臭氧分子同位素16O18O16O的高温光谱研究

在直接计算分子配分函数的基础上,将无转动跃迁偶极矩平方近似为一常数,计算了非对称陀螺臭氧分子同位素16O18O16O 001-000跃迁在中等温度和高温下的线强度.计算结果在1000 K时与HITRAN数据库的结果吻合相当好.在温度高达3000 K时与HITRAN数据库的结果仍符合较好(最大百分误差为5.48%),表明分子配分函数和线强度的高温计算是可靠的.在此基础上,进一步计算了非对称陀螺分子16O18O16O 001-000跃迁带在极端高温4000和5000 K的线强度并报道其模拟光谱.计算结果对大气分子高温光谱的实验测量和理论研究均有一定的参考价值.     

渐近非对称陀螺分子H122C16O的高温光谱

在直接计算分子配分函数的基础上,将无转动跃迁偶极矩平方近似为一常数,计算了渐近非对称陀螺分子H¹²₂C¹⁶O 100000-000000跃迁在中等温度和高温下的线强度. 计算结果在500K时与HITRAN数据库的结果吻合相当好.在温度高达3000K时与HITRAN数据库的结果仍符合较好,表明分子配分函数和线强度的高温计算是可靠的.在此基础上,进一步计算了渐近非对称陀螺分子H¹²₂C¹⁶O 100000-000000跃迁带在极端高温4000和5000K的线强度并报道其模拟光谱.计算结果对大气分子高温光谱的实验测量和理论研究均有一定的参考价值. 关键词： 高温光谱 渐近非对称陀螺分子 配分函数 甲醛     

渐近非对称陀螺分子H122C16O的高温光谱

在直接计算分子配分函数的基础上,将无转动跃迁偶极矩平方近似为一常数,计算了渐近非对称陀螺分子H122C16O 100000-000000跃迁在中等温度和高温下的线强度.计算结果在500K时与HITRAN数据库的结果吻合相当好.在温度高达3000K时与HITRAN数据库的结果仍符合较好,表明分子配分函数和线强度的高温计算是可靠的.在此基础上,进一步计算了渐近非对称陀螺分子H122C16O 100000-000000跃迁带在极端高温4000和5000K的线强度并报道其模拟光谱.计算结果对大气分子高温光谱的实验测量和理论研究均有一定的参考价值.     

二氧化硅分子配分函数的研究

在低温20K到高温6000K温度范围内,计算了¹⁶O²⁸Si¹⁶O分子稳定结构的的总配分函数.其中,转动配分函数考虑了离心扭曲修正,振动配分函数采用谐振子近似.把20—6000K的温度范围划分为五区间段,计算的总配分函数在这五个温度区间分别被拟合到一个温度T的四阶多项式,从而在每个区间均得到五个拟合系数.由这些拟合系数就可以快速、准确地获得分子在所研究温度范围内任意温度的总的配分函数. 关键词： 总配分函数 二氧化硅分子 转动配分函数 振动配分函数     

CO2同位素分子16O12C16O, 16O12C17O, 16O13C17O配分函数研究

本文主要研究了CO2的三种同位素分子16O12C16O , 16O12C17O ,16O13C17O 70 K~6000 K的总内配分函数 (TIPS)。在总内配分函数的计算中, 转动配分函数的计算采用了McDowell的解析式法, 振动配分函数则采用了简谐振动近似(HOA)获得。最后通过将两配分函数乘积近似计算得出TIPS, 并将其70~3000 K的数据和HITRAN04数据进行了比较, 发现所得结果和数据库符合的较好, 且其误差可以近似看成一条直线。并通过对误差的拟合修订了高温区(3000~6000 K)的计算数据, 给出了在高温下的较为准确的TIPS值。     

对称陀螺分子NH3的高温谱线强度研究

在直接计算分子配分函数的基础上,将无转动跃迁偶极矩平方近似为一常数,计算了对称陀螺分子NH3,0300a-0000 s跃迁在高温下的线强度.在296 K,计算的分子总配分函数与HITRAN数据库的结果符合很好,只有O.19%的百分误差.计算的跃迁线强度在2000 K和3000 K的高温与HITRAN数据库的结果也符合相当好,最大百分误差分别为-0.65%和-1.77%.这就表明分子配分函数和线强度的高温计算是可靠的.在此基础上,计算被扩展到更高温度,报道了对称陀螺分子NH30300 a-0000 s跃迁在极端高温4000和5000 K的模拟光谱.计算结果对大气分子高温光谱的实验测量和理论研究均有一定的参考价值.     

对称陀螺分子NH3的高温谱线强度研究

在直接计算分子配分函数的基础上,将无转动跃迁偶极矩平方近似为一常数,计算了对称陀螺分子NH₃ 0300 a—0000 s跃迁在高温下的线强度.在296K,计算的分子总配分函数与HITRAN数据库的结果符合很好,只有0.19%的百分误差.计算的跃迁线强度在2000 K和3000K的高温与HITRAN数据库的结果也符合相当好,最大百分误差分别为-0.65%和-1.77%.这就表明分子配分函数和线强度的高温计算是可靠的.在此基础上,计算被扩展到更高温度,报道了对称陀螺分子NH_{3< 关键词： 高温光谱 对称陀螺分子 配分函数 氨}     

二氧化碳非对称同位素16O12C17O 00011～00001跃迁带的高温谱线强度

利用本文计算所得配分函数和实验振动跃迁矩平方及Herman-Wallis因子系数,我们计算了二氧化碳同位素16O12C17O分子00011～00001跃迁在296 K和3000 K的线强度.结果显示,在296 K和3000 K时,计算所得线强度与HITRAN数据库提供的数据均符合较好.表明高温下的分子配分函数和线强度的计算是可靠的.从而进一步计算了二氧化碳同位素16O12C17O的000011～00001跃迁在4000 K和5000 K高温下的线强度及模拟光谱.     

15N16O的激光磁共振谱与同位素分子15N17O和15N18O的光谱分析

采用内腔式饱和吸收技术获得 Ｌａｍ ｂ 凹陷,使 Ｃ Ｏ 激光磁共振谱仪的灵敏度及分辨率大大提高．利用该技术对自然丰度下１５ Ｎ １６ Ｏ 的 Ｘ２Π（ υ＝ １） ← Ｘ２Π（ υ＝ ０） 塞曼跃迁进行测量,实现了包括Λ双分裂在内的各种精细结构的谱分辨．结合已发表的１５ Ｎ Ｏ 同位素分子光谱实验数据进行分析计算,拟合得到迄今最完备、最精确的各相关同位素分子１５ Ｎ ｍ Ｏ（ ｍ ＝ １６ —１８）的结构参数．     

集成光学陀螺及相关技术研究的现状与展望

陀螺技术作为惯性导航的重要组成部分已广泛应用于国民经济和军事工业的众多领域.文章综述了包括机械陀螺、光学陀螺和原子陀螺在内的 陀螺技术的发展过程和基本特点,着重论述了集成光学陀螺及其相关技术研究的现状与发展趋势.通过对比各种类型陀螺的性能特点,结合导 航技术的发展趋势,展望了各种陀螺在相应领域的发展前景.     

Study on high-temperature spectra of asymptotic asymmetric-top radical SiO2

Total internal partition sums are calculated in the product approximation at temperatures up to 6000 K for the asymptotic asymmetric-top SiO2 molecule.The rotational partition function and the vibrational partition function are calculated with the rigid-top model and in the harmonic oscillator approximation,respectively.Our values of the total internal partition sums are consistent with the calculated value in the Gaussian program within 0.137% at 296 K.Using the calculated partition functions and the rotationless transition dipole moment squared as a constant,we calculate the line intensities of 001-000 band of SiO2 at normal,medium and high temperatures.Simulated spectra of the 001-000 band of the asymptotic asymmetric-top SiO2 molecule at 2000,5000 and 6000 K are also obtained.     

Line intensities of the asymptotic asymmetric-top radical HO2 at high temperatures

The total internal partition sums were calculated in the product approximation at temperatures up to 5000\,K for the asymptotic asymmetric-top HO$_{2}$ molecule. The calculations of the rotational partition function and the vibrational partition function were carried out with the rigid-top model and in the harmonic oscillator approximation, respectively. Our values of the total internal partition sums are consistent with the data of HITRAN database with $-$0.14{\%} at 296\,K. Using the calculated partition functions, we have calculated the line intensities of $\nu _{2}$ band of HO$_{2}$ at several high temperatures. The results showed that the calculated line intensities are in very good agreement with those of HITRAN database at temperatures up to 3000\,K, which provides a strong support for the calculations of partition functions and line intensities at high temperatures. Then we have extended the calculation to higher temperatures. The simulated spectra of $\nu_{2}$ band of the asymptotic asymmetric-top HO$_{2}$ molecule at 4000 and 5000\,K are also obtained.     

Line intensities of the asymptotic asymmetric-top radical HO2 at high temperatures

The total internal partition sums were calculated in the product approximation at temperatures up to 5000 K for the asymptotic asymmetric-top HO2 molecule. The calculations of the rotational partition function and the vibrational partition function were carried out with the rigid-top model and in the harmonic oscillator approximation, respectively. Our values of the total internal partition sums are consistent with the data of HITRAN database with -0.14% at 296 K. Using the calculated partition functions, we have calculated the line intensities of υ2 band of HO2 at several high temperatures. The results showed that the calculated line intensities are in very good agreement with those of HITRAN database at temperatures up to 3000 K, which provides a strong support for the calculations of partition functions and line intensities at high temperatures. Then we have extended the calculation to higher temperatures. The simulated spectra of υ2 band of the asymptotic asymmetric-top HO2 molecule at 4000 and 5000 K are also obtained.     

Study on High-Temperature Spectra of Asymptotic Asymmetric-Top Molecule O3

The line intensities of 001-000 transition of the asymptotic asymmetric-top Oa molecule at several temperatures are calculated by directly calculating the partition functions and regarding the rotationless transition dipole moment squared as a constant. The calculated values of the total internM partition sums （TIPS） are consistent with the data of HITRAN database with -0.61% at 296 K. The calculated line intensity data at 500 K and 3000 K are also in excellent agreement with the data in HITRAN database with less than 0.659% and 5.458% at 500 K and 3000 K, which provide a strong support for the calculations of partition function and fine intensity at high temperature. Then we extend the calculation to higher temperatures. The line intensities and simulated spectra of v3 band of the asymptotic asymmetric-top O3 molecule at 4000 and 5000 K are reported. The results are of significance for the studying of the molecular high-temperature spectrum including experimental measurements and theoretical calculations.     

Study on High-Temperature Spectra of Asymptotic Asymmetric-Top Molecule O3

The line intensities of 001-000 transition of the asymptotic asymmetric-top O₃ molecule at several temperatures are calculated by directly calculating the partition functions and regarding the rotationless transition dipole moment squared as a constant. The calculated values of the total internal partition sums (TIPS) are consistent with the data of HITRAN database with -0.61% at 296 K. The calculated line intensity data at 500 K and 3000 K are also in excellent agreement with the data in HITRAN database with less than 0.659% and 5.458% at 500 K and 3000 K, which provide a strong support for the calculations of partition function and line intensity at high temperature. Then we extend the calculation to higher temperatures. The line intensities and simulated spectra of ν₃ band of the asymptotic asymmetric-top O₃ molecule at 4000 and 5000 K are reported. The results are of significance for the studying of the molecular high-temperature spectrum including experimental measurements and theoretical calculations.     

Asymptotic Lower Bound for the Relative Disparities of Truncated-Path-Integral Partition Functions

Any truncated-path-integral partition function of a nonrelativistic quantum system in thermodynamic equilibrium—one obtained by means of the Feynman path-integral-procedure using a finite number of such integrals—is known to have a value not less than that of the exact one corresponding to it. A rigorous asymptotic lower bound obtained for the relative disparity in their values—the difference in their values divided by that of the exact partition function— confirms asymptotic positive-definiteness of the original upper bound. Values determined directly for a linear harmonic oscillator agree asymptotically with values of they bound.