Estos mecanismos integran sensores de posición para una mayor precisión de posicionamiento gracias al control de bucle cerrado. Estos mecanismos se accionan y controlan mediante la cremallera motorizada o los controladores OEM de CTEC.
![piezo-plataforma-x120s](../../_album/piezo-plataforma-x120s.jpg)
Las plataformas piezoeléctricas de CEDRAT TECHNOLOGIES (CTEC) incluye modelos con 1, 2 ó 3 ejes de traslación. Todos los modelos aprovechan las características de los actuadores APA y la guía de flexión, para ofrecer una excelente compacidad, robustez, ancho de banda y resolución. Pueden equiparse con galgas extensométricas para posicionamiento muy preciso o control en bucle cerrado. Las traslaciones y rotaciones parásitas así como la diafonía son muy limitadas
![](data:image/png;base64,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)
Los modelos X60S y X120S son etapas piezoeléctricas de un eje. Su bastidor móvil puede diseñarse a medida (puntos de fijación, orificios...) y 2 platataformas pueden ser apiladas para el movimiento XY.
![piezo-plataforma-x60s](../../_album/plataforma-piezoelectrica-x60s.jpg)
Solicitar presupuesto
Greenlight es distribuidor en exclusiva en España de los productos de Cedrat
Descubre otros vídeos de actuadores piezoeléctricos en nuestro canal de:
![http://www.standa.lt/images/youtube.gif](http://www.standa.lt/images/youtube.gif)
|