1974
DOI: 10.13182/nse74-a23346
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An Algorithm for the Energy Deposition by Fast Electrons

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Cited by 108 publications
(25 citation statements)
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“…where P refers to the beam power (watts), I the beam current (amperes), v the beam moving speed (centimeters per second), l the beam scanning width (centimeters), and f the beam reflection coefficient, which is calculated to be 0.08 by Tabata et al [30] The heat input of the surface composite specimens fabricated with the beam current of 25 mA is calculated to be 6.44 kJ/cm 2 , which is transferred to the material through a process of electron energy loss. Oh et al [31] investigated the formation processes of the surface composite layer by analyzing the electron energy loss from the surface and explained them as follows: (1) melting of the substrate surface, (2) melting of metamorphic powders covered by the melted substrate surface, and (3) formation of the surface composite layer in the melted pool during solidification.…”
Section: Discussionmentioning
confidence: 99%
“…where P refers to the beam power (watts), I the beam current (amperes), v the beam moving speed (centimeters per second), l the beam scanning width (centimeters), and f the beam reflection coefficient, which is calculated to be 0.08 by Tabata et al [30] The heat input of the surface composite specimens fabricated with the beam current of 25 mA is calculated to be 6.44 kJ/cm 2 , which is transferred to the material through a process of electron energy loss. Oh et al [31] investigated the formation processes of the surface composite layer by analyzing the electron energy loss from the surface and explained them as follows: (1) melting of the substrate surface, (2) melting of metamorphic powders covered by the melted substrate surface, and (3) formation of the surface composite layer in the melted pool during solidification.…”
Section: Discussionmentioning
confidence: 99%
“…where V 5 acceleration voltage, I 5 beam current, v 5 beam moving speed, l 5 beam scanning width, and f 5 beam reflection coefficient, which was calculated to be 0.08 by Tabata et al [21] The heat input of the F1 specimen fabricated with the beam current of 55 mA is calculated to be 4.05 kJ/cm 2 , which is transferred to the material through a process of electron energy loss. Oh et al [12] investigated the formation processes of the surface composite layer by analyzing the electron energy loss from the surface, and explained them as (1) melting of flux and the substrate surface, (2) melting of metamorphic powders covered by the melted substrate surface, and (3) formation of the surface composite layer in the melted pool during solidification.…”
Section: Discussionmentioning
confidence: 99%
“…The experimental curve of the density distribution of absorbed energy for PETN [8] is satisfactorily described by equation [5,6]:…”
Section: Problem Statementmentioning
confidence: 99%