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非线性声参量B/A与媒质结构关系理论进展
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作者 王军 《重庆教育学院学报》 2003年第3期13-16,共4页
R .Beyer提出的B/A参量体现了流体一阶弹性参量对应力的依赖关系 ,有可能成为生物组织定征的新特征参量 .解释非线性声学参量B/A的Rao流体理论定性说明了流体的非线性性质 ,但不能定量计算 .Hartmann分子势理论把B/A与分子势联系起来 ,... R .Beyer提出的B/A参量体现了流体一阶弹性参量对应力的依赖关系 ,有可能成为生物组织定征的新特征参量 .解释非线性声学参量B/A的Rao流体理论定性说明了流体的非线性性质 ,但不能定量计算 .Hartmann分子势理论把B/A与分子势联系起来 ,有助于解释B/A的微观机制 ,但仍不能定量计算 .Endo热力学公式仅用热力学参数就可决定B/A ,但这些参数往往难于得到 .基于Schaffs假设的理论将液体B/A参量与其微观参量联系起来 ,并能部分定量计算 .基于改进的Flory方程的理论能定量计算 。 展开更多
关键词 非线性声参量 液体媒质 媒质结构 分子势理论 B/A Flory方程 非线性声学
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Splitting of Spectra in Anharmonic Oscillators Described by Kratzer Potential Function
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作者 Irina Petreska Trifce Sandev +1 位作者 Gjorgji Ivanovski Ljupo Pejov 《Communications in Theoretical Physics》 SCIE CAS CSCD 2010年第7期138-142,共5页
A perturbation theory model that describes splitting of the spectra in highly symmetrical molecular species in electrostatic field is proposed. An anahrmonie model of a two-dimensional oscillator having Kratzer potent... A perturbation theory model that describes splitting of the spectra in highly symmetrical molecular species in electrostatic field is proposed. An anahrmonie model of a two-dimensional oscillator having Kratzer potential energy function is used to model the molecular species and to represent the unperturbed system. A selection rule for the radial quantum number of the oscillator is derived. The eigenfunctions of a two-dimensional anharmonic oscillator in cylindrical coordinates are used for the matrix elements representing the probability for energy transitions in dipole approximation to be calculated. Several forms of perturbation operators are proposed to model the interaction between the polyatomic molecular species and an electrostatic field. It is found that the degeneracy is removed in the presence of the electric field and spectral splitting occurs. Anharmonic approximation for the unperturbed system is more accurate and reliable representation of a reaJ polyatomic molecular species. 展开更多
关键词 two-dimensional anharmonic oscillator Kratzer potential DEGENERACY selection rules PERTURBATION
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