Abstract

We report angle-resolved photoemission (ARPES) measurements, density functional and model tight-binding calculations on Ba2IrO4 (Ba-214), an antiferromagnetic (TN = 230 K) insulator. Ba-214 does not exhibit the rotational distortion of the IrO6 octahedra that is present in its sister compound Sr2IrO4 (Sr-214), and is therefore an attractive reference material to study the electronic structure of layered iridates. We find that the band structures of Ba-214 and Sr-214 are qualitatively similar, hinting at the predominant role of the spin–orbit interaction in these materials. Temperature-dependent ARPES data show that the energy gap persists well above TN, and favor a Mott over a Slater scenario for this compound.

Highlights

  • The iridates are a new family of strongly correlated materials, with fascinating physical properties [1,2,3,4,5,6,7,8,9,10,11,12]

  • Unlike 3d transition metal oxides (TMOs), dominated by the Coulomb interaction, or 4d TMOs, where Hund’s rule coupling plays a major role [13], the electronic structure of the 5d iridates reflects the coexistence of similar Coulomb, crystal-field (CEF) and spin–orbit (SO) coupling energy scales

  • The electronic structure is shaped by strong SO coupling, which splits the Ir 5d t25g manifold, so that the highest occupied state is a narrow, half-filled jeff = 1/2 band

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Summary

Introduction

The iridates are a new family of strongly correlated materials, with fascinating physical properties [1,2,3,4,5,6,7,8,9,10,11,12]. The layered perovskite Sr2IrO4 (Sr-214) has attracted considerable attention because of intriguing similarities with the cuprate parent compound La2CuO4 (LCO). It exhibits weakly coupled IrO2 square-lattice planes built from corner-sharing IrO4 plaquettes, analogous to the characteristic CuO4 building blocks of the cuprates [4, 5, 14,15,16]. Due to the larger Ba radius, Ba-214 does not exhibit the rotational distortion, and is a more promising parent compound for possible iridate superconductors. ARPES data collected over a broad temperature range do not give evidence for a temperaturedependent gap, and are more consistent with a Mott than with a Slater scenario

Methods
Band structure
Temperature evolution
First-principles calculations
Tight binding approach
Summary
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