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Diatomic molecules, characteristic

Molecules vibrate at characteristic frequencies, which depend both on the difficulty of the motion (the so-called force constant) and on the masses of the atoms involved. The more difficult the motion and the lighter the atomic masses, the higher the vibrational frequency. For a diatomic molecule the vibrational frequency is proportional to ... [Pg.254]

Apparently the diatomic molecules of the halogens already have achieved some of the stability characteristic of the inert gas electron arrangement. How is this possible How could one chlorine atom satisfy its need for one more electron (so it can reach the argon stability) by... [Pg.96]

Except in simple cases, it is very difficult to predict the infrared absorption spectrum of a polyatomic molecule, because each of the modes has its characteristic absorption frequency rather than just the single frequency of a diatomic molecule. However, certain groups, such as a benzene ring or a carbonyl group, have characteristic frequencies, and their presence can often be detected in a spectrum. Thus, an infrared spectrum can be used to identify the species present in a sample by looking for the characteristic absorption bands associated with various groups. An example and its analysis is shown in Fig. 3. [Pg.217]

The sample on the left contains a collection of eight diatomic molecules. All the molecules have the same composition, so this Is a pure substance. The molecules in the sample are distributed evenly through the entire volume of the container. This is the defining characteristic of a gas. [Pg.23]

Diatomic Molecules. Polyatomic Molecules. Characteristic Vibration Frequencies. Factors Affecting Group Frequencies. [Pg.10]

A first insight into a different description of a chemical process can be obtained from an analysis of a (diatomic) dissociation process. Consider the standard treatment of a stable diatomic molecule. The word stable implies already the existence of a measurable characteristic size around which the electro-nuclear system fluctuates in its ground electronic state (i.e. a stationary molecular Hamiltonian with ground state). In standard quantum chemistry, this is the nuclear equilibrium distance. [Pg.291]

The following presentation is limited to closed-shell molecular orbital wave-functions. The first section discusses the unique ability of molecular orbital theory to make chemical comparisons. The second section contains a discussion of the underlying basic concepts. The next two sections describe characteristics of canonical and localized orbitals. The fifth section examines illustrative examples from the field of diatomic molecules, and the last section demonstrates how the approach can be valuable even for the delocalized electrons in aromatic ir-systems. All localized orbitals considered here are based on the self-energy criterion, since only for these do the authors possess detailed information of the type illustrated. We plan to give elsewhere a survey of work involving other types of localization criteria. [Pg.33]

As a rule, an excited diatomic molecule can be deactivated only through luminescence or dissociation, in the absence of collisions. Dissociative states show up in the absorption spectra as continuum absorptions, devoid of the sharp spectral lines characteristic of transitions between associative states. [Pg.115]

Fig. 2. Combination of attractive (A) and repulsive (R) potentials, leading to a total potential (T) characteristic of a covalent force between two atoms leading to the formation of a diatomic molecule. Curve V represents, qualitatively, the weaker potential between two separate molecules. Fig. 2. Combination of attractive (A) and repulsive (R) potentials, leading to a total potential (T) characteristic of a covalent force between two atoms leading to the formation of a diatomic molecule. Curve V represents, qualitatively, the weaker potential between two separate molecules.
Examination of the spectra in Figure 13.10 shows that emission from the pyrene monomer has vibrational fine structure but that excimer emission is structureless. Structureless emission (or absorption) is characteristic of a transition to an unstable, dissociative state. Figure 13.11, in which potential energy is plotted against internuclear distance, shows why for a diatomic molecule. The lower state, being dissociative, has no vibrational fine structure and therefore emission to it is not quantized. [Pg.703]

The situation close to that described above for sulfur is characteristic for the chal-cogenide elements. Atomic selenium [1,26,82-86] and tellurium [86] are part of di-, tri-, and polynuclear clusters, while diatomic molecules of these elements, when acting as ligands, have mostly a bridge function 52. Examples of di- and trinuclear monochalcogenide compounds are the complexes 53 and 54 [82-85] ... [Pg.31]

TABLE 3.2 Chemical Bond Characteristics for Selected Diatomic Molecules... [Pg.50]

OP-UV spectrometry can be used to measure vapors or gases that have weak absorption characteristics, and therefore, low sensitivities in the IR spectrum. These include such compounds as nitrogen oxides, formaldehyde, ozone, sulfur dioxide, benzene, toluene, and xylenes, and also homonuclear diatomic molecules, such as chlorine. The compounds that can be determined by UV are much fewer (see Table 3.43) than those that are absorbing in the IR spectra. [Pg.363]

For concrete estimates of the parameters of a reaction (3.1) let us turn to diatomic molecules, such as Na2, K2, Te2, which have been studied most in experiments on optical pumping of molecules via depopulation. A number of data characterizing the states and transitions in these objects under conditions typical for such experiments are given in Table 3.7. These parameters are, to a certain extent, characteristic of diatomic molecules in thermal vapors of the first, sixth and seventh group of the periodic system of elements, such as alkali diatomics, S2, Se2,12, etc. These molecules may... [Pg.69]

Starting from ionization radii, r o, and using experimentally measured values of dissociation energy and interatomic distance for homonuclear diatomic molecules, a self-consistent set of characteristic radii, suitable for the point-charge calculation of bonding parameters, of both homonuclear and... [Pg.174]

Now we consider the desorption process combined with the molecular vibration of the adsorbate using a simple model. If we assume that a diatomic molecule sits on the on-top site with an upright geometry on the metal surface, we consider what knowledge is obtained from state-selective detection and the angular distribution of desorbed molecules. The vibrational modes characteristic of the adsorbate are frustrated rotation, which is the bending vibration of the molecule at the center of the adsorbate... [Pg.293]


See other pages where Diatomic molecules, characteristic is mentioned: [Pg.926]    [Pg.151]    [Pg.393]    [Pg.49]    [Pg.273]    [Pg.55]    [Pg.632]    [Pg.466]    [Pg.291]    [Pg.34]    [Pg.60]    [Pg.310]    [Pg.182]    [Pg.107]    [Pg.142]    [Pg.304]    [Pg.66]    [Pg.50]    [Pg.109]    [Pg.72]    [Pg.448]    [Pg.32]    [Pg.357]    [Pg.351]    [Pg.162]    [Pg.124]    [Pg.155]    [Pg.354]   
See also in sourсe #XX -- [ Pg.82 ]




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