By Dr. Siegmar Roth, Prof. Dr. David Carroll(auth.)
Low-dimensional solids are of primary curiosity in fabrics technology as a result of their anisotropic houses. Written not just for specialists within the box, this booklet explains the $64000 options at the back of their physics and surveys the main fascinating one-dimensional platforms and discusses their current and rising functions in molecular scale electronics. the second one version of this winning e-book has been thoroughly revised to incorporate the amazing achievements of the final ten years of analysis and purposes. Chemists, polymer and fabrics scientists in addition to scholars will locate this booklet a really readable creation to the solid-state physics of digital fabrics.
Chapter 1 creation (pages 1–18):
Chapter 2 One?dimensional components (pages 19–51):
Chapter three One?dimensional Solid?State Physics (pages 53–76):
Chapter four Electron–Phonon Coupling, Peierls Transition (pages 77–83):
Chapter five undertaking Polymers: Solitons and Polarons (pages 85–112):
Chapter 6 engaging in Polymers: Conductivity (pages 113–151):
Chapter 7 Superconductivity (pages 153–175):
Chapter eight cost Density Waves (pages 177–192):
Chapter nine Molecular?scale Electronics (pages 193–210):
Chapter 10 Molecular fabrics for Electronics (pages 211–226):
Chapter eleven functions (pages 227–243):
Chapter 12 ultimately (page 245):
Read or Download One-Dimensional Metals: Conjugated Polymers, Organic Crystals, Carbon Nanotubes, Second Edition PDF
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Extra resources for One-Dimensional Metals: Conjugated Polymers, Organic Crystals, Carbon Nanotubes, Second Edition
Theoretical Aspects of Band Structures and Electronic Properties of Pseudo-one-dimensional Solids. H. ), Reidel, Dordrecht, 1985. 27 P. Gressier, A. Meerschaut, L. Guemas, J. Rouxel, and P. Monceau. New one-dimensional Vb transition metal tetrachalcogenides structural and transport properties. Journal de Physique C3, 1741 (1983). 28 C. Schlenker, C. Filippini, J. Marcus, J. P. Pouget, and S. Kagoshima. 30MoO3. Journal de Physique C3, 1757 (1983). K. R. W. J. Heeger, H. J. C. G. MacDiarmid. Electrical conductivity in doped polyacetylene.
The same argument can be used to explain the lattice hardening induced by a magnetic field (in the nonsuperconducting state). In a magnetic field Zeemann splitting of the electron energies occurs. This Zeemann splitting alters the singularity in the density of states, so that a further modification by lattice distortion is less effective. Figure 2-7 Scheme of the Jahn–Teller effect: an electron shared by degenerate states gains energy upon lifting degeneracy and descends to the lower state. 2 Krogmann Salts As mentioned above, A15 compounds contain three perpendicular sets of chains.
L. Pal, G. Grüner, A. Janossy, and J. Solyom, Lecture Notes in Physics, Vol. 65, Springer Verlag , Heidelberg, 1977 Quasi-one-dimensional Conductors I and II ed. A. Barisic, A. R. Cooper, and B. Leontic, Lecture Notes in Physics, Vol. 95, Springer Verlag, Berlin, 1979 Low-dimensional Synthetic Metals ed. K. Carneiro, Chemica Scripta, Vol. 17, Nos. 1-5 (1981) Low-dimensional Conductors ed. J. M. Conwell, Molecular Crystal Liquid Crystal, Vols. 77, 79, 81, 83, 85, 86 (1982) Low-dimensional Synthetic Conductors and Superconductors ed.