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Equilibrium distance Zero-point energy

Figure S-1. Form of a potential energy curve for diatomic molecule AB. VfrAa) is the potential energy, Tab is the intemuclear distance, is the equilibrium intemuclear distance, and D is the bond dissociation energy. (The zero point energy is neglected in the figure.)... Figure S-1. Form of a potential energy curve for diatomic molecule AB. VfrAa) is the potential energy, Tab is the intemuclear distance, is the equilibrium intemuclear distance, and D is the bond dissociation energy. (The zero point energy is neglected in the figure.)...
Fig. 3. Typical potential energy curve for a diatomic molecule. Dq and are bond dissociation energies measured from the vibrational zero point energy and the bottom of the potential well, respectively, and is the equilibrium bond distance. Fig. 3. Typical potential energy curve for a diatomic molecule. Dq and are bond dissociation energies measured from the vibrational zero point energy and the bottom of the potential well, respectively, and is the equilibrium bond distance.
Energy characteristics of atoms also define, to a large extent, the strengths of their bonds in molecules, polyatomic ions and radicals. The work required to disrupt a chemical bond, e.g. to separate chemically bonded atoms from the equilibrium distance to a practically infinite one (in the ground state) is called bond energy Eb). In case of the A2 and AX molecules, Eb is equal to the dissociation energy of the molecule (De) which can be determined by thermochemical, calorimetric, kinetic, mass-spectroscopic and molecular spectroscopic techniques. By definition, De characterizes atoms in molecules at the equilibrium state with zero-point energy,... [Pg.73]


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