Résultat des mesures d’azote
Evolution de la quantité d’azote du sol au cours du temps
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)
Après la culture de pois, on retrouve généralement une grande quantité d’azote dans le sol due à la fixation d’azote atmosphérique par cette légumineuse. Cet essai en est un bel exemple.
On retrouve en post culture (11/07/2012) assez peu d’azote dans le profil, 23 kg de N-NO3-/ha. Cette donnée est très intéressante car elle nous montre bien qu’une légumineuse, le pois de conserverie dans notre situation, prélève de préférence l’azote disponible dans le sol avant de fixer celui de l’air laissant ainsi un profil azoté assez faible en post récolte. En revanche, après plusieurs semaines le processus de minéralisation des résidus de pois de conserverie (fanes + racines) conduit à une augmentation nette du stock d’azote nitrique, passant à 145 kg de N-NO3-/ha sur la parcelle de sol nu au 09/10/2011 et à 149 N-NO3-/ha au 11/12/2011 (fin de période d’APL).
Au 09/10/2011 on peut noter que parmi les intercultures testées, les plus efficaces pour capter l’azote du profil sont la moutarde et le mélange moutarde/phacélie. On peut signaler que le nyger a lui aussi très bien joué son rôle de piège à nitrate à l’automne 2012. Bien qu’il ait été semé avec 2 semaines de retard (08/08/2012) par rapport aux autres modalités il n’a laissé que 22 kg de N-NO3-/ha dans le profil. Le nyger et le sarrasin sont des plantes qui aiment la chaleur, aussi ces 2 espèces doivent être semées le plus tôt possible (maximum au 10 août) pour qu’elles puissent exprimer pleinement leur potentiel.
On peut aussi remarquer qu’après leur destruction, le nyger et la moutarde ont libéré assez rapidement une grosse quantité d’azote, respectivement 34 et 50 kg de N-NO3-/ha (essentiellement due à la minéralisation des couverts après comparaison avec le témoin).
Quoi qu’il en soit, toutes les intercultures testées ont très bien joué leur rôle de piège à nitrate.