Mastopexie pour ptose mammaire
La ptose mammaire est l’affaissement du sein dû à la distension de la peau qui l’enveloppe. Le sein ayant ainsi perdu son volume, se retrouve vide dans sa partie supérieure.
La ptose peut être naturelle, mais survient généralement après un amaigrissement une grossesse. Elle peut souvent être associée à une hypertrophie mammaire qui pourra être réduite.
Dans le cas d’une ptose mammaire associée à un sein trop petit, le chirurgien pourra compenser par l’ajout d’une prothèse mammaire ou un transfert graisseux.
L’objectif de cette intervention est de replacer l’aréole et le mamelon en bonne position, puis de redonner du volume et d’ascensionner la glande. Enfin le chirurgien retirera la peau excédentaire redonnant aux seins une forme harmonieuse.
Les sutures de la peau sont à l’origine des cicatrices, dont la forme en T inversé se trouve sur le pourtour de l’aréole (péri-aréolaire), entre le pole inférieur de l’aréole et le sillon sous-mammaire (verticale), dissimulée dans le sillon sous-mammaire (horizontale).
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)
Patiente de 30 ans, ayant perdu 20 kilos et présentant une ptose avec asymétrie. Mastopexie bilatérale. Réduction de 50 g à droite et 15 g à gauche. Résultat à 3 mois.
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EN SAVOIR PLUS