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Dive into the research topics where Z. Liliental-Weber is active.

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Featured researches published by Z. Liliental-Weber.


Applied Physics Letters | 1989

Structural properties of As-rich GaAs grown by molecular beam epitaxy at low temperatures

M. Kaminska; Z. Liliental-Weber; E. R. Weber; Thomas F. George; J. B. Kortright; F. W. Smith; B‐Y. Tsaur; A. R. Calawa

GaAs layers grown by molecular beam epitaxy (MBE) at substrate temperatures between 200 and 300 °C were studied using transmission electron microscopy (TEM), x‐ray diffraction, and electron paramagnetic resonance (EPR) techniques. High‐resolution TEM cross‐sectional images showed a high degree of crystalline perfection of these layers. For a layer grown at 200 °C and unannealed, x‐ray diffraction revealed a 0.1% increase in the lattice parameter in comparison with bulk GaAs. For the same layer, EPR detected arsenic antisite defects with a concentration as high as 5×1018 cm−3. This is the first observation of antisite defects in MBE‐grown GaAs. These results are related to off‐stoichiometric, strongly As‐rich growth, possible only at such low temperatures. These findings are of relevance to the specific electrical properties of low‐temperature MBE‐grown GaAs layers.


Journal of Vacuum Science & Technology B | 1988

The advanced unified defect model for Schottky barrier formation

W. E. Spicer; Z. Liliental-Weber; E. R. Weber; N. Newman; T. Kendelewicz; R. Cao; C. E. McCants; P. H. Mahowald; K. E. Miyano; I. Lindau

The advanced unified defect model (AUDM) for GaAs proposed in this paper can be looked upon as a refinement of the unified defect model (UDM) proposed in 1979 to explain Fermi level pinning on 3–5 compounds due to metals or nonmetals. The refinement lies in identifying the defect producing pinning at 0.75 and 0.5 eV above the valence band maximum as the AsGaantisite. Since the AsGaantisite is a double donor, a minority compensating acceptor is necessary. This is tentatively identified as the GaAsantisite. The concentration of As excess or deficiency due to processing or reactions at interfaces is particularly emphasized in this model. A wide range of experimental data is discussed in terms of this model and found to be in agreement with it. This includes the original data on which the UDM was based as well as more recent data including Fermi level pinning on the free-GaAs(100) molecular-beam epitaxy surface, Schottky barrier height for thick (∼ 1000 A) Ga films on GaAs, and the LaB6Schottky barrier height on GaAs(including thermal annealing effects). Of particular importance is the ability of this model to explain the changes in Schottky barrier height for Al and Au on GaAs due to thermal annealing and to relate these changes to interfacial chemistry.


Applied Physics Letters | 1996

Microstructure of Ti/Al and Ti/Al/Ni/Au Ohmic contacts for n-GaN

S. Ruvimov; Z. Liliental-Weber; J. Washburn; K. J. Duxstad; E. E. Haller; Z. Fan; S. N. Mohammad; W. Kim; A. Botchkarev; H. Morkoç

Transmission electron microscopy has been applied to characterize the structure of Ti/Al and Ti/Al/Ni/Au Ohmic contacts on n‐type GaN (∼1017 cm−3) epitaxial layers. The metals were deposited either by conventional electron‐beam or thermal evaporation techniques, and then thermally annealed at 900 °C for 30 s in a N2 atmosphere. Before metal deposition, the GaN surface was treated by reactive ion etching. A thin polycrystalline cubic TiN layer epitaxially matched to the (0001) GaN surface was detected at the interface with the GaN substrate. This layer was studied in detail by electron diffraction and high resolution electron microscopy. The orientation relationship between the cubic TiN and the GaN was found to be: {111}TiN//{00.1}GaN, [110]TiN//[11.0]GaN, [112]TiN//[10.0]GaN. The formation of this cubic TiN layer results in an excess of N vacancies in the GaN close to the interface which is considered to be the reason for the low resistance of the contact.


Journal of Vacuum Science & Technology B | 1989

Stoichiometry‐related defects in GaAs grown by molecular‐beam epitaxy at low temperatures

M. Kaminska; E. R. Weber; Z. Liliental-Weber; R. Leon; Z. U. Rek

GaAs layers grown by molecular‐beam epitaxy (MBE) at very low substrate temperatures have gained considerable interest as buffer layers for GaAs metal–semiconductor field effect transistors (MESFET’s) due to high resistivity and excellent device isolation. However, the structure and the electronic properties of such layers have not yet been investigated in detail. We have studied unannealed low temperature (LT) MBE layers grown at 200 °C using transmission electron microscopy (TEM), analytical TEM, x‐ray diffraction, the Hall effect, and electron paramagnetic resonance (EPR) techniques. TEM data indicated large arsenic‐rich deviations from stoichiometry of ∼1–1.5 at. %. X‐ray rocking curves showed a uniform increase of 0.1% in all directions of lattice parameters compared to semi‐insulating GaAs substrate. The Hall effect and thermally induced changes of photo‐EPR measurements revealed the presence of an acceptor level at an energy of ∼0.3 eV above the valence band. This acceptor level has been tentativel...


Applied Physics Letters | 1995

Native point defects in low‐temperature‐grown GaAs

Xinfeng Liu; A. Prasad; J. Nishio; E. R. Weber; Z. Liliental-Weber; W. Walukiewicz

We present structural and electronic data which indicate that the dominant defects in GaAs grown at low temperatures (LT GaAs) by molecular beam epitaxy (MBE) are As antisites (AsGa) and Ga vacancies (VGa), with negligible amounts of As interstitials (Asi). We show that the change of lattice parameter correlates with the concentration of AsGa, and that AsGa alone can account for the lattice expansion. We also show that the total concentration of AsGa has a characteristic second power dependence on the concentration of AsGa in the positive charge state for the material grown at different temperatures. This can be understood provided that VGa defects are the acceptors responsible for the carrier compensation. Our results are consistent with most experimental results and the theoretical expectation from the calculation of defect formation energies. We find that the conclusion may also be true in As‐rich bulk GaAs.


Applied Physics Letters | 2005

Phase-change recording medium that enables ultrahigh-density electron-beam data storage

Gary Gibson; Alison Chaiken; K. Nauka; Chung Ching Yang; R. Davidson; A. Holden; R. Bicknell; B.S. Yeh; J. Chen; H. Liao; S. Subramanian; D. Schut; J. Jasinski; Z. Liliental-Weber

An ultrahigh-density electron-beam-based data storage medium is described that consists of a diode formed by growing an InSe/GaSe phase-change bilayer film epitaxially on silicon. Bits are recorded as amorphous regions in the InSe layer and are detected via the current induced in the diode by a scanned electron beam. This signal current is modulated by differences in the electrical properties of the amorphous and crystalline states. The success of this recording scheme results from the remarkable ability of layered III-VI materials, such as InSe, to maintain useful electrical properties at their surfaces after repeated cycles of amorphization and recrystallization.


Journal of Physics D | 2006

Structure and electronic properties of InN and In-rich group III-nitride alloys

W. Walukiewicz; Joel W. Ager; K. M. Yu; Z. Liliental-Weber; J. Wu; S. X. Li; Reese E. Jones; Jonathan D. Denlinger

The experimental study of InN and In-rich InGaN by a number of structural, optical and electrical methods is reviewed. Recent advances in thin film growth have produced single crystal epitaxial layers of InN which are similar in structural quality to GaN films made under similar conditions and which can have electron concentrations below 1 × 1018 cm−3 and mobilities exceeding 2000 cm2 (Vs)−1. Optical absorption, photoluminescence, photo-modulated reflectance and soft x-ray spectroscopy measurements were used to establish that the room temperature band gap of InN is 0.67 ± 0.05 eV. Experimental measurements of the electron effective mass in InN are presented and interpreted in terms of a non-parabolic conduction band caused by the k · p interaction across the narrow gap. Energetic particle irradiation is shown to be an effective method to control the electron concentration, n, in undoped InN. Optical studies of irradiated InN reveal a large Burstein–Moss shift of the absorption edge with increasing n. Fundamental studies of the energy levels of defects in InN and of electron transport are also reviewed. Finally, the current experimental evidence for p-type activity in Mg-doped InN is evaluated.


Applied Physics Letters | 1996

Effect of Si doping on the dislocation structure of GaN grown on the A‐face of sapphire

S. Ruvimov; Z. Liliental-Weber; T. Suski; Joel W. Ager; J. Washburn; J. Krueger; Christian Kisielowski; E. R. Weber; Hiroshi Amano; I. Akasaki

Transmission electron microscopy, x‐ray diffraction, low‐temperature photoluminescence, and Raman spectroscopy were applied to study stress relaxation and the dislocation structure in a Si‐doped GaN layer in comparison with an undoped layer grown under the same conditions by metalorganic vapor phase epitaxy on (11.0) Al2O3. Doping of the GaN by Si to a concentration of 3×1018 cm−3 was found to improve the layer quality. It decreases dislocation density from 5×109 (undoped layer) to 7×108 cm−2 and changes the dislocation arrangement toward a more random distribution. Both samples were shown to be under biaxial compressive stress which was slightly higher in the undoped layer. The stress results in a blue shift of the emission energy and E2 phonon peaks in the photoluminescence and Raman spectra. Thermal stress was partly relaxed by bending of threading dislocations into the basal plane. This leads to the formation of a three‐dimensional dislocation network and a strain gradient along the c axis of the layer.


Applied Physics Letters | 2002

Donor and acceptor concentrations in degenerate InN

David C. Look; H. Lu; W. J. Schaff; J. Jasinski; Z. Liliental-Weber

A formalism is presented to determine donor (N{sub D}) and acceptor (N{sub A}) concentrations in wurtzitic InN characterized by degenerate carrier concentration (n) and mobility ({mu}). The theory includes scattering not only by charged point defects and impurities, but also by charged threading dislocations, of concentration N{sub dis}. For an 0.45-{micro}m-thick InN layer grown on Al{sub 2}O{sub 3} by molecular beam epitaxy, having N{sub dis} = 5 x 10{sup 10} cm{sup -2}, determined by transmission electron microscopy, n(20 K) = 3.5 x 10{sup 18} cm{sup -3}, and {mu}(20 K) = 1055 cm{sup 2}/V-s, determined by Hall-effect measurements, the fitted values are N{sub D} = 4.7 x 10{sup 18} cm{sup -3} and N{sub A} = 1.2 x 10{sup 18} cm{sup -3}. The identities of the donors and acceptors are not known, although a comparison of N{sub D} with analytical data, and also with calculations of defect formation energies, suggests that a potential candidate for the dominant donor is H.


Japanese Journal of Applied Physics | 1997

Atomic scale indium distribution in a GaN/In0.43Ga0.57N/Al0.1Ga0.9N quantum well structure

Christian Kisielowski; Z. Liliental-Weber; Shuji Nakamura

Quantitative high resolution electron microscopy (HRTEM) is used to map the indium distribution in a GaN/In0.43Ga0.57N/Al0.1Ga0.9N quantum well at the atomic scale. Samples with atomically flat surfaces were prepared for microscopy by anisotropic chemical etching. The developed preparation procedure minimizes a possible confusion of thickness variations with local compositional fluctuations in the lattice images. An irregular distribution of indium is observed that is attributed to the formation of clusters with estimated diameters of 1–2 nm. The indium concentration gradient across GaN/In0.43Ga0.57N interfaces is measured to extend typically over a distance of 1nm. It is more than twice as large across the In0.43Ga0.57N/Al0.1Ga0.9N interface. Indium segregation into the Al0.1Ga0.9N layer during crystal growth is likely to cause this unusual large width of the In0.43Ga0.57N/Al0.1Ga0.9N interfaces. This introduces an asymmetric In distribution across the quantum well with respect to the growth direction.

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J. Washburn

Center for Advanced Materials

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E. R. Weber

University of California

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J. Jasinski

Lawrence Berkeley National Laboratory

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K. M. Yu

Lawrence Berkeley National Laboratory

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W. Walukiewicz

Lawrence Berkeley National Laboratory

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D. Zakharov

Lawrence Berkeley National Laboratory

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Joel W. Ager

Lawrence Berkeley National Laboratory

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S. Ruvimov

Lawrence Berkeley National Laboratory

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W. Swider

Lawrence Berkeley National Laboratory

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E. E. Haller

Lawrence Berkeley National Laboratory

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