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We report extensive measurements, with sufficiently large statistics, of the Barkhausen noise ~BN! in the case of the commercial VITROVAC 6025 X metal glass sample. Applying a very scrutinized numerical procedure, we have extracted over one million of the BN elementary signals from the raw experimental data, whereby we made a rather precise estimation of… (More)

- Djordje Spasojević, Sanja Janićević, Milan Knežević
- Physical review. E, Statistical, nonlinear, and…
- 2014

We present a numerical analysis of spanning avalanches in a two-dimensional (2D) nonequilibrium zero-temperature random field Ising model. Finite-size scaling analysis, performed for distribution of the average number of spanning avalanches per single run, spanning avalanche size distribution, average size of spanning avalanche, and contribution of spanning… (More)

- Sanja Janićević, Svetislav Mijatović, Djordje Spasojević
- Physical review. E
- 2017

We present a numerical study of the critical behavior of the nonequilibrium zero-temperature random field Ising model in two dimensions on a triangular lattice. Our findings, based on the scaling analysis and collapse of data collected in extensive simulations of systems with linear sizes up to L=65536, show that the model is in a different universality… (More)

- Djordje Spasojević, Sanja Janićević, Milan Knežević
- Physical review. E, Statistical, nonlinear, and…
- 2011

We present in detail the scaling analysis and data collapse of avalanche distributions and joint distributions that characterize the recently evidenced critical behavior of the two-dimensional nonequilibrium zero-temperature random field Ising model. The distributions are collected in extensive simulations of systems with linear sizes up to L=131072.

- Djordje Spasojević, Sanja Janićević, Milan Knežević
- Physical review letters
- 2011

We give numerical evidence that the two-dimensional nonequilibrium zero-temperature random field Ising model exhibits critical behavior. Our findings are based on the results of scaling analysis and collapsing of data, obtained in extensive simulations of systems with sizes sufficiently large to clearly display the critical behavior.

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