Titlebook: Electronic Properties of Polymers; Orientation and Dime Hans Kuzmany,Michael Mehring,Siegmar Roth Conference proceedings 1992 Springer-Verl

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Electronic Properties of Lattice Solutions for the Continuum Model of Conducting Polymersate the wave number dependent electronic dielectric function ε(q,ω) in random phase approximation. After Kramers-Kronig transformation the loss function and the plasmon dispersion were determined and compared with results of electron energy loss experiments [4].

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Survey of “Intrinsically Conducting Organic Materials” conducting polymers has developed to the stage at which their first use in technology has already taken place. Early problems associated with insolubility and environmental stability still exist, but have been sometimes overcome for many potential applications. The prototype conducting polymer, pol

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The Metallic State of Heavily Doped Trans-Polyacetyleneger Hamiltonian, a potential term due to intra- and interchain electron- electron interactions as well as electron-counterion interactions, and, finally, an interchain electron hopping term. At all doping levels included in this study, the ground state configuration is that of a soliton lattice. The

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Ill-Aligned Polymer Chainson to the perpendicular interchain hopping of the π-electrons. Using a supersymmetry path integral technique the electronic density of states is calculated. We find that the band edge structures are smeared out and the dimerization amplitude is decreased.

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Competing Electron-Electron/Electron-Phonon Interactions and Polyacetylenehe context of the 1-D tight-binding Peierls- Hubbard Ilamiltonian, studying various structural, optical, and vibrational properties of strongly correlated systems. We use polyacetylene as our experimental guide, and perform a parameter space search to determine the level at which a unique set of par

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Electronic Properties of Lattice Solutions for the Continuum Model of Conducting Polymerser to describe the physical properties of non-degenerate ground state and/or diatomic polymers. We have derived the selfconsistent Bloch eigenfunctions and the ground state energy of the soliton and bipolaron lattice solutions for these models to investigate the thermodynamic stability and to calcul