Acta Optica Sinica, Volume. 41, Issue 2, 0230001(2021)

Study on IR Spectral Parameters of NO by Ab Initio Method

Quanshun Yang1,2, Tao Jiang1、*, Hui Li3, and Tiesuo Gao1
Author Affiliations
  • 1Computation Aerodynamics Institute of China Aerodynamics Research and Development Center, Mianyang, Sichuan 621000, China
  • 2Hypervelocity Aerodynamics Institute of China Aerodynamics Research and Development Center, Mianyang, Sichuan 621000, China
  • 3Department of Physics, Temple University, Philadelphia, Pennsylvania 19122, USA
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    Figures & Tables(6)
    Potential energy curve of NO at ground state and split states
    0-1 band line strength of NO at X2Π1/2 and X2Π3/2 states. (a)(b) 300 K; (c)(d) 3000 K; (e)(f) 8000 K
    Absorption coefficient of NO at X2Π1/2 state. (a) 296 K; (b) 2000 K
    • Table 1. Spectroscopic constant of NO at ground state X2Π and split states X2Π1/2 and X2Π3/2

      View table

      Table 1. Spectroscopic constant of NO at ground state X2Π and split states X2Π1/2 and X2Π3/2

      StateTe /cm-1Re /nmωe /cm-1ωeχe /cm-1Be /cm-1De /eV
      X2ΠPresent00.115091904.7813.9471.70586.39
      Ref.[10]00.115081904.0313.9701.7037
      X2Π1/2Present00.115001889.9913.9911.70606.61
      Ref.[10]0.115081904.0313.9701.7046
      X2Π3/2Present120.20.115001889.8413.9991.70606.60
      Ref.[10]121.10.115081903.6813.9701.7043
    • Table 2. Computational Einstein coefficient of 1-0 band rotational transition at X2Π1/2 state & Einstein coefficient in HITRAN database

      View table

      Table 2. Computational Einstein coefficient of 1-0 band rotational transition at X2Π1/2 state & Einstein coefficient in HITRAN database

      RotationaltransitionP branchRotationaltransitionR branch
      ComputationalHITRANComputationalHITRAN
      3/2→1/25.848066.0823/2→1/23.590044.123
      3/2→5/26.20146.4525/2→3/24.584224.974
      5/2→7/26.192226.4437/2→5/25.041665.360
      7/2→9/26.127836.3749/2→7/25.30885.587
      9/2→11/26.05626.29911/2→9/25.488545.744
      11/2→13/25.987116.22713/2→11/25.62145.861
      13/2→15/25.922316.15915/2→13/25.726345.958
      15/2→17/25.861626.09817/2→15/25.813336.038
      17/2→19/25.804456.03819/2→17/25.88816.106
      19/2→21/25.750195.97921/2→19/25.954186.167
      21/2→23/25.698315.92423/2→21/26.013836.223
      23/2→25/25.648395.87225/2→23/26.068576.274
      25/2→27/25.600075.81927/2→25/26.119476.322
      27/2→29/25.553095.7729/2→27/26.167296.366
      29/2→31/25.507225.7231/2→29/26.212596.407
      31/2→33/25.462295.67233/2→31/26.255796.450
      33/2→35/25.418155.62435/2→33/26.297216.488
      35/2→37/25.374695.57837/2→35/26.33716.525
      37/2→39/25.33185.53139/2→37/26.375656.560
      39/2→41/25.289415.48341/2→39/26.413026.594
      41/2→43/25.247465.43943/2→41/26.449336.628
      43/2→45/25.205895.39445/2→43/26.484696.660
      45/2→47/25.164645.34747/2→45/26.519186.690
      47/2→49/25.123695.30149/2→47/26.552866.720
      49/2→51/25.083015.25651/2→49/26.585796.749
      51/2→53/25.042555.21153/2→51/26.618026.777
      53/2→55/25.002315.16555/2→53/26.649596.805
      55/2→57/24.962265.1257/2→55/26.680526.831
      57/2→59/24.922385.07759/2→57/26.710866.857
      59/2→61/24.882665.03361/2→59/26.740616.881
      61/2→63/24.843094.98863/2→61/26.769816.906
      63/2→65/24.803664.94465/2→63/26.798466.929
      65/2→67/24.764364.89767/2→65/26.826596.953
      67/2→69/24.725174.85469/2→67/26.854196.974
      69/2→71/24.68614.80971/2→69/26.88136.995
      71/2→73/24.647144.76573/2→71/26.90797.015
      73/2→75/24.608294.71975/2→73/26.934017.035
      75/2→77/24.569544.67677/2→75/26.959637.053
      77/2→79/24.530884.63279/2→77/26.984777.073
      79/2→81/24.492334.58681/2→79/27.009437.091
      81/2→83/24.453874.54383/2→81/27.033627.108
      83/2→85/24.41554.49885/2→83/27.057347.127
      85/2→87/24.377234.45387/2→85/27.080587.141
      87/2→89/24.339054.40889/2→87/27.103357.155
      89/2→91/24.300974.36591/2→89/27.125657.170
      91/2→93/24.262984.32193/2→91/27.147487.184
      93/2→95/24.2250895/2→93/27.16884
      95/2→97/24.1872797/2→95/27.18974
      97/2→99/24.1495699/2→97/27.21015
      99/2→101/24.11195101/2→99/27.23010
      101/2→103/24.07444103/2→101/27.24957
      103/2→105/24.03702105/2→103/27.23269
      105/2→107/24.03835107/2→105/27.25206
    • Table 3. Computational Einstein coefficient of 1-0 band rotational transition at X2
      View table

      Table 3. Computational Einstein coefficient of 1-0 band rotational transition at X2
      RotationaltransitionP branchRotationaltransitionR branch
      ComputationalHITRANComputationalHITRAN
      3/2→5/25.848334.8355/2→3/23.966453.317
      5/2→7/26.201685.7207/2→5/24.786594.467
      7/2→9/26.192505.9699/2→7/25.157115.030
      9/2→11/26.128106.04011/2→9/25.377635.363
      11/2→13/26.056476.04713/2→11/25.529855.588
      13/2→15/25.987376.02515/2→13/25.645215.750
      15/2→17/25.922575.99117/2→15/25.738375.871
      17/2→19/25.861875.95119/2→17/25.817085.977
      19/2→21/25.804705.90721/2→19/25.885846.060
      21/2→23/25.750445.86223/2→21/25.947426.134
      23/2→25/25.698555.81725/2→23/26.003646.201
      25/2→27/25.648635.77127/2→25/26.055726.261
      27/2→29/25.600315.72529/2→27/26.104536.315
      29/2→31/25.553325.67931/2→29/26.150696.366
      31/2→33/25.507455.63433/2→31/26.194666.411
      33/2→35/25.462525.58735/2→33/26.236796.457
      35/2→37/25.418385.54137/2→35/26.277356.497
      37/2→39/25.374915.49539/2→37/26.316546.536
      39/2→41/25.332025.45241/2→39/26.354546.574
      41/2→43/25.289635.40543/2→41/26.391466.608
      43/2→45/25.247675.3645/2→43/26.427436.645
      45/2→47/25.206095.31547/2→45/26.462526.678
      47/2→49/25.164855.26949/2→47/26.496806.711
      49/2→51/25.123905.22651/2→49/26.530346.742
      51/2→53/25.083215.17953/2→51/26.563196.772
      53/2→55/25.042755.13555/2→53/26.595376.800
      55/2→57/25.002505.09157/2→55/26.626936.827
      57/2→59/24.962455.04559/2→57/26.657906.854
      59/2→61/24.922575.00261/2→59/26.688306.881
      61/2→63/24.882854.95863/2→61/26.718146.904
      63/2→65/24.843284.91165/2→63/26.747466.931
      65/2→67/24.803844.86667/2→65/26.776256.954
      67/2→69/24.764534.8269/2→67/26.804536.976
      69/2→71/24.725344.7871/2→69/26.832326.997
      71/2→73/24.686274.7373/2→71/26.859617.019
      73/2→75/24.647314.6975/2→73/26.886437.037
      75/2→77/24.608454.6477/2→75/26.912767.059
      77/2→79/24.569704.679/2→77/26.938637.079
      79/2→81/24.531044.55281/2→79/26.964027.096
      81/2→83/24.492494.50883/2→81/26.988957.113
      83/2→85/24.454024.46685/2→83/27.013427.130
      85/2→87/24.415664.4287/2→85/27.037427.147
      87/2→89/24.377384.37589/2→87/27.060977.162
      89/2→91/24.339204.33391/2→89/27.084057.176
      91/2→93/24.301114.28793/2→91/27.106677.189
      93/2→95/24.2631295/2→93/27.12883
      95/2→97/24.2252297/2→95/27.15053
      97/2→99/24.1874199/2→97/27.17177
      99/2→101/24.14970101/2→99/27.19254
      101/2→103/24.11209103/2→101/27.21285
      103/2→105/24.07457105/2→103/27.23269
      105/2→107/24.03715107/2→105/27.25206
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      Quanshun Yang, Tao Jiang, Hui Li, Tiesuo Gao. Study on IR Spectral Parameters of NO by Ab Initio Method[J]. Acta Optica Sinica, 2021, 41(2): 0230001

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      Paper Information

      Category: Spectroscopy

      Received: Jun. 18, 2020

      Accepted: Aug. 12, 2020

      Published Online: Feb. 27, 2021

      The Author Email: Jiang Tao (fengqiaoren999@163.com)

      DOI:10.3788/AOS202141.0230001

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