1996
DOI: 10.3367/ufnr.0166.199604g.0434
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Quasi-one-dimensional conductors with a charge density wave

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Cited by 13 publications
(14 citation statements)
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“…The properties of conductors with a CDW have still not been adequately studied, especially at low temperatures. 1 The complexity of the questions and the need to clarify them on more perfect crystals are a constant stimulus for both expanding the range of structures investigated and searching for and obtaining new onedimensional compounds. Evidently, the suggestion 2 that conducting channels consisting of a quasi-one-dimensional alkali metal can form in simple NaCl-type structures under irradiation with high-energy electrons merits attention.…”
Section: Electron Spin Resonance and Nuclear Magnetic Resonance Of Somentioning
confidence: 99%
“…The properties of conductors with a CDW have still not been adequately studied, especially at low temperatures. 1 The complexity of the questions and the need to clarify them on more perfect crystals are a constant stimulus for both expanding the range of structures investigated and searching for and obtaining new onedimensional compounds. Evidently, the suggestion 2 that conducting channels consisting of a quasi-one-dimensional alkali metal can form in simple NaCl-type structures under irradiation with high-energy electrons merits attention.…”
Section: Electron Spin Resonance and Nuclear Magnetic Resonance Of Somentioning
confidence: 99%
“…Photoconduction is one of the most fruitful methods to study the details of the energy structure, current carrier recombination time, and other semiconductor parameters. The similarity of numerous physical properties of the CDW conductors and semiconductors arising from the existence of the gap in the electron state density is well known [3].…”
mentioning
confidence: 99%
“…Thus, expansion of the sample does not lead to the CDW strain, and there is no ground for any anomalies. Therefore, the mechanical anomalies must originate from individual features of the compounds, such as charge transfer under strain [24,25,26], 3D effects, electron-hole asymmetry [27,28]. These effects can change n 0 under strain or make  deviate from 2/n 0 [26,29].…”
Section: Inrtoductionmentioning
confidence: 99%
“…The first approach is based on the analyses of the hysteresis in the temperature dependence of conductivity, (T). [27,28]. The conductivity is presented as a function of two parameters, q and T. It is implied that q can take different values (in a certain range around the equilibrium) at given T.…”
Section: Experimental Approachesmentioning
confidence: 99%
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