Dr. Duy Hải Đoàn

Author profile

Scopus AMS MathSciNet

Research articles

  1. J. Fuhrmann, D. H. Doan, A. Glitzky, M. Liero, and G. Nika:
    Unipolar drift-diffusion simulation of S-shaped current-voltage relations for organic semiconductor devices
    Finite Volumes for Complex Applications IX – Methods, Theoretical Aspects, Examples.
    Springer Proc. Math. Stat. 323 (2020), pp. 625–633, WIAS Preprint 2660.
  2. D. H. Doan, A. Fischer, J. Fuhrmann, A. Glitzky, and M. Liero:
    Drift-diffusion simulation of S-shaped current-voltage relations for organic semiconductor devices
    J. Comput. Electron. 19.3 (2020), pp. 1164–1174.
  3. Y. Zheng, A. Fischer, M. Sawatzki, D. H. Doan, M. Liero, A. Glitzky, S. Reineke, and S. C. B. Mannsfeld:
    Introducing pinMOS memory: a novel, nonvolatile organic memory device
    Adv. Funct. Mater. 30.4 (2020), 1907119.
  4. D. H. Doan, A. Glitzky, and M. Liero:
    Analysis of a drift–diffusion model for organic semiconductor devices
    Z. Angew. Math. Phys. 70 (2019), 55, WIAS Preprint 2493.
  5. F. M. Sawatzki, D. H. Doan, H. Kleemann, M. Liero, A. Glitzky, Th. Koprucki, and K. Leo:
    Balance of horizontal and vertical charge transport in organic field-effect transistors
    Phys. Rev. Applied 10.3 (2018), 034069.
  6. F. M. Sawatzki, A. A. Hauke, D. H. Doan, P. Formanek, D. Kasemann, Th. Koprucki, and K. Leo:
    On razors edge: influence of the source insulator edge on the charge transport of vertical organic field effect transistors
    MRS Advances 2.23 (2017), pp. 1249–1257
  7. P. Farrell, N. Rotundo, D. H. Doan, M. Kantner, J. Fuhrmann, and Th. Koprucki:
    Drift-diffusion models
    Handbook of Optoelectronic Device Modeling and Simulation: Lasers, Modulators, Photodetectors, Solar Cells, and Numerical Methods, CRC Press, vol. 2 (2017), pp. 733–771, WIAS Preprint 2263.
  8. F. Kaschura, A. Fischer, M. P. Klinger, D. H. Doan, Th. Koprucki, A. Glitzky, D. Kasemann, J. Widmer, and K. Leo:
    Operation mechanism of high performance organic permeable base transistors with an insulated and perforated base electrode
    J. Appl. Phys. 120 (2016), 094501.
  9. Th. Koprucki, N. Rotundo, P. Farrell, D. H. Doan, J. Fuhrmann:
    On thermodynamic consistency of a Scharfetter–Gummel scheme based on a modified thermal voltage for drift-diffusion equations with diffusion enhancement
    Opt. Quant. Electron. 47 (2015), 1327, WIAS Preprint 2013.
  10. D. H. Doan and A. Yagi:
    Rosenbrock strong stability-preserving methods for convection–diffusion–reaction equations
    Japan J. Indust. Appl. Math. 31.2 (2014), pp. 401–417.
  11. D. H. Doan and A. Yagi:
    Longtime behavior of solutions to chemotaxis-proliferation model with three variables
    Discrete Contin. Dyn. Syst. - A 32 (2012), pp. 3957–3974.
  12. D. H. Doan and A. Yagi:
    Numerical computations and pattern formation for chemotaxis-growth model
    Sci. Math. Jpn. 70.2 (2009), pp. 205–211.

Theses

  • PhD, Osaka University.
  • Diploma, University Hanoi.

Miscellaneous