vibrational spectra of diatomic molecules ppt

RAMAN SPECTROSCOPY PURE ROTATIONAL, VIBRATIONAL, VIBRATIONAL-ROTATIONAL, RAMAN SPECTRA. raman spectroscopy 1. Consider a diatomic molecule AB. These tables represent the first part of a series of critical reviews on the microwave spectra of molecules. The frequencies recorded by infrared and Raman spectroscopy arise from transitions between these states. In particular, the well-known Morse potential function is a more reasonable and realistic model [10] for these systems. All of the rotational spectral lines observed and reported in the open literature for 121 diatomic molecules have been tabulated. Spectroscopy Photons of the radiation bring information to us about the atom, molecule or matter. The change in the intensity of radiation before and after the sample is detected. Historically, the vibrational and rotational spectra of dia-tomic molecules have played a central role in testing the con-sistency of quantum mechanics. In this regard, the Morse potential model provides an accurate description of the observed vibrational energy spectra of diatomic molecules, and has great popularity with chemists. A nonlinear molecule possesses 3n - 6 vibrational modes (3 translations, 3 rotations) Like the diatomic case, each normal mode of vibration has a characteristic frequency and can assume a series of quantized energies. Homonuclear diatomic molecules (such as H 2, O 2, N 2, Cl 2) – have zero dipole (non polar) - have zero change of dipole during the rotation, hence NO interaction with radiation - hence homonuclear diatomic molecules are microwave inactive Heteronuclear diatomic molecules (such as HCl, HF, CO) – have Two atoms A and B are connected by an elastic spring. In the case of diatomic molecules, it is clear that vibrational spectra can only be recorded for heteronuclear compounds such as CO and HCl, but not for homonuclear species such as H 2 and N 2. Description of vibrational modes, rotational modes, transition rules and raman spectroscopy 2. (From Eisbergand Resnick, Quantum Physics of Atoms, Molecules, Solids, Nuclei, and Particles (1985)) 10x10-21) Estimated rotational energies vs. quantum number j, for O 2 8 called vibrational motion, and clearly at low energies a good model for the nuclear motion is a Harmonic oscillator. Rotational energies of a diatomic molecule (not linear with j) 2 1 2 j j I E j Quantum mechanical formulation of the rotational energy. This difference is proportional to the frequency of the bond vibration. In IR spectroscopy a specific Molecular Spectroscopy PPT - Free download as Powerpoint Presentation (.ppt / .pptx), PDF File (.pdf), Text File (.txt) or view presentation slides online. The different he analysis of the EM radiations emitted, absorbed or scattered by atoms, molecules or matter see between molecular and atomic spectroscopy… Reading: Vibrational Spectroscopy Revised: 2/24/15 In Raman spectroscopy, electromagnetic radiation is not absorbed (as in IR spectroscopy), but scattered. In spectroscopy, one studies the transitions between the energy levels associated with the internal motion of atoms and molecules and concentrates on a problem of reduced dimen- sionality3 k− 3: Simple Example: Vibrational Spectroscopy of a Diatomic If we just have a diatomic molecule, there is only one degree of freedom (the bond length), and so it is reasonable to model diatomic vibrations using a 1D harmonic oscillator: Us about the atom, molecule or matter two atoms a and are. At low energies a good model for the nuclear motion is a oscillator! 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