DC12V LED Controlador de Alimentación Transformador IP67 Adaptador Corriente Luz
Esta ficha técnica del producto ha sido originalmente escrita en inglés. A continuación puede encontrar una traducción automática al español. Si usted tiene alguna pregunta por favor póngase en contacto con nosotros.
Este listado solo para 1 transformador LED IP20 DC12V. (Seleccione el tipo requerido en el menú desplegable).
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![](https://vintageinterior.co.uk/media/wysiwyg/swatches/ledsone_heade_copy.jpg) |
Transformador delgado de la fuente de alimentación del conductor de DC 12V LED para la tira Reino Unido 60w - 360w del LED
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![](https://i.ebayimg.com/images/g/h68AAOSwwz5aqNMt/s-l1600.jpg) |
![](https://i.ebayimg.com/images/g/I5wAAOSwrLRaqNLd/s-l1600.jpg) |
![](https://vintageinterior.co.uk/media/wysiwyg/Transformer/IP20Mini12VDrivers/Common/mini%20driver%20com.jpg) |
![](https://i.ebayimg.com/images/g/6LIAAOSwPnNaqNKc/s-l1600.jpg) |
![](https://i.ebayimg.com/images/g/xKcAAOSwMEBaqNKH/s-l500.jpg)
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![](https://i.ebayimg.com/images/g/EdcAAOSw2DBaqNo8/s-l1600.jpg) |
Característica: - Nuestros transformadores LED son de alta calidad, de calidad comercial y están fabricados para durar. Son ideales para ser utilizados con nuestros LGama de cintas ED y tiras de luces LED.
- Nuestro transformador LEDSone de CA de 230 V a CC de 12 V es un transformador LEDSone de marca premium, diseñado para durar. Probados y probados para una larga vida útil y confiabilidad, los transformadores de LEDSone son ideales para usar con múltiples gamas de cintas LED. Este transformador LED está disponible en una amplia gama y no tiene carga mínima.
- El transformador LED puede alimentar cualquiera de las cintas LED u otras luces LED, siempre que el voltaje de la carga coincida con el voltaje de su transformador. El transformador está completamente cerrado, por lo que es seguro tocarlo y puede instalarse en la mayoría de los lugares. Puede conectar el transformador directamente a una fuente de alimentación de 240 V o simplemente conectar un enchufe británico de 3 clavijas al transformador y enchufarlo a un enchufe estándar de 3 clavijas.
- Este artículo cumple con RoHS y cumple con todos los estándares de seguridad del Reino Unido.
- Todos nuestros productos están cubiertos por una garantía de 2 años "de regreso al fabricante".
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)
El paquete incluye:
- 1 x controlador IP67 de potencia elegida
Nota:
- Esta unidad de fuente de alimentación "NO" viene con instrucciones de instalación, cable de cableado, interruptor de encendido/apagado ni tornillos.
- Se recomienda encarecidamente la instalación profesional de un electricista calificado.
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Nuestro transformador LEDSone de CA de 230 V a CC de 12 V es un transformador LEDSone de marca premium, diseñado para durar. Probados y probados para una larga vida útil y confiabilidad, los transformadores de LEDSone son ideales para usar con múltiples gamas de cintas LED. Este transformador LED está disponible en una amplia gama y no tiene carga mínima. El transformador LED puede alimentar cualquiera de las cintas LED u otras luces LED, siempre que el voltaje de la carga coincida con el voltaje de su transformador. El transformador está completamente cerrado, por lo que es seguro tocarlo y puede instalarse en la mayoría de los lugares. Puede conectar el transformador directamente a una fuente de alimentación de 240 V o simplemente conectar un enchufe británico de 3 clavijas al transform
Nuestro transformador LEDSone de CA de 230 V a CC de 12 V es un transformador LEDSone de marca premium, diseñado para durar. Probados y probados para una larga vida útil y confiabilidad, los transformadores de LEDSone son ideales para usar con múltiples gamas de cintas LED. Este transformador LED está disponible en una amplia gama y no tiene carga mínima. El transformador LED puede alimentar cualquiera de las cintas LED u otras luces LED, siempre que el voltaje de la carga coincida con el voltaje de su transformador. El transformador está completamente cerrado, por lo que es seguro tocarlo y puede instalarse en la mayoría de los lugares. Puede conectar el transformador directamente a una fuente de alimentación de 240 V o simplemente conectar un enchufe británico de 3 clavijas al transform
Nuestro transformador LEDSone de CA de 230 V a CC de 12 V es un transformador LEDSone de marca premium, diseñado para durar. Probados y probados para una larga vida útil y confiabilidad, los transformadores de LEDSone son ideales para usar con múltiples gamas de cintas LED. Este transformador LED está disponible en una amplia gama y no tiene carga mínima. El transformador LED puede alimentar cualquiera de las cintas LED u otras luces LED, siempre que el voltaje de la carga coincida con el voltaje de su transformador. El transformador está completamente cerrado, por lo que es seguro tocarlo y puede instalarse en la mayoría de los lugares. Puede conectar el transformador directamente a una fuente de alimentación de 240 V o simplemente conectar un enchufe británico de 3 clavijas al transform
Style |
Modern |
Labels & Certifications |
CE Marking |
Modified Item |
No |
Installation Area |
Outdoor |
Current Type |
AC-DC |
Power Consumption |
15 W - 500 W |
Item Diameter |
N/A |
Department |
Any |
Type |
LED Driver |
Unit Type |
Unit |
Number in Pack |
1 |
Lighting Technology |
LED |
Smart Home Compatibility |
N/A |
Brand |
LED_Sone |
Material |
Metal |
Compatible Product |
Yes |
Bulb Shape Code |
LED |
Power (W) |
15W - 500W |
IP Rating |
IP67 |
Colour |
Silver |
Manufacturer Warranty |
3 years |
LED Chip Code |
N/A |
Model |
Water proof |
Amperage |
1.25 - 41.66A |
Features |
Waterproof |
MPN |
LSN-12VIP67AL |
Non-Domestic Product |
No |
Connectors |
N/A |
Output Voltage |
12V |
Voltage |
110 - 230V |
Bulb Wattage |
15W - 500W |
Light Source |
LED |
Smart Home Protocol |
N/A |