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Hydrogen H2 molecule

The hydrogen (H2) molecule in silicon is not only interesting in its own right (Johnson and Herring, 1989) but also as a possible component in the formation and dissociation process of all H-related complexes. We focus in this section on theoretical studies of H2 molecules in crystalline silicon. [Pg.556]

A very large deuterium isotope effect has been observed240 by ESR at 77 K on hydrogen-deuterium elimination reaction from 2,3-dimethylbutane (H-DMB)-SFg and 2,3-dimethylbutane-2,3-D2 (D-DMB)-SFg (0.6 mol% mixtures), /-irradiated at 70 K and then stored at 77 K. The significant isotope effect, h2 Ad2 = 1-69 x 104 at 77 K, has been explained by tunnelling elimination of hydrogen (H2) molecules from a DMB+ ion240. [Pg.860]

Saturation of Bonding. The experimental facts represented in Eqs. 3.1 and 3.2 are worth further consideration because they raise some more significant questions about bonding. In the reaction of atomic hydrogen, H2 molecules are found, but no molecules with more than two hydrogen atoms are observed. This indicates that there is a definite limit to the ability of atoms to form bonds, that is, there is a saturation of bonding... [Pg.34]

A balloon is filled up with one mole of hydrogen (H2) molecules. A second identical balloon is filled with one mole of He2 molecules. After some time has elapsed, which balloon is smaller ... [Pg.165]

Calculate the ratio of the velocity of carbon dioxide (C02) molecules to hydrogen (H2) molecules at the same temperature. [Pg.280]

Obtain two hydrogen atoms and one connector from the molecular model kit, and assemble a hydrogen (H2) molecule. Observe that your model represents... [Pg.272]

The apparently pentavalent carbon atom in CHs has drawn much attention and in terms of simple intuitive chemical structures this species is best thought of as a CH3 ion solvated by a hydrogen (H2) molecule (Heck 1991). The tendency of a reagent ion BH like CHj to donate a proton to a gas molecule is conveniently expressed in terms of the proton affinity (PA) of a species B ... [Pg.179]

While the octet rule is useful for bonding in many compounds, there are exceptions. We have already seen that a hydrogen (H2) molecule requires just two electrons or a single bond. Usually the nomnetals form octets. However, in BCI3, the B atom has only three valence electrons to share. Boron compounds typically have six valence electrons on the central B atoms and form just three bonds. While we will generally see compounds of P, S, Cl, Br, and I with octets, they can form molecules in which they share more of then-valence electrons. This expands their valence electrons to 10, 12, or even 14 electrons. [Pg.313]

We will use the valence bond approach extensively m our discussion of organic molecules and expand on it shortly First though let s introduce the molecular orbital method to see how it uses the Is orbitals of two hydrogen atoms to generate the orbitals of an H2 molecule... [Pg.60]

FIGURE 2 4 Valence bond picture of bonding in H2 as illustrated by electro static potential maps The Is orbitals of two hydrogen atoms overlap to give an or bital that contains both elec trons of an H2 molecule... [Pg.61]

The F H- H — H —> F—H + H reaction is a common example of a reaction easily studied by classical trajectory analysis. The potential surface we are interested in is that for FH2. This potential surface may have many extrema. One of them corresponds to an isolated Fluorine atom and a stable H2 molecule these are the reactants. Another extremum of the surface corresponds to an isolated hydrogen atom and the stable H-Fmolecule these are the products. Depending on how the potential surface was obtained there may or may not be an extremum corresponding to stable H2F, but at the least you would expect an extremum corresponding to the transition state of the reaction being considered. [Pg.328]

Thermodynamic data on H2, the mixed hydrogen—deuterium molecule [13983-20-5] HD, and D2, including values for entropy, enthalpy, free energy, and specific heat have been tabulated (16). Extensive PVT data are also presented in Reference 16 as are data on the equihbrium—temperature... [Pg.3]

Some typical results for the physical properties of common gases which are of indusuial importance are given in Table 3.3. The special position of hydrogen which results from the small mass and size of the H2 molecule should be noted. [Pg.112]

So, let s get a bit more chemical and imagine the formation of an H2 molecule from two separated hydrogen atoms, Ha and Hb, initially an infinite distance apart. Electron 1 is associated with nucleus A, electron 2 with nucleus B, and the terms in the electronic Hamiltonian / ab, ba2 and are all negligible when the nuclei are at infinite separation. Thus the electronic Schrodinger equation becomes... [Pg.88]

In order to include the spin of the two electrons in the wave function, it is assumed that the spin and spatial parts of the wave function can be separated so that the total wave function is the product of a spin and a spatial wave function F — iAspace sp n Since our Hamiltonian for the H2 molecule does not contain any spin-dependent terms, this is a good approximation (NB—the complete Hamiltonian does contain spin-dependent terms, but for hydrogen they are rather small and do not appreciably affect the energetics of chemical bonding). For a two-electron system it turns out that there are four possible spin wave functions they are ... [Pg.15]


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See also in sourсe #XX -- [ Pg.39 , Pg.40 ]




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