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Attachments de Invisalign

Los attachment o atache de Invisalign son aditamentos en resina, que se adhieren al diente. Son necesarios para el movimiento dental y el tratamiento de ortodoncia con invisalign.<img width="996" height="262" 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" alt="Attachments de Ortodoncia en Invisalign">

2 minutos de lectura
Attachment Convencional Invisalign

Son pequeñas bolitas o figuras geométricas de resina, pegadas en la superficie dental durante un tratamiento de ortodoncia con alineadores.

Attachments de Ortodoncia

En Invisalign utilizamos dos tipos de attachments: los convencionales y los optimizados.

Attachments Convencional

Tiene 3 formas: Primero, la forma elipsoidal, segundo, la forma rectangular y por último, la forma rectangular biselada. Se usan de forma libre por el ortodoncista. Rara vez pueden ser rechazados por el ClinCheck.

Principalmente, su uso u objetivo será la retención del alineador, así­ mismo, evitar el desalojo no intencional del mismo.

Se usa en superficies linguales o vestibulares. La orientación de los attachments de ortodoncia puede variar, vertical, diagonal u horizontal.

Directamente en el software ClinCheck se puede ajustar o modificar el grosor, el tamaño y profundidad de los attachments.

Attachments Optimizados

Los optimizados tiene una forma más especí­ficas, forma de medialuna. Al contrario de los attachment de ortodoncia convencionales, los optimizados no se pueden modificar ni de tamaño ni de posición.

Son patentados por Invisalign y hacen parte de sistema de fuerzas SmartForce de Invisalign.

Pasos para hacer los Attachments de Ortodoncia

Los pasos son los básicos o fundamentales del proceso de grabado y adhesión de un bracket o aditamento.

Pasos:

1: Limpieza o profilaxis de la superficie dental.

2: Grabado ácido (ácido fosfórico)

3: Lavado, secado

4: Aplicación de adhesivo, aireado.

5: Fotopolimerización adhesivo.

6: Carga de la plantilla (perforada para permitir fluido de exceso material) con resina fluida o resina de restauración convencional.

¿Qué pasa si se me cae un attachment?

Raramente no suele suceder esto. Ahora bien, el paciente debe acudir a una cita para que le sea cementado nuevamente. De no ser así, el tratamiento puede retrasarse en el tiempo. Además, existe el riesgo que el siguiente alineador no encaje adecuadamente.

¿Nuestro artí­culo resolvió tu consulta?
SiNo

Autor:

Dr. Jhon Rojas

Publicado:

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En Jhon Rojas Ortodoncia, garantizamos contenidos precisos y actualizados, fundamentados en evidencia científica. Nuestro proceso editorial incluye una auditorí­a constante de los artí­culos para mantener la relevancia y exactitud. Realizamos una investigación exhaustiva y utilizamos fuentes confiables para respaldar cada tema. Tras estructurar y redactar el contenido, pasamos por un riguroso proceso de revisión y verificación de hechos. Publicamos los artículos complementados con elementos visuales y los actualizamos regularmente para mantenerlos al día con los avances en ortodoncia. Nos comprometemos a proporcionar información clara, útil y veraz para empoderar a nuestros lectores en sus decisiones de salud dental. Toda información no se convierte en diagnóstico, para obtener uno te invitamos a solicitar una cita con nosotros.