It has long been known how to relate anharmonic vibrational distribution functions to scattered electron intensities when deriving molecular parameters from gas-phase electron diffraction patterns. What bas been lacking is a convenient procedure for estimating the characteristic asymmetry parameters of radial distribution functions for polyatomic molecules, particularly in the case of non-bonded internuclear distances _ In the present work alternative models of bond distribution functions are discussed briefly and a plausible model is proposed for geminal non-bonded distances. Numerical examples are worked out for the groundstates of CO,, CS,, H,O, and D,O. Variations of the asymmetry parameters of SO, and SF, with temperature are examined....
Anisotropic displacement parameters for H atoms in molecular crystals are calculated with a simplifi...
An algorithm for calculating the scattering factors of atomic fragments in molecules as defined by t...
$^{1}$J. Karle and H. Hauptman. J. Chem. Phys. 18:875 (1950) $^{2}$ J. Karle, J. Chem. Phys. 22:Ju...
It has long been known how to relate anharmonic vibrational distribution functions to scattered elec...
Author Institution: Department of Chemistry, Iowa State University“Recent theoretical studies have c...
Unless the skewing of radial distribution peaks is properly taken into account, diffraction analyses...
Recent observations of anharmonic pseudo-shrinkages in polyatomic molecules greatly exceeding the ge...
Unless the skewing of radial distribution peaks is properly taken into account, dif-fraction analyse...
Highly significant improvements in the agreement between observed and calculated intensities of elec...
The effect of temperature on the electron diffraction pattern of a diatomic molecule is considered f...
It is shown how to reduce N‐dimensional probability densities calculated from vibrational wave funct...
Least squares refinements of diffraction intensities for SF6, CF4, and SiF4 yielded nonbonded intern...
The structure of glutathione, γ-l-Glutamyl-l-cysteinyl-glycine (C$_{10}$H$_{17}$N$_3$O$_6$S), was st...
Calculations have been made on an ethyne model structure to investigate the influence of internal an...
This work was supported by the Army Research Office (Durham).Author Institution: Department of Chemi...
Anisotropic displacement parameters for H atoms in molecular crystals are calculated with a simplifi...
An algorithm for calculating the scattering factors of atomic fragments in molecules as defined by t...
$^{1}$J. Karle and H. Hauptman. J. Chem. Phys. 18:875 (1950) $^{2}$ J. Karle, J. Chem. Phys. 22:Ju...
It has long been known how to relate anharmonic vibrational distribution functions to scattered elec...
Author Institution: Department of Chemistry, Iowa State University“Recent theoretical studies have c...
Unless the skewing of radial distribution peaks is properly taken into account, diffraction analyses...
Recent observations of anharmonic pseudo-shrinkages in polyatomic molecules greatly exceeding the ge...
Unless the skewing of radial distribution peaks is properly taken into account, dif-fraction analyse...
Highly significant improvements in the agreement between observed and calculated intensities of elec...
The effect of temperature on the electron diffraction pattern of a diatomic molecule is considered f...
It is shown how to reduce N‐dimensional probability densities calculated from vibrational wave funct...
Least squares refinements of diffraction intensities for SF6, CF4, and SiF4 yielded nonbonded intern...
The structure of glutathione, γ-l-Glutamyl-l-cysteinyl-glycine (C$_{10}$H$_{17}$N$_3$O$_6$S), was st...
Calculations have been made on an ethyne model structure to investigate the influence of internal an...
This work was supported by the Army Research Office (Durham).Author Institution: Department of Chemi...
Anisotropic displacement parameters for H atoms in molecular crystals are calculated with a simplifi...
An algorithm for calculating the scattering factors of atomic fragments in molecules as defined by t...
$^{1}$J. Karle and H. Hauptman. J. Chem. Phys. 18:875 (1950) $^{2}$ J. Karle, J. Chem. Phys. 22:Ju...