1967
DOI: 10.1002/pssb.19670210135
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Localized States in Disordered Lattices

Abstract: This paper investigates the conditions under which localized states occur in three dimensional disordered systems, and considers the relevance of a large body of experimental data on liquids which exhibit non-metallic behaviour in their conductivities. It is suggested that in many liquids a "pseudogap", i.e. a deep minimum in the density of states will occur. It is argued that localized states will appear in this pseudogap when the density of states drops to roughly half its frea electron value and that the me… Show more

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Cited by 79 publications
(26 citation statements)
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“…It has been reported that the distribution of mid-gap states resulting from alloy disorder commonly take the form of an exponential tail 4446 , which has previously been observed in GaAsBi alloys 32,47 . On the other hand, there is evidence that suggests a Gaussian distribution of localised states extending from the mobility edge may better describe the LDOS in GaAsBi 27,33 .…”
Section: Presentation and Discussion Of Resultsmentioning
confidence: 78%
“…It has been reported that the distribution of mid-gap states resulting from alloy disorder commonly take the form of an exponential tail 4446 , which has previously been observed in GaAsBi alloys 32,47 . On the other hand, there is evidence that suggests a Gaussian distribution of localised states extending from the mobility edge may better describe the LDOS in GaAsBi 27,33 .…”
Section: Presentation and Discussion Of Resultsmentioning
confidence: 78%
“…A key factor in titania's photocatalytic ability is its high surface area, the same property that contributes to its optical properties. A high surface area leads to a higher density of localised states, which involve electrons with energies between the conduction band and valence band [62]. These electrons are present owing to terminated and unsaturated bonds on the surfaces, and these localised states provide beneficial charge separation in the form of trapping sites for photo-generated charge carriers [63].…”
Section: Photocatalytic Effectmentioning
confidence: 99%
“…If the condition k,l& I holds, where k, is the Fermi wave vector and 1 the mean free path of electrons, the mechanism of electron conduction in the system can be described by the model of non-localized transport as pointed out by Mott and Allgaier [9]. The critical condition k,l x I corresponds to g x 0.3 applying the KuboGreenwood formula for the transport phenomenon.…”
Section: Discussionmentioning
confidence: 99%