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Featured researches published by J. Osvald.


Applied Physics Letters | 1994

Influence of barrier height distribution on the parameters of Schottky diodes

E. Dobročka; J. Osvald

I‐V curves of Schottky diodes are simulated for a Gaussian type of the Schottky barrier height (SBH) distribution using the model of noninteracting parallel diodes. The mean value and the standard deviation of the distribution are supposed to be constant, i.e., not dependent on the voltage and the temperature. The influence of the distribution parameters and the temperature on the apparent barrier height and the ideality factor is analyzed. It is shown that the ideality factor increases and the apparent barrier height decreases with increasing standard deviation and decreasing temperature. The simulation also provides a rough estimate for the standard deviation. Values of ∼0.09 V can result in ideality factors up to 1.2. The importance of the effect of series resistance in the approach of noninteracting diodes is emphasized.


International Journal of Electronics | 2013

Current–voltage characteristics of Schottky diode simulated using semiconductor device equations

Priyanka Kaushal; Subhash Chand; J. Osvald

The Poissons equation and the drift diffusion equations have been used to simulate the current–voltage characteristics of Schottky diode. The potential variation inside the bulk semiconductor near the metal–semiconductor contact was estimated first and then the current as a function of bias through the Schottky diode using silicon parameters were calculated over a wide temperature range. From the simulated current–voltage characteristics the diode parameters were extracted by fitting of current–voltage data into thermionic emission diffusion current equation. The derived barrier parameters are analysed to study the effect of various parameters, e.g. semiconductor thickness, doping concentration, temperature dependence of carrier mobility and energy band gap, on the current–voltage characteristics of Schottky diode in view of the thermionic emission diffusion current equations.


Journal of Electronic Materials | 2013

Interface Electron Traps as a Source of Anomalous Capacitance in AlGaN/GaN Heterostructures

J. Osvald

We studied by modeling and simulation how deep traps at the AlGaN/GaN heterostructure interface influence the shape of capacitance–voltage (C–V) curves of the heterostructure. Assuming donor and acceptor type of traps, we found differences in the C–V curves for sharp energy interface states or continuously distributed states with the same total concentration for the acceptor-type interface states. The background doping concentration of GaN had only a marginal influence on the shape of the C–V curves. We observed that an anomalous capacitance peak occurred for the continuous distribution of traps in the bandgap; a similar peak had been observed in experiment. We also saw that the capacitance curves shifted slightly to the right or to the left depending on the GaN doping concentration. A remarkable difference was found between the capacitance curves for the structures with the sharp acceptor trap level and continuous distribution of traps. For donor-type interface states, we found practically no influence on C–V curves since they remain populated and charge neutral during the measurement.


Archive | 2014

Influence of Interface Deep Traps on Capacitance of AlGaN/GaN Heterojunctions

J. Osvald

We have studied by modeling and simulation dependence of capacitance of AlGaN/GaN heterostructures by the presence of deep traps localized at the AlGaN and GaN interface. For low frequency capacitance the deep traps cause voltage shift of capacitance curves when the traps concentration is relatively low. With increasing traps concentration the voltage shift increases and above some critical traps concentration the new capacitance peak is observed in the C–V curve. We expect that in experimental structures only traps located close to the conduction band minimum can follow external signal.


Journal of Electronic Materials | 2012

Effect of Inverse Doped Surface Layer in Schottky Barrier Modification: A Numerical Study

Subhash Chand; Priyanka Kaushal; J. Osvald

Poisson’s equation and the drift–diffusion equations are used to simulate the current–voltage characteristics of a Schottky diode with an inverse doped surface layer. The potential inside the bulk semiconductor near the metal–semiconductor contact is estimated by simultaneously solving these equations, and then current as a function of bias through the Schottky diode is calculated. The Schottky diode parameters are extracted by fitting of simulated data to the thermionic emission diffusion equation. The simulation is carried out for various inverse layer thicknesses and doping concentrations. The obtained diode parameters are analyzed to study the effect of the inverse layer thickness and doping concentration on Schottky diode modification and its behavior at low temperatures. It is shown that an increase in the inverse layer thickness and doping concentration leads to Schottky barrier height enhancement and a change in the ideality factor. The temperature dependences of the Schottky barrier height and ideality factor are also studied.


Physica Status Solidi (a) | 1981

TEM in‐situ observation of electromigration damage in AlCu strips I. Constant DC stressing

I. Vávra; Peter Lobotka; F. Zachar; J. Osvald


Physica Status Solidi (a) | 2013

Simulation of the influence of interface states on capacitance characteristics of insulator/AlGaN/GaN heterojunctions

J. Osvald


Physica Status Solidi (a) | 2015

Back-to-back connected asymmetric Schottky diodes with series resistance as a single diode

J. Osvald


Physica Status Solidi B-basic Solid State Physics | 2015

Extraction of interface trap density of Al2O3/AlGaN/GaN MIS heterostructure capacitance

J. Osvald; R. Stoklas; P. Kordoš


Applied Surface Science | 2013

Iridium oxides based gate interface of AlGaN/GaN high electron mobility transistors formed by high temperature oxidation

T. Lalinský; M. Vallo; G. Vanko; E. Dobročka; Andrej Vincze; J. Osvald; Ivan Rýger; J. Dzuba

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G. Vanko

Slovak Academy of Sciences

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T. Lalinský

Slovak Academy of Sciences

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E. Dobročka

Slovak Academy of Sciences

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Andrej Vincze

Slovak University of Technology in Bratislava

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Š. Haščík

Slovak Academy of Sciences

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J. Dzuba

Slovak Academy of Sciences

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P. Kordoš

Slovak Academy of Sciences

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R. Stoklas

Slovak Academy of Sciences

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A. Sagatova

Slovak University of Technology in Bratislava

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Bohumír Zaťko

Slovak Academy of Sciences

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