W ósmym okresie raportowania stanu suszy rolniczej w Polsce, tj. od 1 czerwca do 31 lipca 2020 r. IUNG – PIB stwierdza wystąpienie suszy rolniczej w ziemniaku tylko w woj. lubuskim.
Warunki wilgotnościowe w analizowanym okresie
raportowania suszy rolniczej sprawiły, że zjawisko w
uprawach ziemniaka odnotowano po raz pierwszy od początku tegorocznego
monitoringu, tj. od raportu z 20. maja br. Susza w tej uprawie obejmuje tylko 2.
gminy – Żagań raz miasto i gminę Żagań (kod terytorium: 0810092 i 0810021; patrz zestawienie).
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)
Należy jednak odnotować, że zjawisko dotyczy tylko
upraw ziemniaka zlokalizowanych na I kategorii gleb, tj. bardzo podatnych na suszę. Są to stanowiska, których ilość
wody ogólnie dostępnej (WOD) dla roślin wynosi < 127,5 mm. Zalicza się do niej , gatunki gleb:
- piasek luźny – pl
- piasek luźny pylasty – plp
- piasek słabo gliniasty – ps
- piasek słabo gliniasty pylasty – psp.
[WOD – oblicza się jako różnicę
wilgotności objętościowej dla polowej pojemności wodnej i punktu trwałego więdnięcia w strefie korzeniowej].
[bie]