Un bacille est une bactérie de forme allongée dite « en bâtonnet », par opposition à la forme cocci (« ronde »).
La forme des bactéries et la coloration de Gram sont des critères permettant de les classer.
Exemples de bacilles
Le bacille de Koch : bactérie qui est responsable de la tuberculose. Il s'infiltre dans l'organisme par les voies respiratoires, et se développe dans les os, les reins, la peau, les méninges, mais le plus souvent dans les poumons.
Le bacille du tétanos : il se trouve dans la terre et peut pénétrer dans l'organisme par des plaies profondes. Ce bacille libère des toxines qui, dans un premier temps, paralysent les muscles, et, si la maladie n'est pas traitée, peuvent être mortelles.
Il existe un vaccin, pris en trois fois pour la première fois puis suivi d'un rappel tous les dix ans.
Exemples de formes
Les bacilles selon leur genre, peuvent s'organiser de différentes façons :
![https://upload.wikimedia.org/wikipedia/commons/thumb/7/7a/Bacillus_subtilis_Spore.jpg/290px-Bacillus_subtilis_Spore.jpg](data:image/png;base64,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)
Bacillus subtilis sporulant (coloration au vert de malachite)
![https://upload.wikimedia.org/wikipedia/commons/thumb/c/c4/Bacilli_division_diagram.png/290px-Bacilli_division_diagram.png](data:image/png;base64,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)
Modes de développement des bacilles : les lignes bleues et rouges indiquent les anciennes et les nouvelles parois cellulaires.
(1) croissance au centre du corps de la cellule, p.ex. Bacillus subtilis, E. coli, etc.
(2) croissance aux extrémités, p.ex. Corynebacterium diphtheriae