1966
DOI: 10.1063/1.1708068
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Anomalous Schottky Effect

Abstract: An analysis is presented of the effect of an electric field upon a "patchy" thermionic emitter. The model assumed for the analysis is that of parallel strips in a plane arranged with adjacent strips alternating between two particular values of work function. Calculations are made showing the dependence of emission on various parameters in the model. Some comparisons are made between the above analysis, the Nottingham strip theory for field effects, and experimental data presented by Nottingham. On the basis of… Show more

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Cited by 16 publications
(11 citation statements)
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“…But, in fact, the enhancement factor as conventionally defined for an old-style metal field emitter is not strictly independent of field, either. Real field emitters, that expose facets with different values of local work-function, are surrounded by a system of so-called "patch fields" 11,29 . Consider such an emitter mounted on one face of a parallel-plate arrangement.…”
Section: B Theoretical Discussionmentioning
confidence: 99%
“…But, in fact, the enhancement factor as conventionally defined for an old-style metal field emitter is not strictly independent of field, either. Real field emitters, that expose facets with different values of local work-function, are surrounded by a system of so-called "patch fields" 11,29 . Consider such an emitter mounted on one face of a parallel-plate arrangement.…”
Section: B Theoretical Discussionmentioning
confidence: 99%
“…When different parts ("patches") of an emitter surface have different work functions, a system of electrostatic patch fields [6,7] exists outside the surface, strongest near the patch edges.…”
Section: Work-function Theory and Patch Fieldsmentioning
confidence: 99%
“…When all energy-states in energy range dε n dε p are taken as fully occupied, the supply density is constant in energy-space and equal to the Sommerfeld supply density z S given by [12] z S = 4πem e /h P 3 ≈ 1.618311 × 10 14 A m -2 eV -2 , (7) where m e is the electron mass in free space and h P is Planck's constant. This is a fundamental statistical-mechanical result that is exactly equivalent to assuming that "the density of electron states is constant in phase-space", but is a better starting point for emission theory.…”
Section: H Elements Of Free-electron Theorymentioning
confidence: 99%
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“…A number of previous works have studied the interplay of a heterogeneous cathode surface on the resulting thermionic emission, and have sought to connect the smooth TL-FSCL transition to the spatial distribution of work function values. The theory of the anomalous Schottky effect [46] studied the contribution of the patch field effect (electrostatic potential nonuniformity on the cathode surface based on local work function values) and the Schottky barrier lowering effect on the smoothness of the TL-FSCL transition in J − V curves. Studies on space charge effects [39,40,47,48] reveal the contribution of 3-D space charge fields on the smooth transition in J − T curves.…”
Section: Introductionmentioning
confidence: 99%