1983
DOI: 10.1103/physrevb.27.7186
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Structural, elastic, and transport anomalies in molybdenum/nickel superlattices

Abstract: Metallic superlattices of nickel and molybdenum have been synthesized for a wide range of layer thicknesses by alternate sputtering. X-ray examination shows that they are composed of layers of fcc nickel and bcc molybdenum oriented along [111]and [110]directions, respectively. Anomalies have been observed in the lattice spacings, elastic moduli, and electrical resistivity versus modulation wavelength. These anomalies occur simultaneously at the same superlattice wavelength. The anomalies have been interpreted … Show more

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Cited by 233 publications
(27 citation statements)
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“…For instance, for the (Dy 20 /Sc 60 ) 50 SL, we calculate that for the Dy layers, the average in-plane strain is ε = −0.0231 and the out-of-plane strain is ε ⊥ = 0.0256. Notice that, as found in other systems [57], ε ⊥ > |ε | in opposition to the Poisson's ratio [58], i.e., ε ⊥ = −2ε c 13 c 33 , where c 13 /c 33 (=0.263 [59]) is taken as the bulk value. Apparently, the origin of the anomalous strains in multilayered systems seems to be related to the electronic band mismatching [60] (dissimilar Fermi energy and/or electronic band structure) between constituents and, therefore, it is difficult to accurately separate out from the epitaxial strains.…”
Section: A Superlattices Structural Characterization: Transmission Ementioning
confidence: 98%
“…For instance, for the (Dy 20 /Sc 60 ) 50 SL, we calculate that for the Dy layers, the average in-plane strain is ε = −0.0231 and the out-of-plane strain is ε ⊥ = 0.0256. Notice that, as found in other systems [57], ε ⊥ > |ε | in opposition to the Poisson's ratio [58], i.e., ε ⊥ = −2ε c 13 c 33 , where c 13 /c 33 (=0.263 [59]) is taken as the bulk value. Apparently, the origin of the anomalous strains in multilayered systems seems to be related to the electronic band mismatching [60] (dissimilar Fermi energy and/or electronic band structure) between constituents and, therefore, it is difficult to accurately separate out from the epitaxial strains.…”
Section: A Superlattices Structural Characterization: Transmission Ementioning
confidence: 98%
“…For metallic MLS with bilayer of equal thickness of individual metal (W/Mo, Ni) layers, superlattice peaks appear about W/Mo(110) and Ni(111) both [5][6][7][8][9]. In these MLS superlattice formation takes place due to alignment of the crystallographic planes of these metals parallel to the interface.…”
Section: Introductionmentioning
confidence: 96%
“…Occurrence of these elastic anomalies has been experimentally well evidenced by surface velocity measurement in Brillouin scattering experiments [3,4]. In this regard metallic superlattices having equal layer thickness of metal combinations like Mo/Ni, W/Ni and W/ Cu have been studied [5][6][7][8][9][10]. Yet another important class of superlattices is found in epitaxially grown semiconducting multilayers like Ge x Si 1 − x /Si.…”
Section: Introductionmentioning
confidence: 96%
“…An unexpected decrease of the Rayleigh wave velocity (softening of the elastic constants) has been reported for Nb/Cu[l], Mo/Ni [2], Ni/V [3] and Ag/Cr [4]. Au/Cr superlattices are the only exception to date to show a maximum in surface wave velocity as a function of the bilayer thickness [5].…”
Section: Introductionmentioning
confidence: 94%