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Electronic potential energy diagram

FIGURE 18.1 The electronic potential energy diagram for a hypothetical diatomic molecule. In the ground state, some of the lower vibrational energy levels are indicated. How is the zero point of energy defined for a molecule that has electronic energy with this behavior ... [Pg.636]

Fig. VIII-5. Schematic potential energy diagram for electrons in a metal with and without an applied field , work function Ep, depth of the Fermi level. (From Ref. 62.)... Fig. VIII-5. Schematic potential energy diagram for electrons in a metal with and without an applied field , work function Ep, depth of the Fermi level. (From Ref. 62.)...
Figure 7. Potential energy diagram of CH2O. After excitation to specific rovibrational levels of Si, internal conversion leads to highly excited molecules in the ground electronic state So, whereas intersystem crossing populates the lowest triplet state Ti. Figure 7. Potential energy diagram of CH2O. After excitation to specific rovibrational levels of Si, internal conversion leads to highly excited molecules in the ground electronic state So, whereas intersystem crossing populates the lowest triplet state Ti.
Figure 9.1. Potential energy diagram for the electronic states of ethylene N, ground state (w)2 r(3Biu) first excited triplet state (mr ) V, first excited singlet state (wir ) Z, two-electron excitation (w )2. For the ion C2H + R and R, Rydberg states, /, / ground and excited states. [From Ref. 2(c).]... Figure 9.1. Potential energy diagram for the electronic states of ethylene N, ground state (w)2 r(3Biu) first excited triplet state (mr ) V, first excited singlet state (wir ) Z, two-electron excitation (w )2. For the ion C2H + R and R, Rydberg states, /, / ground and excited states. [From Ref. 2(c).]...
FIGURE 6.6 Potential energy diagram for the theory of electron transfer reactions. The activated complex is at S. For reasonably fast reactions, the reactant adheres to the lower curve and slithers into the product curve through the activated complex—that is, an adiabatic electron transfer occurs. [Pg.188]

Figure 1.13 Potential energy diagrams describing electron transfer processes according to Marcus theory. (A) Self-exchange (B) Cross Reaction. Figure 1.13 Potential energy diagrams describing electron transfer processes according to Marcus theory. (A) Self-exchange (B) Cross Reaction.
Figure 6.6 Potential energy diagrams for various electronic configurations... Figure 6.6 Potential energy diagrams for various electronic configurations...
Figure 7.9 Potential energy diagram for electrons in and near a metal to which a high negative potential is applied. Electrons in the valence band of the metal see an attractive potential equal to -eFr (F is the applied field in V/cm) outside the metal behind a barrier formed by the applied field and the image potential. Figure 7.9 Potential energy diagram for electrons in and near a metal to which a high negative potential is applied. Electrons in the valence band of the metal see an attractive potential equal to -eFr (F is the applied field in V/cm) outside the metal behind a barrier formed by the applied field and the image potential.
Fig. 18 Potential energy diagram qualitatively illustrating the relationship between the charge-transfer excitation energy and the thermal barrier to electron transfer in... Fig. 18 Potential energy diagram qualitatively illustrating the relationship between the charge-transfer excitation energy and the thermal barrier to electron transfer in...
Figure 5.1. Potential energy diagram depicting electron transition for an excimer laser having an emission at 248 nm (from Pummer41). Figure 5.1. Potential energy diagram depicting electron transition for an excimer laser having an emission at 248 nm (from Pummer41).
Figure 4.5, Potential energy diagrams for the homogeneous electron transfer reaction between an aromatic radical-anion and a second aromatic with a frangible R-X bond, (a) The situation where back electron transfer and bond cleavage have similar free energy of activation, (b) The situation where the RX radical-anicm has high energy and the R-X bond has low dissociation ertergy. Figure 4.5, Potential energy diagrams for the homogeneous electron transfer reaction between an aromatic radical-anion and a second aromatic with a frangible R-X bond, (a) The situation where back electron transfer and bond cleavage have similar free energy of activation, (b) The situation where the RX radical-anicm has high energy and the R-X bond has low dissociation ertergy.
Fig. 31. Schematic potential energy diagram for interaction between absorbate A and a surface M. G is the ground state of the molecular complex, M" + A is an ionic state, (M + A) is an antibonding state, M + A is a state where the adsorbate is excited and the substrate is in its ground state, M + A is a state where the substrate is excited and the adsorbate is in its ground state. Possible electronic transitions from the ground state G to the various excited states are indicated by the shaded Franck-Condon region. Electron bombardment can presumably excite any of these states. (From Ref. )... Fig. 31. Schematic potential energy diagram for interaction between absorbate A and a surface M. G is the ground state of the molecular complex, M" + A is an ionic state, (M + A) is an antibonding state, M + A is a state where the adsorbate is excited and the substrate is in its ground state, M + A is a state where the substrate is excited and the adsorbate is in its ground state. Possible electronic transitions from the ground state G to the various excited states are indicated by the shaded Franck-Condon region. Electron bombardment can presumably excite any of these states. (From Ref. )...
Fig. la. Schematic potential energy diagrams for electrons in a metal with and without applied field. Clean metal, no image potential assumed, x = work function, fi = depth of Fermi sea. [Pg.94]

Fig. 5a. Potential energy diagram for the Is electron of a hydrogen atom at a distance of 5.5A. from a tungsten surface in the absence of external fields. I = ionization potential x = work function g = depth of Fermi sea Ph = proton-electron potential Pw = image potential. Fig. 5a. Potential energy diagram for the Is electron of a hydrogen atom at a distance of 5.5A. from a tungsten surface in the absence of external fields. I = ionization potential x = work function g = depth of Fermi sea Ph = proton-electron potential Pw = image potential.
Figure 2.11 Potential energy diagrams for molecular oxygen electronic energy states and the absorption spectrum of oxygen molecule. Figure 2.11 Potential energy diagrams for molecular oxygen electronic energy states and the absorption spectrum of oxygen molecule.

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