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Energy states of electrons

CHEMICAL POTENTIALS AND ENERGY STATES OF ELECTRONS IN SOLUTION ... [Pg.741]

The influence of a magnetic field on gaseous atoms induces a splitting of each line into several polarised components. This phenomenon, which can be seen in the emission or absorption spectra of these atoms and is called the Zeeman effect, arises from perturbations in the energy states of electrons in the atom (Fig. 14.13). For example, the absorption wavelength of cadmium, situated at 228.8 nm, leads to three polarised absorption bands due to the Zeeman effect. One of these bands, the it component, retains the initial value of the wavelength whereas the other two, the a components, are symmetrically shifted by a few picometres relative to the 7r component in a 1-tesla field. The direction of polarisation of the 7r and a lines are perpendicular and the polarisation plane of the 7r component is parallel to the magnetic field (Fig. 14.14). [Pg.265]

Photoelectron spectroscopy is particularly useful for measuring the energy states of electrons in the solid associated with valence orbitals and their absorbate-induced changes. In the presence of an adlayer the spectroscopic data demonstrate the overlap of those substrate and adsorbate orbitals that are involved in chemical bond formation. In the photoexcitation process the incident photons of... [Pg.462]

TABLE 1.2. Energy States of Electrons in the Neutral Tungsten Atom... [Pg.3]

In crystalline semiconductors, it is relatively easy to understand the formation of gaps in energy states of electrons and hence of the valence and conduction bands using band theory (see Ziman, 1972). Band structure arises as a consequence of the translational periodicity in the crystalline materials. For a typical crystalline material which is a periodic array of atoms in three dimensions, the crystal hamiltonian is represented by a periodic array of potential wells, v(r), and therefore is of the form, 7/crystai = ip l2m) + v(r), where the first term p l2rri) represents the kinetic energy. It imposes the eondition that the electron wave functions, which are solutions to the hamiltonian equation, H V i = E, Y, are of the form... [Pg.307]

Spectrophotometric methods of identification and determination of substances are based on the existence of relationships between the position and intensity of absorption bands of electromagnetic radiation, on the one hand, and molecular structure on the other. Electronic spectra result from changes in the energy states of electrons [o, ti, and free electron pairs (n)] in a molecule as a result of absorption in the UV-VIS region. The changes depend on the probability of electronic transitions between the individual energy states of the molecule. The number of absorption bands, and their positions, intensities and shapes are the spectral parameters utilized in qualitative and quantitative chemical analyses [1-3]. [Pg.26]

In single atoms, such as in H and noble gases, energy states of electrons can be determined from the Coulomb potential of the nucleus. Some of these states are empty (Rydberg states) and differences in their energy states becomes smaller and smaller with... [Pg.486]

Explain how line spectra relate to the idea of quantized energy states of electrons in atoms. (Section 6.3)... [Pg.239]

Because the energy of a solvated ion is given by the ion-dipole interaction, the energy states of the oxidized ions are higher than the energy states of the reduced ions. The distribution functions of energy states of electrons for reduced and oxidized ions are shown in Figure 2.33. [Pg.55]

The energy states of electrons in the ion-solvent entities represent states analogous to vibration-rotation states in molecular entities. They do not represent fluctuations of the ground state of the ion symmetrical in both directions around the ground state. [Pg.76]

Ubitron A millimeter wave high-power quasiquantum generator with relativistically high-speed electron beam. Millimeter waves are generated due to quantum transition between two energy states of electrons and amplified due to the velocity modulation and kinetic energy transfer principles. [Pg.520]

The quantized nature of energy transitions is related to the energy states of electrons in atoms and molecules. [Pg.435]

Others have defined physical chemistry as that field of science that applies the laws of physics to elucidate the properties of chemical substances and clarify the characteristics of chemical phenomena. The term physical chemistry is usually applied to the study of the physical properties of substances, such as vapor pressure, surface tension, viscosity, refractive index, density, and crystallography, as well as to the study of the so-called classical aspects of the behavior of chemical systems, such as thermal properties, equilibria, rates of reactions, mechanisms of reactions, and ionization phenomena. In its more theoretical aspects, physical chemistry attempts to explain spectral properties of substances in terms of fundamental quantum theory, the interaction of energy with matter, the nature of chemical bonding, the relationships correlating the number of energy states of electrons in atoms and molecules with the observable properties shown by these systems, and the electrical, thermal, and mechanical effects of individual electrons and protons on solids and liquids. ... [Pg.15]


See other pages where Energy states of electrons is mentioned: [Pg.203]    [Pg.16]    [Pg.178]    [Pg.379]    [Pg.698]    [Pg.1045]    [Pg.266]    [Pg.81]    [Pg.55]    [Pg.10]    [Pg.3]    [Pg.370]    [Pg.517]    [Pg.517]    [Pg.1979]    [Pg.3]    [Pg.296]    [Pg.46]    [Pg.65]    [Pg.81]    [Pg.57]   


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Approximate energies of electronic states

Energies of Electronic States

Energies of Electronic States

Energy states of an electron gas

Energy, of electrons

Ground state electronic configurations of the elements and ionization energies

Ground-state energy of an electron

Study of Energy-Transfer Processes in Electronic Ground States

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