Batería Gel Eleksol 12V/250Ah M8

Ref. 6GFM250G

La batería de GEL Eleksol 6GFM250G es una opción perfecta para diferentes aplicaciones solares. Tiene una gran capacidad de Ah y está equipada con una exclusiva válvula de doble sellado y seguridad patentada para que sea segura y fácil de usar.

La batería de GEL Eleksol ofrece eficiencia a largo plazo, proporcionando un rendimiento duradero.

Tipo Batería
- Gel
Marca Batería
- Victron Energy
Voltaje Batería
- 12 V
Amperaje Batería
- 200 Ah - 299 Ah

385,69 € 385,69 € 385.69 EUR (IVA Incluido.)

375,00 € (IVA Incluido.)

375,00 € 318,75 € (Sin IVA)

Esta combinación no existe.

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Términos y condiciones

Batería Gel Eleksol 12V/250Ah M8

385,69 € 385,69 € 385.69 EUR (IVA Incluido.)

375,00 € (IVA Incluido.)

375,00 € 318,75 € (Sin IVA)

Batería Solar ELEKSOL GEL 6GFM250 - 12V 250Ah

Batería Solar de GEL Eleksol 6GFM250G. Esta batería con una capacidad de 250Ah está diseñada para durar. Dispone de sellado doble patentado y válvula de seguridad.

Especialmente pensada para uso en instalaciones fotovoltaicas, eólicas, bicicletas eléctricas, carritos de golf, vehículos eléctricos y más.

CARACTERÍSTICAS TÉCNICAS

Capacidad: 250Ah

Voltaje: 12V

Diseñadas para durar

Baja autodescarga

Alta eficiencia de reacción sellada

Alta densidad energética.

Excelente aceptación de carga

Diseño de la estructura de la rejilla primaria y secundaria patentadas.

Separador: Separador de alta capacidad de absorción.

Carcasa: ABS de alta resistencia.

Sellado: La batería no necesita agregar ácido ni agua durante el uso.

Mantenimiento: Esta batería no necesita mantenimiento.

USOS

Instalaciones fotovoltaicas

Instalaciones eólicas

Bicicletas eléctricas

Herramientas eléctricas

Vehículos eléctricos.

Tractores

Carritos de golf.

Juguetes eléctricos.

Equipos médicos.

Sistemas ferroviarios y marinos.

Alarmas de incendio

Sillas de ruedas eléctricas.

DIMENSIONES

Medidas: 522 x 240 x 244 mm.

Peso: 60 kg

Certificados

Certificaciones baterías Eleksol

GARANTÍA

Este producto tiene 3 años de garantía.

Especificaciones para Batería Gel Eleksol 12V/250Ah M8

Tipo Batería	Gel
Marca Batería	Victron Energy
Voltaje Batería	12 V
Amperaje Batería	200 Ah - 299 Ah

	Eleksol - 6GFM250G.pdf	FICHA TÉCNICA ES
	Certificado - CE.pdf	CERTIFICADO CE ES
	Delaración de garantía - serie Gel -ELEKSOL.pdf	GARANTIA ES
	Test report - CE.pdf	TEST REPORT CE ES