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Dive into the research topics where Lucia Steinke is active.

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Featured researches published by Lucia Steinke.


Physical Review B | 2007

Metallic and insulating states at a bent quantum Hall junction

M. Grayson; Lucia Steinke; Dieter Schuh; Martin Bichler; L. Hoeppel; J. H. Smet; Klaus von Klitzing; D. K. Maude; G. Abstreiter

Grenoble High Magnetic Field Laboratories CNRS, 38042 Grenoble, France(Dated: February 6, 2008)A non-planar geometry for the quantum Hall (QH) effect is studied, whereby two quantum Hall(QH) systems are joined at a sharp right angle. When both facets are at equal filling factor ν thejunction hosts a channel with non-quantized conductance, dependent on ν. The state is metallic atν = 1/3, with conductance along the junction increasing as the temperature T drops. At ν = 1,2 itis strongly insulating, and at ν = 3,4 shows only weak T dependence. Upon applying a dc voltagebias along the junction, the differential conductance again shows three different behaviors. Hartreecalculations of the dispersion at the junction illustrate possible explanations, and differences fromplanar QH structures are highlighted.


Applied Physics Letters | 2008

Nanometer-scale sharpness in corner-overgrown heterostructures

Lucia Steinke; Patrick R. Cantwell; Dmitri N. Zakharov; Eric A. Stach; Nestor J. Zaluzec; A. Fontcuberta i Morral; Martin Bichler; G. Abstreiter; M. Grayson

A corner-overgrown GaAs∕AlGaAs heterostructure is investigated with transmission and scanning transmission electron microscopy, demonstrating self-limiting growth of an extremely sharp corner profile 3.5nm wide. In the AlGaAs layers, we observe self-ordered diagonal stripes, precipitating exactly at the corner, which show increased Al content measured with x-ray spectroscopy. A quantitative model for self-limited growth is adapted to the present case of faceted molecular beam epitaxial growth, and the corner sharpness is discussed in relation to quantum confined structures. We note that corner overgrowth maintains nanometer sharpness after microns of growth, allowing corner-shaped nanostructures.


Physical Review B | 2008

Hopping conduction in strongly insulating states of a diffusive bent quantum Hall junction

Lucia Steinke; Dieter Schuh; Martin Bichler; G. Abstreiter; M. Grayson

Transport studies of a bent quantum Hall junction at integer filling factor


International Journal of Modern Physics B | 2007

NOVEL ONE-DIMENSIONAL STATES IN A BENT QUANTUM HALL JUNCTION

M. Grayson; Lucia Steinke; Michael Huber; Dieter Schuh; Martin Bichler; G. Abstreiter; L. Hoeppel; J. H. Smet; Klaus von Klitzing; D. K. Maude

\ensuremath{\nu}


Physica Status Solidi B-basic Solid State Physics | 2008

Sharp quantum Hall edges: Experimental realizations of edge states without incompressible strips

M. Grayson; Lucia Steinke; Michael Huber; Dieter Schuh; Max Bichler; G. Abstreiter

show strongly insulating states


Bulletin of the American Physical Society | 2018

Electronic correlations and chiral, nonlocal transport in surface states of HfNiSn single crystals

Lucia Steinke; Hua He; Mason Klemm; Timothy Lovorn; A. H. MacDonald; Meigan C. Aronson

(\ensuremath{\nu}=1,2)


Bulletin of the American Physical Society | 2017

Magnetotransport of surface states in HfNiSn single crystals

Lucia Steinke; Jedediah Kistner-Morris; Hua He; Shelby Zellman; Timothy Lovorn; A. H. MacDonald; Meigan C. Aronson

at higher fields. In this paper we analyze the strongly insulating behavior as a function of temperature


Bulletin of the American Physical Society | 2017

Unconventional large magnetoresistance in Cu

Joseph H. Ross; Ali A. Sirusi; Alexander Page; Ctirad Uher; Lucia Steinke; M. C. Aronson

T


Bulletin of the American Physical Society | 2016

_{2-}_{x}

Lucia Steinke; Jedediah Kistner-Morris; Haiming Deng; Gayle Geschwind; Meigan C. Aronson

and dc bias


Bulletin of the American Physical Society | 2015

Te

Jack Simonson; Lucia Steinke; Shelby Zellman; Jedediah Kistner-Morris; Akshat Puri; Evon Andrews; Meigan C. Aronson

{V}_{\text{dc}}

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M. Grayson

Northwestern University

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Dieter Schuh

University of Regensburg

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A. H. MacDonald

University of Texas at Austin

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Hua He

Stony Brook University

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