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)
Les moyennes des années sont différentes. Ainsi en 2016, c’est la féverole qui produit une très grande biomasse et augmente considérablement la moyenne. Sans cette féverole, la moyenne passerait de 0,61T de matière sèche à 0,252T par hectare, soit l’année de production de biomasse la plus faible depuis 2012. L’association trèfle d’Alexandrie + lentille, que nous retrouvions à la dernière place précédemment, est parfaitement dans la moyenne de l’année avec 0.257T par hectare.
Cette faible production s’explique par une fin d’année 2016 assez spéciale. Avec un mois de septembre considéré comme le mois de septembre le plus froid depuis 2001. Suivi sèche au mois d’octobre chaud en début et fin de décade, mais froid en milieu de mois. Novembre fut particulièrement doux et décembre à battu des records de chaleur (Météo Belgique). Ceci est une des explications à une faible production de biomasse en 2016.
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)
La majorité des plantes associées au colza favorise la production d’une biomasse globale supérieure à celle d’un colza pur, c’est le but recherché dans cette technique. Plus la biomasse au sol est dense, plus une concurrence naturelle se fait vis-à-vis des adventices !
Comme nous l’avions développé dans la bibliographie de ce travail, une biomasse totale (colza et couvert) d’au moins 1,5T par hectare est idéale afin de concurrencer les adventices.
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)
Toutes les associations des plantes compagnes ou mélanges testés montrent un rendement plus élevé par rapport au témoin sauf la modalité sarrasin + trèfle d’Alexandrie qui produit sensiblement la même chose que le témoin colza pur.
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)
Nous remarquons immédiatement que 8 mélanges obtiennent une marge positive par rapport au témoin colza pur. Seul trois mélanges sont en déficit par rapport au témoin. Dans ces 3 mélanges, nous retrouvons le fenugrec, le sarrasin et le mélange sarrasin + trèfle d’Alexandrie.
Le mélange sarrasin-trèfle d’Alexandrie est déficitaire alors qu’il été implanté 4 années de suite. Ceci est étonnant car au vu des résultats précédemment exposés, ce mélange était souvent dans le milieu du classement des rendements. Une explication est que le sarrasin coute très cher (près de 140€ l’hectare). Les rendements sont certes améliorés par rapport au témoin mais ne sont pas suffisant pour combler ce surcoût. Il est donc logique de retrouver le sarrasin seul et le mélange sarrasin / trèfle d’Alexandrie en bas de classement.
Le fenugrec quant à lui est bien moins cher (86€/ha) mais une nouvelle fois, l’augmentation de rendement n’est pas suffisante pour rentabiliser le coût d’achat des semences.
Le témoin colza pur surfertilisé avec 30 unités d’azote supplémentaires, implanté uniquement en 2015, tire son épingle du jeu car produit plus que la moyenne, même si il y a un surcout donné par l’azote supplémentaire.
Pour finir cette analyse, nous retrouvons dans le haut du classement, des mélanges à base de lentille, qu’elles soient utilisées en pur ou en mélanges, ces associations sont nettement au dessus du témoin.
Le mélange de chez Sem-Partners, composé de gesse, fenugrec, lentille et vesce de printemps est largement au dessus des autres. Ceci s’explique par une implantation uniquement lors de l’année 2013, où de forts rendements furent observés.