2007
DOI: 10.1016/j.apsusc.2007.07.056
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Modeling of the deposition of Ni and Pd on Mo(110)

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Cited by 4 publications
(3 citation statements)
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“…When Mo reacted with Ni atom it can be analyzed that powerful metal-belt took shape and the shell storey of the electron retrenches and the nucleus's attraction to the outer sphere's electron power [9][10][11]. And then the order atom clusters in long distance were messed while the short distance unchanged, the characteristic of amorphous diffraction became more evident [12][13]. When the Mo atom content is even more(33.46at.%), as fig.…”
Section: Progress In Manufacturing Automation Technologiesmentioning
confidence: 99%
“…When Mo reacted with Ni atom it can be analyzed that powerful metal-belt took shape and the shell storey of the electron retrenches and the nucleus's attraction to the outer sphere's electron power [9][10][11]. And then the order atom clusters in long distance were messed while the short distance unchanged, the characteristic of amorphous diffraction became more evident [12][13]. When the Mo atom content is even more(33.46at.%), as fig.…”
Section: Progress In Manufacturing Automation Technologiesmentioning
confidence: 99%
“…With the Mo content reach to 28at.%(fig. 1), the diffraction of alloy appeared a double-shoulders peak in which related to the priority growth orientation of reduced atoms in the process of formation alloy coating, With the decreased of complexing agent, the reduction degree of MoO 4 2is decreased, which effect the multi-reduction process of Mo atoms [13,14] . So that in the process of formation alloy structure the atoms formed complex space structure under the force of outer high speed revolving electron.…”
mentioning
confidence: 96%
“…However, it is often the case that the bulk phase diagram is not an accurate way to predict surface behavior and, in that sense, the Sn-Au system seems to be a good example of that. In this work, we apply the quantum approximate method [11][12][13] Here, it suffices to indicate that the method describes any atomic arrangement in terms of individual contributions ε i of each atom to the total energy of formation of the system, ∆H = Σε i . Each contribution ε i consists of a strain energy term, ε i,s , a chemical energy term, ε i,c , and a coupling function, g i , linking both contributions, so that ε i = ε i,s + g i ε i,c .…”
mentioning
confidence: 99%