2009 SEMICONDUCTORS AND NANOSTRUCTURESMagnetoresistance in β-FeSi 2 on n-type Si substratesHall bars consisting of 30nm of FeSi were deposited by DCmagnetron sputtering at 30 W in a high vacuum onto nativeoxide Si (001) on to n-type phosphorous doped Si substrateswith 1-10 Ω resistivity. Post deposition the films were annealedfor 10 hours at 850 ◦ C . At these temperatures withthe breakdown of the native oxide, the film harvested theunderlying Si. X-ray diffractometry confirmed β-FeSi 2 asthe final stable phase upon the substrate. Once this wasconfirmed, Cu top electro<strong>des</strong> were deposited, also definedusing shadow masking during sputtering. The resistance ofthe bilayer structure was measured using standard 4 wirelock-in techniques in magnetic fields, H, up to 22 T. Themagnetoresistance, MR=∆R/R, was th<strong>en</strong> calculated fromthe following equation:A similarly large positive MR has be<strong>en</strong> observed in borondoped Si [Schoonus et al., Phys. Rev. Lett., 100, 127202(2008)]. This effect has be<strong>en</strong> attributed to autocatalytic impactionisation in the Si. They observe isotropic MR unlikethe MR in our system. All data displayed is in the transversefield (magnetic field perp<strong>en</strong>dicular to the curr<strong>en</strong>t direction),wh<strong>en</strong> the curr<strong>en</strong>t and magnetic field direction concura smaller effect is measured.∆RRR(H) − R(0)= , (11)R(0)Figure 63: MR at the crossover betwe<strong>en</strong> conduction through thefilm and substrate. Above 20 K an external magnetic field increasesthe substrate resistance until it becomes comparable to thefilm at which point the relatively smaller MR in the film is observed.At 14.4 K it is assumed that all conduction is through theβ-FeSi 2 and 11 % MR is measured.Figure 62: MR of the bilayer, the peak MR, arising from the Sioccurs at ∼45K. Below this temperature the β-FeSi 2 layer resistanceis lower than the Si and with the change in curr<strong>en</strong>t path theMR t<strong>en</strong>ds to plateau.At high temperatures the resistance of the film far exceededthat of the substrate, therefore the majority of the curr<strong>en</strong>tshunted through the substrate. At these temperatures themagnetoresistance of the doped Si substrate is appar<strong>en</strong>t.This large positive MR has rec<strong>en</strong>tly observed in phosphorousdoped silicon [Delmo et al., Nature, 457, 1112 (2009)],explained in terms of breaking of the space charge effect.The extraordinarily large MR saturates as the substrate resistancecompares to that of the film. Figure 62 illustratesthe MR in the doped Si. This MR increases with decreasingtemperatures until the majority of the conduction is throughthe β-FeSi 2 film. At low temperatures (∼25 K) the Si substrateresistance exceeds the film and it can be assumed thatconduction is predominantly directed through the β-FeSi 2layer. This is demonstrated in figure 63, suggesting thecrossover betwe<strong>en</strong> the two regimes. The large MR of theSi underlayer is increased by the external magnetic field.As this resistance exceeds begins to exceed that of the filmonly the MR inher<strong>en</strong>t to the β-FeSi 2 layer is observed. Theexternal magnetic field creates a non linear Hall effect thatwas measured simultaneously to the MR. The non-linearityis most pronounced below 30K where the high magneticfields, and large MR of the doped Si causes the conductionpath to change.D. K. MaudeN. A. Porter, C. H. Marrows, (School of Physics and Astronomy, University of Leeds, Leeds, UK, LS2 9JT),47
SEMICONDUCTORS AND NANOSTRUCTURES 2009Two-dim<strong>en</strong>sional weak localization in polycrystalline granular SnO 2 filmsThe ph<strong>en</strong>om<strong>en</strong>on of quantum interfer<strong>en</strong>ce in disorderedconductors is well known and its effects on the electricalconductance are widely used to determine the inelasticscattering time of charge carriers, and thus, the mechanismsof inelastic scattering. Because of the promin<strong>en</strong>teffects of weak localization in 2D systems they became anobject of int<strong>en</strong>sive studies. However, the reduced dim<strong>en</strong>sionalityand the pres<strong>en</strong>ce of disorder lead not only to <strong>en</strong>hancem<strong>en</strong>tof interfer<strong>en</strong>ce effects, but also to the necessityto take into account the electron-electron interaction. It appearedthat such characteristics as d<strong>en</strong>sity of states, temperatureand magnetic field dep<strong>en</strong>d<strong>en</strong>cies of electrical conductancecould be <strong>des</strong>cribed only if one takes into accountthe effects of electron-electron interaction in a disorderedlow-dim<strong>en</strong>sional system [Altshuler and Aronov, Modernproblems in cond<strong>en</strong>sed matter sci<strong>en</strong>ces Vol 10, Efros andPollak. ed., North Holland 1985]. Moreover, the dephasingmechanisms in weak localization are strongly relatedto interaction effects; inelastic electron-phonon scattering,quasi-elastic electron-electron scattering with small <strong>en</strong>ergytransfer. The interplay of interfer<strong>en</strong>ce and interaction effectsremains a puzzling problem that is still far from beingsolved.(2006)] where the weak localization model is ext<strong>en</strong>ded beyondthe diffusion limit. In the frame of this model, onlysmall closed loops are believed to give contribution to theeffect of weak localization at such high magnetic fields, theminimum number of collisions in each loop being 3. Onecan suppose that relative to electron-electron interaction effects,these triangles should be easier to study rather thanany complicated electronic path with a large number of collision.As in many materials the dephasing in the weak localizationeffect was found to be due to electron-electroninteractions, the study of these materials in high magneticfields should provide important information about these interactions(single electron’s wave function interfer<strong>en</strong>ce is<strong>des</strong>troyed, so the interaction effects should give the maincontribution to magnetoconductance).In our SnO 2 polycrystalline films the low transverse magneticfield dep<strong>en</strong>d<strong>en</strong>ce of the conductance is positive andcan be <strong>des</strong>cribed in the frame of a 2D weak localizationmodel, the phase breaking mechanism being electronelectronscattering with small <strong>en</strong>ergy transfer.In figure 64, the dep<strong>en</strong>d<strong>en</strong>ce of the magnetoconductance onthe normalized magnetic field B/B ϕ , measured on the samesample, are pres<strong>en</strong>ted over the full range of applied magneticfield up to 50 T. Here, B ϕ is the value of magnetic fieldat which the flux of magnetic field through an area <strong>en</strong>closedby the electron’s paths becomes equal to the flux quantumh/2e. From both the inset, where the curves are pres<strong>en</strong>tedin linear coordinates, and from the main part of figure 64,one can see that at high fields the curves exhibit differ<strong>en</strong>tbehaviour and no longer overlap any more. We thus suggestthe necessity to take into account the anisotropy ofthe scattering pot<strong>en</strong>tial in order to <strong>des</strong>cribe the observedresults. Differ<strong>en</strong>t particularities of single scattering ev<strong>en</strong>tsmay have influ<strong>en</strong>ce at differ<strong>en</strong>t temperatures in this highfield region.The experim<strong>en</strong>tal curves in figure 64 resemble those derivedby Zduniak et al. [Phys. Rev. B 56, 1996 (1997)]and by German<strong>en</strong>ko et al. [Phys. Rev. B 73, 233301Figure 64: The magnetic field dep<strong>en</strong>d<strong>en</strong>cies of magnetoconductanceas a function of normalized magnetic field. Inset shows fielddep<strong>en</strong>d<strong>en</strong>cies of magnetoresistance in linear coordinates measuredon the same sample.The analysis of high-field magnetoresistance data, obtainedon our samples of SnO 2 polycrystalline thin films, will provideanother one possibility to justify the mechanism ofelectron-electron interaction in disordered systems. The advantageof our samples is in highly controllable degree ofdisorder, which provi<strong>des</strong> possibility to tune the range of occurr<strong>en</strong>ceof quantum interfer<strong>en</strong>ce under applied magneticfields.T. A. Dauzh<strong>en</strong>ka, J. GalibertV. K. Ks<strong>en</strong>evich (Belarus State University, Dept Phys. SC & Nanoelectronics, BY-Minsk), I.A. Bashmakov (BelarusState Univ. Research Institute of Physicochemical Problems, BY-Minsk)48
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2009 APPLIED SUPERCONDUCTIVITYMagne
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2009 APPLIED SUPERCONDUCTIVITYPhtha
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MAGNETO-SCIENCE 2009Study of the in
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MAGNETO-SCIENCE 2009Magnetohydrodyn
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2009 MAGNET DEVELOPMENT AND INSTRUM
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2009 PROPOSALSProposals for Magnet
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2009 PROPOSALSSpin-Jahn-Teller effe
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2009 PROPOSALSQuantum Oscillations
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2009 PROPOSALSThermoelectric tensor
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2009 PROPOSALSDr. EscoffierCyclotro
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2009 THESESPhD Theses 20091. Nanot
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2009 PUBLICATIONS[21] O. Drachenko,
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2009 PUBLICATIONS[75] S. Nowak, T.
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Institut Jean Lamour, Nancy : 68Ins
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Lawrence Berkeley National Laborato