Résultat économique
Coût d’implantation
Le tableau ci-dessous présente les coûts des couverts utilisés.
Remarque : aucun coût supplémentaire d’implantation n’a été compté. Nous considérons que le semis du colza et du couvert associé a été fait en un seul passage.
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)
Coût d’un désherbage à l’automne
![](data:image/png;base64,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)
Ainsi le coût d’un traitement anti dicotylédone à l’automne est d’environ 114.15€/ha
Chiffre d’affaire de la vente du colza
Le chiffre d’affaire est présenté dans le tableau ci-dessous en prenant pour base un prix de vente du colza de 400 €/tonne (les prix sont très fluctuants)
![](data:image/png;base64,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)
Calcul de la marge engendrée en comparaison avec et sans couvert associé
Dans le tableau ci-dessous nous avons calculé les différences de marge des modalités avec couvert par rapport à la modalité témoin sans couvert associé.
Dans le tableau comparatif ci-dessous et ce conformément à l’itinéraire technique suivi pour cet essai, aucun traitement antidicotylédone n’a été comptabilisé ni à l’automne ni au printemps.
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)
Remarque :
Un hiver comme celui 2013/2014 n’est pas suffisamment rigoureux pour faire geler les couverts. Seul le sarrasin gel à -1°C. Ainsi, en cas de non gel des couverts il est impératif d’effectuer un désherbage au printemps.
Le produit utilisé est le Matrigon (Lontrel en France). La dose que nous avons utilisée au printemps 2014 avec succès sur l'ensemble des couverts est de 0.82l/ha.
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)
Ainsi le coût d’un traitement matrigon au printemps est d’environ 51€/ha
Ainsi même avec un désherbage des couverts au printemps la technique reste économiquement intéressante pour la majorité des couverts testés. Au niveau environnemental elle l’est de ce fait beaucoup moins.