2012
DOI: 10.1007/s10853-012-6827-y
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Effects of impurities on the lattice dynamics of nanocrystalline silicon for thermoelectric application

Abstract: Doped silicon nanoparticles were exposed to air and sintered to form nanocrystalline silicon. The composition, microstructure, and structural defects were investigated with TEM, XRD, and PDF and the lattice dynamics was evaluated with measurements of the heat capacity, of the elastic constants with resonant ultrasound spectroscopy and of the density of phonon states (DPS) with inelastic neutron scattering. The results were combined and reveal that the samples contain a large amount of silicon dioxide and exhib… Show more

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Cited by 25 publications
(27 citation statements)
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“…) using its low‐energy limit LD=limE0false[gfalse(Efalse)/E2false] and vs3=η/2π2NV3LD (), where NV is the number of atoms per unit volume (NV=ρNA/Mw with ρ being the density, NA the Avogadro number, and Mw the atomic weight) and η is a scaling factor taking into account the different atomic masses and neutron scattering cross‐sections of Si, Ge, and P (η1.1 in the present case). The speed of sound obtained by this method is 3.89(2) km s1, i.e., nanostructuring combined with a 20% substitution of Si atoms by Ge atoms causes a decrease by 42% of the speed of sound of bulk Si (6.73(5) km s1) obtained by the same method (). This decrease is significantly higher than can be accounted for only by the density increase upon alloying.…”
Section: Resultsmentioning
confidence: 81%
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“…) using its low‐energy limit LD=limE0false[gfalse(Efalse)/E2false] and vs3=η/2π2NV3LD (), where NV is the number of atoms per unit volume (NV=ρNA/Mw with ρ being the density, NA the Avogadro number, and Mw the atomic weight) and η is a scaling factor taking into account the different atomic masses and neutron scattering cross‐sections of Si, Ge, and P (η1.1 in the present case). The speed of sound obtained by this method is 3.89(2) km s1, i.e., nanostructuring combined with a 20% substitution of Si atoms by Ge atoms causes a decrease by 42% of the speed of sound of bulk Si (6.73(5) km s1) obtained by the same method (). This decrease is significantly higher than can be accounted for only by the density increase upon alloying.…”
Section: Resultsmentioning
confidence: 81%
“…a and b) and energy‐dispersive X‐ray spectroscopy (EDX) gave indications that those precipitates are oxides. However, any significant amorphous SiO2 impurity would result () in a strong increase of the specific heat at 10 K as well as in a Boson peak visible in the DPS. As these fingerprints are absent or below detection limit (see Figs.…”
Section: Resultsmentioning
confidence: 99%
“…At the lowest temperatures, a simple model of the heat capacity can be designed by considering an electronic contribution (gT) and a lattice contribution that can be described using the Debye model and an Einstein term to describe the excess C p at approximately 45 K: 25 C p (T) = gT + dC D (T) + eC E (T) (1) where d and e are prefactors for the Debye and Einstein contributions, C D (T) and C E (T), respectively. More details about the Debye and Einstein models can be found in ref.…”
Section: Lattice Dynamicsmentioning
confidence: 99%
“…Instead, the temperature dependant measurements suggest a frequency‐dependent model in which the MFP for phonon‐boundary scattering is inversely proportional to the phonon frequency. The nanocrystalline nature of the bulk further directly affects the phonon dispersion relation which is altered by the introduction of interfaces into the material, as was demonstrated for nanocrystalline silicon (with considerable oxygen impurites) by Claudio et al .…”
Section: Silicon As a Thermoelectric Materialsmentioning
confidence: 97%