Szukaj
Dokładne dopasowanie
Szukaj w tytułach
Szukaj w treści
Search in comments
Search in excerpt
Filtruj wg rodzaju treści
Aktualności
Publikacje
Pracownicy
Instytut Agrofizyki im. Bohdana Dobrzańskiego Polskiej Akademii Nauk

Gackiewicz Bartłomiej

> Pracownicy inżynieryjni > Gackiewicz Bartłomiej

Gackiewicz Bartłomiej

Print Friendly, PDF & Email
dr Gackiewicz Bartłomiej
Nr pokoju: 237
pokaż adres e-mail
Nr telefonu: (81) 744 50 61 w. 215

Zakład i laboratorium

Zakład: Zakład Metrologii i Modelowania Procesów Agrofizycznych

Publikacje pracownika

  1. 2022, Hybrid modelling of saturated water flow in percolating and non-percolating macroporous soil media, Geoderma, 406, 115467
  2. 2021, An intercomparison of the pore network to the Navier–Stokes modeling approach applied for saturated conductivity estimation from X-ray CT images, Scientific Reports , 11: 5859; DOI: 10.1038/s41598-021-85325-z
  3. 2021, Immediate effects of the application of various fungal strains with urea fertiliser on microbiome structure and functions and their relationships with the physicochemical parameters of two different soil types, Applied Soil Ecology, DOI: 10.1016/j.apsoil.2021.103972
  4. 2020, Impact of mesh quality on the numerical estimation of saturated water conductivity of pore media, International Agrophysics, 34(4): 473-483; DOI: 10.31545/intagr/130331
  5. 2020, Numerical modelling based saturation conductivity estimation uncertainty – influence of the quality of the pore space geometry representation based on X-ray CT images, Konferencja EGU General Assembly 2020: 4-8.05.2020, Wiedeń, Austria, EGU2020-19695
  6. 2019, Quantification of the mesh qualityin terms of pore media geometry projection onthe saturation conductivity estimation uncertaintybased on X-ray CT images, AGU Fall Meeting, San Francisco, CA, USA, 9-13.12.2019, H53N-2005
  7. 2019, Intercomparison of the pore network to Navier-Stokes modellingapproach used for saturated conductivity estimation from X-ray CTimages, EGU General Assembly 2019, Wiedeń, Austria 7-12.04.2019 r, Vol. 21, EGU2019-15272
  8. 2019, Parallel Richards’ equation solver – implementation and validation, EGU General Assembly 2019, Wiedeń, Austria 7-12.04.2019 r, Vol. 21, EGU2019-15060
  9. 2019, Saturated water conductivity estimation based on X-ray CT images – evaluation of the impact of thresholding errors, International Agrophysics, 33(1), str. 49-60, DOI: 10.31545/intagr/104376
  10. 2018, Modelling of the saturated water conductivity of the macroporous soil media, 2nd ISMC Conference: New Perspectives on Soil Models, Wageningen, The Netherlands, 5-7.11.2018 r., str. 81
  11. 2018, Modelling of the saturated water conductivity of the macroporous soil media, The 4th International Conference on Water Resource and Environmnet (WRE 2018), Kaohsiung City, Taiwan, 17-21.06.2018, str. 97
  12. 2018, Macropore induced soil saturated water conductivity – modeling based on X-ray CT scans of soil cores, EGU General Assembly, Wiedeń, Austria 8-13.04.2018 r., Vol. 20, EGU2018-12987
  13. 2018, Evaluation of the impact of the thresholding errors on X-ray CT imaging based estimation of saturated water conductivity, 12th International Conference on Agrophysics: Soil, Plant & Climate, Lublin 17-19.09.2018 r., str. 83
  14. 2017, Modelling of saturated hydraulic conductivity coefficient – validation for soil cores, 16th International Workshop for Young Scientists „BioPhys Spring 2017”, Lublin, Poland, 1-3.06.2017 , str. 42
  15. 2015, Modeling of saturated hydraulic conductivity coefficient based on x-ray computer tomography imaging., 2015, 22-23
  16. 2015, Modelowanie współczynnika przewodnictwa wodnego w strefie nasyconej w oparciu o mikrotomograficzne zobrazowania ośrodka porowatego., 2015, 13-13
  17. 2014, Transport wody w glebie – modelowanie z wykorzystaniem numerycznej implementacji równania Richardsa., 2014, 14-14
  18. 2014, Modeling of soil water transport – numerical implementation of the Richards equation., 2014, 55-55
  19. 2014, Modelowanie transportu wody w glebie – Implementacja numeryczna równania Richardsa., 2014, 85-85
Zakłady
Projekty
X