Správné založení porostu kukuřice je jedním ze základních předpokladů dosažení vysoké produkce a kvality kukuřice bez ohledu na směr využití. Chyby při setí lze jen velmi těžko napravovat následnými opatřeními. Pokud se nepodaří dosáhnout optimálního počtu jedinců na jednotce plochy pro dané stanoviště, hybrid i užitkový směr, je negativně ovlivněna výše i kvalita výnosu.
Správné založení porostu kukuřice je jedním ze základních předpokladů dosažení vysoké produkce a kvality kukuřice bez ohledu na směr využití. Chyby při setí lze jen velmi těžko napravovat následnými opatřeními. Pokud se nepodaří dosáhnout optimálního počtu jedinců na jednotce plochy pro dané stanoviště, hybrid i užitkový směr, je negativně ovlivněna výše i kvalita výnosu.
Termín výsevu kukuřice je v České republice velmi široký. V každém podniku musí být zvolen tak, aby co nejlépe využíval vhodnou dobu vegetačního období. Standardní hranice začátku setí kukuřice je dána teplotou půdy v místě uložení kukuřičného semene. Pro rychlé klíčení semene je optimální teplota 8–10 °C. Tomu odpovídá termín setí od poloviny dubna do 10. května. Řada velkých pěstitelů kukuřice se z organizačních a technických důvodů často snaží o velmi časné setí kukuřice. Při včasném setí je nutné předem prověřit kvalitu osiva (moření, chladový test).
Důsledky brzkého setí za chladného počasí jsou zpomalené klíčení rostlin, pomalé vzcházení, zpomalení růstu kořenů, snížená schopnost přijímat živiny. Na druhé straně pozdní setí po 10. květnu přináší zpravidla snížení výnosu minimálně o 15 %. Přitom je tím také výrazně oddálena sklizeň a není optimálně využita vegetační doba kukuřice.
Hustota porostu
Je ovlivňována velkým počtem faktorů. Při jejím stanovení je potřeba zohlednit ranost hybridu, jeho toleranci k zahuštění, dále vláhové podmínky stanoviště, úroveň výživy porostu a také intenzitu slunečního svitu na daném stanovišti. Doporučená hustota porostu zpravidla klesá s délkou vegetační doby hybridu. Rovněž je třeba hustotu porostu výrazně snížit při pěstování kukuřice na nevhodných stanovištích. Při stanovení výsevku je dobré zvýšit doporučený počet semen o asi 10 %, aby byla eliminována nižší polní vzcházivost a úbytek rostlin během vegetace. V České republice se doporučená hustota porostů pohybuje v rozmezí 7–11 rostlin na m2 (tab. 1).
![](data:image/png;base64,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)
Při kontrole stanovené hustoty setí se vychází ze zjištěného počtu rostlin v náhodně vybraných úsecích řádků v různých místech porostu (délka úseku 5 m). Ze zjištěného průměrného počtu rostlin na jednom úseku se odvozuje hustota porostu (tab. 2).
Hloubka setí
Je volena v závislosti na půdních podmínkách, kalibraci osiva a termínu setí. Musí být stanovena tak, aby osivo bylo uloženo do vlhké půdy a zároveň byla zabezpečena přirozená kapilarita vody v půdě. Při optimálních podmínkách (teplota půdy 8–10 °C ) se hloubka setí určuje podle vzorce:
hloubka setí = HTS semene * 2/100
Při raném setí se do vzorce dosadí koeficient 1,5. Pak zpravidla vychází hloubka setí 3–4 cm (v půdě je obvykle dostatek vody). Nejčastěji volí farmáři hloubku setí 5–6 cm. Hlubší setí (7–8 cm) tzv. na vláhu je doporučeno zejména v suchých letech.
![](data:image/png;base64,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)
Secí stroje
Přesné secí stroje s pneumatickým nebo mechanickým ústrojím patří ke standardnímu vybavení většiny pěstitelů kukuřice. Většina z nich je vybavena zařízením pro aplikaci hnojiv pod patu.
Při setí musíme pravidelně kontrolovat opotřebení nařezávacích disků (vadné disky ihned vyměnit, jinak dochází ke špatnému rozdělení osiva v řádku), opotřebení zapravovacích kol (rovnoměrné zakrytí zrna) a tlak vzduchu v pneumatikách (souvisí s pohonem secího ústrojí). U pneumatických secích strojů musí být navíc důkladně a pravidelně kontrolována celá vzduchová soustava stroje.*
Kontrola kvality setí se provádí již v průběhu setí, neboť při ní je možné ještě eliminovat vznikající chyby. Velmi důležité je, aby se kontrola provedla vždy při změně hybridu, při přejezdu na nové pole a také po každé opravě secího stroje.
Ing. Jiří Řenč,
regionální obchodní manažer,
KWS OSIVA s. r. o.