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What drives the insulating state in ultrathin films of an “uncorrelated” metal?. Priya Mahadevan S.N. Bose National Centre for Basic Sciences, Kolkata. Collaborators: F. Aryasetiawan, AIST-RICS Janotti, UCSB T. Sasaki, NIMS. Mahadevan et al. (unpublished). Why ultrathin films?.
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What drives the insulating state in ultrathin films of an “uncorrelated” metal? Priya Mahadevan S.N. Bose National Centre for Basic Sciences, Kolkata • Collaborators: • F. Aryasetiawan, AIST-RICS • Janotti, UCSB • T. Sasaki, NIMS Mahadevan et al. (unpublished)
Why ultrathin films? • An alternate to current semiconductor technology – oxide electronics • Harness the multifunctionality of oxide materials From a physics point of view one finds unusual physics qualitatively different from the bulk of the same systems in this regime.
Our system of choice … A 4d oxide – a set of systems which one believe are not so correlated SrRuO3 ( This is both ferromagnetic and metallic ) Would one/few monolayers of the system be metallic and show ferromagnetism ?
And the answer existed from experiment … System: SrRuO3 grown on SrTiO3 Bulk is ferromagnetic + metallic Metal From Prof. Fujimori’s group Toyota et al. APL (2005) Insulator
And we first try to understand the bulk Ru Projection of the perovskite unit cell O Sr Ru-O-Ru angle of 162 degrees
The Method • Plane-wave, spin-polarized PAW (first proposed by Bloechl) calculations using VASP • GGA PW-91 exchange functional • Calculations for the ultrathin films were carried out for a symmetric slab (discussed later) with atleast 4 unit cells of vacuum.
And the basic electronic structure is … Dominated by Ru d and O p states t2g And the ground state is found to be ferromagnetic eg
We do have a good description of the electronic structure within GGA, But how important are electronic correlation effects?
Determination of U The fully screened Coulomb interaction is given by W = [ 1 – v P] -1 v v is the bare Coulomb interaction P is the non-interacting polarization For d electrons say, P = Pd + Pr On the d manifold, U = [ 1 – v Pr ] -1 v The fully screened interaction is then, W = [ 1 – U Pd] -1 U F. Aryasetiawan et al., PRB 70, 195104 (2004)
How successful is this method? F. Aryasetiawan et al. PRB 74, 125106 (2006) Present work
Effect of U on the bulk electronic structure (lattice distortions) Primary distortion is GdFeO3 - type
Effect of U on the bulk electronic structure (magnetism) FM stability is measured with respect to the A type antiferromagnetic state
Effect of U on the bulk electronic structure &magnetism Half-metallic state opens up (exists from U=2.5) At the brink of a transition to a half-metallic state
And for the ultrathin films … SrRuO3 grown on SrTiO3 RuO2 Considered a 15 – layer slab SrO • The two are lattice-matched, so in-plane strain effects are small TiO2 SrO A 2x2 reconstruction at each layer TiO2 SrO TiO2 SrO TiO2 SrO TiO2 SrO TiO2 SrO TiO2 RuO2
Why is the bulk metallic? • Ru has a d4 configuration • SRO has a large crystal field splitting t2g (dn) t2g (up) Why is the surface insulating? Metal-insulator transition induced by a non-magnetic transition ? dxz,dyz
And the electronic structure at the surface is … Ferromagnetic and metallic dxz,dyz
Why don’t we see the nonmagnetic transition? dxy dxz,dyz • Significant interaction between Ru atoms, which is aided by the distortion • of the out-of-plane Oxygen In-plane bond length = 1.97 A, same as Ti-O bond length Ru O O O Out of plane bond length = 1.95 A
How do we engineer narrower bands and drive the transition? • With U on Ru (but relevant U is small 2.5-3 eV • In an antiferromagnetic arrangement of Ru – “coupling weaker than FM” • “aided” by lattice distortions This summarizes what happens!
Why is the surface insulating? In-plane bond length = 1.97 A, same as Ti-O bond length Ru O O O Out of plane bond length = 2.13 A Metal-insulator transition induced by orbital-ordering + spin-state transition dxy d3z2-r2 dxz,dyz
How do the energetics change with U? FM AFM NM (All energies in meV) U=0 -104 0 0 U=3 0 -291 +498 A value of U in the range of 2.5-3 eV is sufficient to bring about the transition to the AFM state. This estimate of U is found to be in agreement with ab-initio estimate of 2.5 eV.
And the effect of U on the surface … Insulating and antiferromagnetic
To conclude Ultrathin films enable us to move into a new regime of physics for these “uncorrelated” 4d oxides. Thank you for your attention