Atom-Probe Tomography 2014
DOI: 10.1007/978-1-4899-7430-3_3
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Field Evaporation and Related Topics

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Cited by 3 publications
(6 citation statements)
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“…Within this work the local evaporation rate is taken to be an Arrhenius' law depending on the local electric field strength [24]. However, the framework proposed is highly flexible and allows for very general sample evaporation functions, not explored in the context of this work.…”
Section: The Physics Of Field Evaporationmentioning
confidence: 99%
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“…Within this work the local evaporation rate is taken to be an Arrhenius' law depending on the local electric field strength [24]. However, the framework proposed is highly flexible and allows for very general sample evaporation functions, not explored in the context of this work.…”
Section: The Physics Of Field Evaporationmentioning
confidence: 99%
“…Here, A is a global constant relating the field evaporation emission equation [23,24] to the continuum theory, β is a temperature dependent parameter, F 0 (s) is the local material evaporation field, ||E(s)|| is the local electric field strength, and s is a point on the sample surface S. Whilst this law is of a simplified form to what is typically described within the literature [23], more complex formulations can be used without alterations to the model framework. Typical exper imental values for β approximately range from 40 (laser mode) to 400 (voltage mode).…”
Section: The Physics Of Field Evaporationmentioning
confidence: 99%
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“…At present, the model assumes individual phases are of a uniform evaporation field. Here the C term has been assumed constant, and assigned a typical value of 1.3 eV [13]. In this work, the temperature T has also been assumed constant over the surface (T = 50 K).…”
Section: The Continuum Evaporation Model: a Summarymentioning
confidence: 99%
“…Here, the authors propose formalising this concept of local surface magnification through the local Jacobian (J) of the trajectory mapping. In particular, a useful signed scalar magnification definition can be obtained from the local Jacobian determinant in equation (13). Here, a negative sign for ∥J∥ implies that the projected panel has flipped under the trajectory mapping (figure 5).…”
Section: Local Magnificationmentioning
confidence: 99%