All Stories

  1. Comment on “Advanced field emission measurement techniques for research on modern cold cathode materials and their applications for transmission-type x-ray sources” [Rev. Sci. Instrum. 91, 083906 (2020)]
  2. Comments on the continuing widespread and unnecessary use of a defective emission equation in field emission related literature
  3. Comments on the voltage scaling of field electron emission current-voltage characteristics
  4. Publication of apparently unreliable book on fowler-nordheim field emission
  5. Alternative derivation of the Ruska/Langmuir reduced-brightness/spot-blurring formula, and some related comments
  6. Progress in establishing field electron emission science
  7. Development of an integrated theory of field emitter optics
  8. Comments on the voltage scaling of field electron emission current-voltage characteristics
  9. Use of a spreadsheet to test for lack of field emission orthodoxy
  10. Conceptual error in the international definition of voltage, and implications for theories of patch fields and electron emission
  11. Atom-Probe Tomography
  12. Data Analysis
  13. Data Reconstruction
  14. Introduction to Atom-Probe Tomography
  15. The Local Electrode Atom Probe
  16. Introduction to the Physics of Field Ion Emitters
  17. Field Evaporation and Related Topics
  18. Progress with developing theory for fowler-nordheim plot interpretation
  19. Use of a spreadsheet to test for lack of field emission orthodoxy
  20. The effect of barrier form on slope and intercept correction factors for curved emitters: Development of some enabling theory
  21. Conceptual error in the definition of the term “voltage” in the International Standard for Electromagnetism, and related implications for the theory of patch fields and electron emission
  22. Influence of barrier form on Fowler–Nordheim plot analysis
  23. Improved approach to Fowler–Nordheim plot analysis
  24. Illustrating field emission theory by using Lauritsen plots of transmission probability and barrier strength
  25. Resolving power of the field electron and field ion imaging processes
  26. Recent progress in reshaping the theory of orthodox field electron emission
  27. New type of intercept correction factor for Fowler-Nordheim plots
  28. Field enhancement factor for a tall closely-spaced array of identical conducting posts, and implications for fowler-nordheim theory
  29. Illustrating field emission theory by using plots of transmission probability and barrier strength
  30. Scaled form for kernel Fowler-Nordheim-type expression based on the Schottky-Nordheim barrier, and test for orthodoxy of field electron emission
  31. Comment on ‘Metallic nanowire–graphene hybrid nanostructures for highly flexible field emission devices’
  32. Screened field enhancement factor for a tall closely spaced array of identical conducting posts and implications for Fowler-Nordheim-type equations
  33. Extraction of emission parameters for large-area field emitters, using a technically complete Fowler–Nordheim-type equation
  34. FIB-SEM
  35. Field Electron Emission from Nanomaterials
  36. P2–32: Accurate calculation of the Schottky-Nordheim barrier functions
  37. P2–31: Simple derivation of formula for Sommerfeld supply density
  38. P1–26: Influence of tip curvature on field electron emission characteristics
  39. 5.4: Analysis of experimental field emission current-voltage characteristics (especially those from carbon nanotubes)
  40. P1–28: Use, in Fowler-Nordheim-type equations, of accurate solution of the Schrödinger equation for the Schottky-Nordheim barrier
  41. P1–27: Influence of improved surface potential-energy model on CFE characteristics and related slope and intercept correction factors
  42. Thin-slab model for field electron emission
  43. Simple derivation of the formula for Sommerfeld supply density used in electron-emission physics and limitations on its use
  44. Comparison of approximations for the principal Schottky–Nordheim barrier function v(f), and comments on Fowler–Nordheim plots
  45. Comparison of approximations for the principal Schottky-Nordheim barrier function v(f)
  46. Theories of field emission from graphene based on thin-slab and atomic-array models
  47. Use of the concept “area efficiency of emission” in equations describing field emission from large-area electron sources
  48. Proposal to replace fowler-nordheim plots by millikan-lauritsen plots as the basic method of analysing experimental field emission data
  49. Use of Millikan–Lauritsen plots, rather than Fowler–Nordheim plots, to analyze field emission current-voltage data
  50. Use of the concept “area efficiency of emission” in equations describing field emission from large-area electron sources
  51. Liquid Metal Ion Sources
  52. Gas Field Ionization Sources
  53. Exact analysis of surface field reduction due to field-emitted vacuum space charge, in parallel-plane geometry, using simple dimensionless equations
  54. The formal derivation of an exact series expansion for the principal Schottky–Nordheim barrier function v , using the Gauss hypergeometric differential equation
  55. The roles of apex dipoles and field penetration in the physics of charged, field emitting, single-walled carbon nanotubes
  56. On the need for a tunneling pre-factor in Fowler–Nordheim tunneling theory
  57. Call for experimental test of a revised mathematical form for empirical field emission current-voltage characteristics
  58. Appendix to “Coulomb interactions in Ga LMIS” by Radlička and Lencová
  59. Physics of generalized Fowler-Nordheim-type equations
  60. Description of field emission current/voltage characteristics in terms of scaled barrier field values (f-values)
  61. Reformulation of the standard theory of Fowler–Nordheim tunnelling and cold field electron emission
  62. 49th International Field Emission Symposium
  63. Field penetration into amorphous‐carbon films: consequences for field‐induced electron emission
  64. The physics of generalized Fowler-Nordheim-type equations
  65. The International Field Emission Society
  66. Analysis of planar field-stimulated vacuum space-charge using a dimensionless equation
  67. Tutorial lecture on the theory of cold field electron emission
  68. Exact mathematical solution for the principal field emission correction function υ used in Standard Fowler-Nordheim theory
  69. Simple good approximations for the special elliptic functions in standard Fowler-Nordheim tunneling theory for a Schottky-Nordheim barrier
  70. Comments on the JWKB Approximation
  71. Extraction of Experimental ZERO-Q Evaporation Field Values
  72. Tutorial Lecture on Field Electron Emission Theory
  73. Another Look at the Classical Calculation of Evaporation Fields
  74. Forbidden Ions in Field Evaporation
  75. Analytical Approximations for the Special Elliptic Functions of Standard Fowler-Nordheim Theory
  76. Social networks generate interest in computer science
  77. Preface
  78. Use of energy-space diagrams in free-electron models of field electron emission
  79. 48th International Field Emission Symposium(IFES) & 15th International Vacuum Microelectronics Conference(IVMC)
  80. Extraction of emission area from Fowler–Nordheim plots
  81. Field ion emission: the effect of electrostatic field energy on the prediction of evaporation field and charge state
  82. Field electron and ion emission from charged surfaces: a strategic historical review of theoretical concepts
  83. Some comments on models for field enhancement
  84. Fundamental new results in the energetics and thermodynamics of charged metal surfaces
  85. Field-induced electron emission from electrically nanostructured heterogeneous (ENH) materials
  86. New results in the theory of Fowler–Nordheim plots and the modelling of hemi-ellipsoidal emitters
  87. Low-macroscopic-field electron emission from carbon films and other electrically nanostructured heterogeneous materials: hypotheses about emission mechanism
  88. Theory and Modelling of Field-Induced Electron Emission
  89. LIQUID-METAL ION SOURCES AND ELECTROSPRAYS OPERATING IN CONE-JET MODE: SOME THEORETICAL COMPARISONS AND COMMENTS
  90. Refining the application of Fowler–Nordheim theory
  91. The electrical surface as centroid of the surface-induced charge
  92. ELECTROSPRAYS AND LIQUID-METAL ION SOURCES—SOME THEORETICAL SIMILARITIES AND DIFFERENCES
  93. Field emission: New theory for the derivation of emission area from a Fowler–Nordheim plot
  94. Use of a spreadsheet for Fowler–Nordheim equation calculations
  95. Calculation of the electrical-surface (image-plane) position for aluminium
  96. Controlling mechanisms for field-induced electron emission from diamond-like carbon films
  97. On the Problem of Establishing the Location of the Electrical Surface (Image Plane) for a Tungsten Field Emitter
  98. Field adsorption of helium and neon on metals: an integrated theory
  99. Field-ion imaging old and new
  100. On the theory of helium field adsorption
  101. Some comments on the simultaneous desorption of 3He and 4He
  102. Field evaporation theory: a review of basic ideas
  103. Modelling the link between emission current and LMIS cusp length
  104. New understandings in the theory of liquid-metal ion sources
  105. A comment on the relationship between emission field and tip radius for a liquid-metal ion source
  106. Liquid-metal ion source theory: electrohydrodynamics and emitter shape
  107. An analytical calculation of LMIS cusp length
  108. VLSI—Circuits and Systems in Silicon, Edited by A. BROWN (New York: McGraw-Hill, 1991), 448 pp., £49.95 (hardcover). ISBN 0 07 707221 9.
  109. Further comments on field adsorption
  110. Calculation of the shape of the liquid cone in a liquid-metal ion source
  111. Book review
  112. What do We Mean by Work Function” ?
  113. On charged-surface models and the origin of field adsorption
  114. On charged-surface models and the origin of field adsorption
  115. Modelling of liquid-metal ion sources
  116. Derivation of bonding distance and vibration frequency from field evaporation experiments
  117. Derivation of bonding distance and vibration frequency from field evaporation experiments
  118. The temperature dependence of evaporation field for Gomer-type field-evaporation mechanisms
  119. A fresh look at the electric-field dependence of surface-atom binding energy
  120. New activation-energy formulae for charge-exchange type mechanisms of field evaporation
  121. New activation-energy formulae for charge-exchange type mechanisms of field evaporation
  122. A new formula for predicting low‐temperature evaporation field
  123. Field evaporation theory: A re-analysis of published field sensitivity data
  124. Progress with the theory of noble-gas field adsorption
  125. The influence of hyperpolarisability and field-gradient polarisability on field adsorption binding energies for He on W(111)
  126. Charge hopping and charge draining: Two mechanisms of field desorption
  127. Derivation of surface‐atom polarizability from field‐ion energy deficits
  128. An array model for the field adsorption of helium on tungsten (111)
  129. Wave-mechanical theory of field ionization and field-ion energy distributions
  130. Conceptual errors in the theory of field adsorption
  131. The influence of depolarisation on surface-atom polarisation energy
  132. A basic wave-mechanical theory of field-ion energy distributions
  133. A discrete-charge model of a field-ion emitter surface
  134. Field adsorption — The monopole-dipole interaction
  135. Amount of substance: an alternative proposal
  136. Field evaporation theory: The atomic-JUG formalism
  137. More confusion over the Avogadro constant
  138. Confusion over the avogadro constant
  139. Atomic polarisability values in the SI system
  140. A generalised theory of standard field ion appearance energies
  141. Comment on “surface plasmon excitation in field ion emission” by R. Brako and M. Šunjić
  142. An alternative theoretical approach to field evaporation rate sensitivities
  143. A theory of field-ion imaging: II. On the origin of site-current variations*
  144. A theory of field-ion imaging: I. A quasi-classical site-current formula
  145. Field-ion imaging theory: On the visibility of adsorbates
  146. Field-ion Image Formation