2004
DOI: 10.1134/1.1780556
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Energy distributions of photoelectrons emitted from p-GaN(Cs, O) with effective negative electron affinity

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Cited by 16 publications
(6 citation statements)
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“…This is justified as such electron emission energies somewhat below the conduction band minimum are also observed in photoemission with below bandgap excitation with an external laser source, with intensity and spectrum very similar to that observed in the EE from the LED . This emission spectrum is due to both photoemission in the BBR region from LED light (where below bandgap absorption occurs due to the strong electric field through Franz–Keldysh effect) and gold contact photoemission . Higher energy electron emission peaks appeared at 4 mA injected current and higher.…”
Section: Focus On Direct Observation Of Auger Measurement Of Auger‐gesupporting
confidence: 61%
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“…This is justified as such electron emission energies somewhat below the conduction band minimum are also observed in photoemission with below bandgap excitation with an external laser source, with intensity and spectrum very similar to that observed in the EE from the LED . This emission spectrum is due to both photoemission in the BBR region from LED light (where below bandgap absorption occurs due to the strong electric field through Franz–Keldysh effect) and gold contact photoemission . Higher energy electron emission peaks appeared at 4 mA injected current and higher.…”
Section: Focus On Direct Observation Of Auger Measurement Of Auger‐gesupporting
confidence: 61%
“…from LED light [64] (where below bandgap absorption occurs due to the strong electric field through Franz-Keldysh effect) and gold contact photoemission [62]. Higher energy electron emission peaks appeared at 4 mA injected current and higher.…”
Section: à2mentioning
confidence: 97%
“…This is achieved by assigning the CBM of each semiconductor at minus its electron affinity energy, χ α [37,38]. The experimental values for the electron affinity energy for GaN are in the range 3.1-4.1 eV [39][40][41][42]. We use a middle value of 3.4 eV in the present work.…”
Section: Example Applicationsmentioning
confidence: 99%
“…One should mention that the amount of cesium in the (Cs,O) activation layers of these photocathodes was nearly the same and equal to ∼ 1.5 monolayers, and the exposure doses of oxygen were also similar and equal to 0.3 − 0.4 Langmures. The energy diagram of NEA photocathode surface [16] shows that photoemission near ε th should be attributed to the photoexcitation of surface states which lie slightly below the Fermi level, and the value of ε th is equal to the work function of the activated semiconductor surface. On the other hand, the equality of work function for two different semiconductors could be interpreted in the following way: the work function of the activated semiconductor is equal to the work function of the (Cs,O) activation layer and only slightly depends on the substrate material [16,17].…”
Section: Photoemissionmentioning
confidence: 99%