Faculty of Applied Physics and Mathematics - Administrative Units - Bridge of Knowledge

Search

Faculty of Applied Physics and Mathematics

Filters

total: 806

  • Category
  • Year
  • Options

clear Chosen catalog filters disabled

Catalog Publications

Year 2006
Year 2015
Year 2002
Year 2019
Year 2010
  • A 3D lattice model to describe fracture process in fibrous concrete
    Publication

    - Year 2010

    Artykuł omawia wyniki modelowania procesu zarysowania w elementach betonowych zawierające stalowe włókna przy zastosowaniu dyskretnego modelu kratownicowego. Beton był modelowany na poziomie mezoskali z uwzględnieniem 5 faz: kruszywa, zaczynu cementowego, włókien i obu stref kontaktu. Obliczenia trójwymiarowe wykonano dla jednoosiowego rozciągania.

Year 2023
Year 2022
Year 2021
Year 2009
Year 2012
Year 2008
Year 2017
Year 2003
Year 2016
Year 2005
  • Ab Initio Study of the Electronic Spectrum of 7-Hydroxyquinoline
    Publication
    • J. Franz
    • S. Peyerimhoff
    • M. Hanrath
    • O. Kwon
    • D. Jang

    - CHEMISTRY LETTERS - Year 2005

    The electronic spectrum of 7-hydroxyquinoline has been studied by using ab initio Multi-State Multi-Reference Møller-Plesset Second-Order Perturbation Theory (MSMRMP2). The energy range up to 6.5 eV is taken into consideration. The lowest π–π* transition is calculated to have an energy of 3.65 eV in good agreement with experimental data. Several other π–π* transitions are predicted to have excitation energies of 4.93, 5.20, 5.47,...

    Full text to download in external service

Year 2020
Year 2013
Year 2024
  • An absorbing set for the Chialvo map

    The classical Chialvo model, introduced in 1995, is one of the most important models that describe single neuron dynamics. In order to conduct effective numerical analysis of this model, it is necessary to obtain a rigorous estimate for the maximal bounded invariant set. We discuss this problem, and we correct and improve the results obtained by Courbage and Nekorkin (2010). In particular, we provide an explicit formula for an...

    Full text to download in external service

  • Analysis of dynamics of a map-based neuron model via Lorenz maps
    Publication

    - CHAOS - Year 2024

    Modeling nerve cells can facilitate formulating hypotheses about their real behavior and improve understanding of their functioning. In this paper, we study a discrete neuron model introduced by Courbage et al. [Chaos 17, 043109 (2007)], where the originally piecewise linear function defining voltage dynamics is replaced by a cubic polynomial, with an additional parameter responsible for varying the slope. Showing that on a large...

    Full text available to download

Year 2014