Cambio Trasero Shimano Tourney RD-TY500: Análisis Detallado

El Cambio Trasero Shimano Tourney RD-TY500 es una opción popular para bicicletas de montaña y urbanas que utilizan sistemas de transmisión de 6 o 7 velocidades. Este desviador trasero está diseñado para ofrecer un rendimiento fiable y preciso, lo que lo convierte en una excelente opción para ciclistas principiantes y aquellos que buscan una actualización económica.

Características Principales

  • Compatibilidad: Diseñado para sistemas de 6 y 7 velocidades.
  • Modelo: RD-TY500 (Tourney).

Tecnología de Doble Servo

Instalando Desviador (descarrilador) Shimano tourney TY500

El mecanismo de doble servo de SHIMANO permite que el desviador trasero se mueva en una trayectoria óptima. La polea guía sigue a los piñones mientras avanzan y retroceden a intervalos muy cortos, optimizando cada cambio.

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)

El seguimiento perfecto contribuye a que las operaciones de cambio del SIS (Shimano Index System) sean extremadamente precisas. La polea guía del desviador trasero está igualmente posicionada de forma óptima respecto al piñón en todos los pasos de la marcha.

Beneficios Clave

  • Cambios Precisos: Gracias al sistema SIS y al mecanismo de doble servo.
  • Rendimiento Optimizado: La polea guía sigue de cerca los piñones para cambios suaves.
  • Durabilidad: Construcción robusta para resistir el uso diario.

Tabla de Especificaciones Técnicas

Característica Especificación
Modelo RD-TY500
Serie Tourney
Velocidades 6/7
Tecnología Doble Servo, SIS

En resumen, el Cambio Trasero Shimano Tourney RD-TY500 es una excelente opción para aquellos que buscan un desviador trasero fiable y eficiente para sistemas de 6 o 7 velocidades. Su tecnología de doble servo y compatibilidad con el sistema SIS garantizan cambios precisos y un rendimiento optimizado en cada recorrido.

tags: #adaptador #shimano #de #desviadores