异核带电激发态双原子分子离子CS+-A2∏共25个算例对势能函数进行了验证,并与RKR(Rydberg-Klein-Rees)等实验数据进行了比较,计算结果与RK R数据相符性好。
提齣瞭一種構造解析勢能函數的新方法,得到瞭一種既適用于中性雙原子分子又適用于帶電雙原子分子離子的解析勢能函數。用8種基本類型的雙原子分子,即同覈中性基態雙原子分子H2-X1∑+g ,同覈中性激髮態雙原子分子C2-d1∑+u ,同覈帶電基態雙原子分子離子O+2-X2∏ g ,同覈帶電激髮態雙原子分子離子N+2-B2∑+u ,異覈中性基態雙原子分子PuO-X1∑+g ,異覈中性激髮態雙原子分子PbS-A1∑+,異覈帶電基態雙原子分子離子(BC )--X3∏,異覈帶電激髮態雙原子分子離子CS+-A2∏共25箇算例對勢能函數進行瞭驗證,併與RKR(Rydberg-Klein-Rees)等實驗數據進行瞭比較,計算結果與RK R數據相符性好。
제출료일충구조해석세능함수적신방법,득도료일충기괄용우중성쌍원자분자우괄용우대전쌍원자분자리자적해석세능함수。용8충기본류형적쌍원자분자,즉동핵중성기태쌍원자분자H2-X1∑+g ,동핵중성격발태쌍원자분자C2-d1∑+u ,동핵대전기태쌍원자분자리자O+2-X2∏ g ,동핵대전격발태쌍원자분자리자N+2-B2∑+u ,이핵중성기태쌍원자분자PuO-X1∑+g ,이핵중성격발태쌍원자분자PbS-A1∑+,이핵대전기태쌍원자분자리자(BC )--X3∏,이핵대전격발태쌍원자분자리자CS+-A2∏공25개산례대세능함수진행료험증,병여RKR(Rydberg-Klein-Rees)등실험수거진행료비교,계산결과여RK R수거상부성호。
A new method on constructing analytical potential energy functions is presented ,and an analytical po-tential energy function applied to both neutral diatomic molecules and charged diatomic molecular ions is ob-tained .The potential energy function is examined by 25 examples of eight different basic kinds of diatomic mole-cules or ions ,namely homonuclear ground-state for neutral diatomic molecules H 2-X1 ∑ +g ,homonuclear excita-tion-state for neutral diatomic molecule C 2-d1 ∑ +u ,homonuclear ground-state for charged diatomic molecules O +2-X2 ∏ g ,homonuclear excitation-state for charged diatomic molecules N +2-B2 ∑ +u ,heternuclear ground-state for neutral diatomic molecules PuO-X1 ∑ +g ,heternuclear excitation-state neutral diatomic molecular ion PbS-A1 ∑ + , heternuclear ground-state for charged diatomic molecules (BC )-X3 ∏ ,heternuclear excitation-state for charged diatomic molecules CS +-A2 ∏ ,etc .T he theoretical values of the vibrational energy level of molecules calculated by the potential energy function are compared with RKR (Rydberg-Klein-Rees)or experimental data .As a conse-quence ,all the results are in high-precision consistent with RKR data .