Wetgeving en kantstrooien
Kantstrooien blijft moeilijk, maar belangrijk. Als we 5 meter van de kant moeten blijven, willen we graag de meters daarvoor zo goed mogelijk bemesten, even goed als de rest van het veld. Daarom raden we kant-af strooien aan. Bij kant-op strooien worden de laatste meters van het perceel onderbemest, omdat je hier geen overlap meer creëert, en dus ook geen volledig strooibeeld. Dat kan je zien op de figuur hieronder. Hier wordt gewerkt met een werkbreedte van 20 meter. De laatste 10 meter gewas, voor de bemestingsvrije zone van het perceel, wordt dus onderbemest. Dit probleem heb je niet met kant-af strooien. Het is wel belangrijk op te merken dat in sommige gewassen, zoals maïs, kant-af strooien een uitdaging kan zijn, aangezien het niet altijd mogelijk is om een extra werkgang te maken.
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)
Figure 1: Bij kant-op strooien bemest je de laatste meters van de teelt voor de mestvrije strook, minder
Naar een figuur van PCLT, aangevuld volgens de huidige wetgeving.
Figure 2: kant-af strooien
Naar een figuur van Nutrinorm, aangevuld volgens de huidige wetgeving
Dure meststoffen
![Tekstvak: Foto 1. Gaten in de schoepen worden best hersteld](file:///C:/Users/GEBRUI~1/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif)
Kunstmest wordt er niet goedkoper op, daarom willen we het graag maximaal benutten. Bovendien wordt er best niet overbemest voor de gezondheid van je gewas. Stel dus je strooier zo goed mogelijk af, om geen risico te lopen op verlies van opbrengst of korrels. Om je strooier goed af te stellen is het strooiboekje de basis. Hierin staat hoe hoog je de strooier moet afstellen ten opzichte van het gewas, in welke hellingsgraad, etc.
Ga voor het strooien na of je strooi-elementen geen slijtage opliepen. Er geldt een simpele regel: zijn er gaten te zien, dan moet het vervangen worden. Anders komt je korrel niet terecht waar je hem wilt, en worden sommige plekken overbemest en andere onderbemest, met alle gevolgen van dien. Duidelijke slijtage kan ook al problemen opleveren. De foto rechts (1) toont een schoep waarbij een plaatje op het gat werd gelast. We zien hier ook de slijtage al toenemen. Meer info over de kunstmeststrooier afstellen vind je in het filmpje van B3W: https://www.youtube.com/watch?v=t0UoQYFrr-w
![Tekstvak: Foto 2. Een gat in de schoepen waar een plaatje op werd gelast. Ook bij zwaardere slijtage is al vervanging nodig.](file:///C:/Users/GEBRUI~1/AppData/Local/Temp/msohtmlclip1/01/clip_image011.gif)
Alternatief voor kunstmest: biostimulanten?
De focusgroepen aardappel van B3W volgen dit jaar verschillende landbouwers op die biostimulanten gebruiken. Een van hen is landbouwer Marc Vantomme. Hij legt de vergelijking aan: één strook behandelt hij niet met biostimulanten, de rest wel. Op beide delen is in juni een bijbemeststaal gepland, en een opbrengstbepaling op het einde van het seizoen. Marc houdt de basisbemesting bewust laag genoeg om een tekort te creëren, en positief advies voor een bijbemesting te verzekeren. Als het bijbemestadvies niet nul is voor de strook met biostimulanten, dan voeren we de bijbemesting daar niet uit. Op de strook zonder biostimulanten, voeren we die bijbemesting dan wel uit. Zo kunnen we zien in welke mate de biostimulanten de werking van een verlaagde bemesting opvangen: kan je met biostimulanten (de bijbemesting met) kunstmest vervangen? Of is een goed bodemleven belangrijker? Een overzichtje van deze demo zie je hieronder in de tabel. Wil je hier meer over weten? Volg het op de blog van B3W!
geen biostimulanten
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wel biostimulanten
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bijbemest staal
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bijbemest staal
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wel bijbemesting
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geen bijbemesting
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Figure 3: overzicht demoperceel bij Marc
Alternatief: bodemleven
Het bodemleven zorgt voor mineralisatie van oogstresten, dierlijke mest, groenbedekkers… in de bodem. Uit die mineralisatie krijgen we veel gratis stikstof. Zeker in periodes dat het nat en warm is, zoals het eind zomer ’23 was, kan je dan besparen op kunstmest! Een groot deel van de stikstof die de teelt nodig heeft, wordt geleverd door je bodem. Het bodemleven evolueert perfect met jouw teelt: is het warm en nat? Dan zal je teelt groeien, en geeft je bodemleven stikstof vrij. Als het te droog of koud is, zal je teelt minder groeien, en levert je bodem ook minder stikstof. Daarom is gefractioneerd bemesten hierbij ook interessant. Je geeft een verlaagde basisbemesting, en neemt een bijbemeststaal om te kijken of het nog wel nodig is om bij te bemesten. Als de bodem voldoende stikstof vrijgeeft door mineralisatie, waarom zou je dan kosten maken? Ten tweede bemest je via deze methode op advies, waardoor je niet meer toedient dan de plant nodig heeft. De kans op uitspoeling wordt zo kleiner.
Vanuit B3W zijn we overtuigd: als je wil besparen op kunstmest, kan je dat het best doen door het bodemleven zo goed mogelijk te onderhouden. Dat doe je door de bodem zo weinig mogelijk te bewerken, zo weinig mogelijk te verdichten (indien mogelijk natuurlijk), een mix van groenbedekkers te gebruiken … Natuurlijk is een aanvulling met kunstmest hier en daar nodig, en werken aan het bodemleven is jammer genoeg moeilijk en een werk van lange adem. Toch is het essentieel en kan je op die manier vaak besparen!
Kom meer te weten over kunstmest op het B3W-kennispunt, of tijdens het thematisch uitwisselingsmoment van B3W op 18 april.
Auteurs: Zoë Borry, Anneline Brouckaert, Brecht Catteeuw – B3W