Infrared Spectrum of Hydrogen Sulfide

The absorption of hydrogen sulfide has been investigated in the 8 μ region under high resolution. The absorption has been analyzed as a B‐type band and assigned as the (n1,n2,n3)=(0,1,0) band. The resulting inertial constants agree well with those predicted from previously analyzed bands. The best values of the constants for this band are, v0=1182.68 cm—1, A=10.724, B=9.211, C=4.670. The knowledge of this band center, together with previously determined frequencies, enable the evaluation of the constants in the quadratic expression for the vibrational energy. A second‐order resonance was found which arises from the near coincidence of the frequencies v1 and v3.

[1]  E. K. Plyler,et al.  Infrared Spectra of Hydrogen Cyanide and Deuterium Cyanide , 1956 .

[2]  E. K. Plyler,et al.  Vibrational constants of acetylene-d2 , 1956 .

[3]  P. C. Cross,et al.  Asymmetric Rotor. XII. The Infrared Spectrum of Hydrogen Sulfide from 7480 to 7880 cm—1 , 1955 .

[4]  E. K. Plyler,et al.  Infrared Spectrum of Hydrogen Sulfide. II. The 5100 cm‐1 Region , 1954 .

[5]  E. K. Plyler,et al.  Infrared spectrum of hydrogen sulfide in the 6,290-cm-1 region , 1954 .

[6]  Charles A. Burrus,et al.  One-to-Two Millimeter Wave Spectroscopy. II.H2S , 1953 .

[7]  P. C. Cross,et al.  The Asymmetric Rotor. XI. Hydrogen Sulfide Absorption in the Regions 8700 cm−1 and 11 000 cm−1 , 1953 .

[8]  R. Noble The Hydrogen Sulfide Band at 1183 cm−1 , 1951 .

[9]  G. W. King,et al.  The Hydrogen Sulfide Bands at 10,200cm−1 , 1949 .

[10]  R. Haslam,et al.  The Vibrational Constants of Acetylene , 1948 .

[11]  G. W. King,et al.  The asymmetric rotor : II. calculation of dipole intensities and line classification , 1944 .

[12]  David M. Dennison,et al.  The Water Vapor Molecule , 1940 .

[13]  L. R. Blaine,et al.  Infrared Spectrum of Hydrogen Sulfide from 2200–2800 cm−1 , 1956 .

[14]  H. Allen The Effect of Nonrigidity on the Line Strengths of Vibrational‐Rotational Transitions , 1954 .

[15]  H. Allen,et al.  The Hydrogen Sulfide Band at 1180 cm−1 , 1951 .

[16]  Gilbert W. King,et al.  The Asymmetric Rotor I. Calculation and Symmetry Classification of Energy Levels , 1943 .

[17]  P. C. Cross The Analysis of the Hydrogen Sulfide Band at 10,100A , 1935 .