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Group Dipole Derivatives as Infrared Intensity Parameters

Group Dipole Derivatives as Infrared Intensity Parameters [Pg.72]

Expression (1.50) defines die relation between observed absorption intensity of the molecular vibration and die Cartesian components of die d le moment derivatives with respect to die normal coordinate. A transformation firom dp/d( to dp/dSj derivatives is then performed using the relation [Pg.73]

The index G refers to a molecular-fixed Cartesian system in which die dipole moment derivatives with respect to normal coordinates are obtained. The summation is over the group symmetry coordinates. Eq. (3.70) can be solved if the Cartesian ctmqionents of dpo/dQ are known. Introducing Eq. (3.70) into Eq. (1.50) the following relation between the dipole derivatives dpQ/dSj and the intensity A)( is obtained [Pg.73]

Such initialization of the mathematical approach provides the opportunity to determine the quantities dpg/dSj in an iterative refinement process. [Pg.73]

A second Cartesian reference system, still molecule-fixed, oriented as dictated by the symmetry elements of the group of atoms associated with Sj is introduced. It is designated by gjf (i = 1, 2, 3). The dipole derivatives dpQ/dSj are expressed in the group local Cartesian system as [Pg.73]


D. Group Dipole Derivatives as Infrared Intensity Parameters.72... [Pg.35]




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A parameter

As 1,3-dipoles

Derived group

Dipole derivatives

Dipole group

Dipole intensity

Group parameters

Infrared intensity

Intense infrared

Intensity parameter

Parameter intensive

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