Algunos aparatos eléctricos necesitan un campo magnético para funcionar, como por ejemplo los motores eléctricos. Entonces, una parte de la energía eléctrica que reciben se convierte en potencia mecánica (esta energía se denomina energía activa y la unidad de medida es el kWh), pero otra parte se destina a crear ese campo magnético (esta se denomina energía reactiva y se mide en kVArh). Aunque no se transforme en potencia útil, la energía reactiva es imprescindible para el funcionamiento de ascensores, ventiladores, bombas de agua, cámaras frigoríficas, etc. Y si su consumo es elevado, afectará a la factura eléctrica de mi negocio.
¿Cuánto se paga por la energía reactiva?
Depende del consumo de reactiva. Si el consumo es pequeño no se paga ningún cargo por reactiva en la factura eléctrica, pero si supera un cierto valor mensual entonces la empresa eléctrica nos cobrará una penalización, según se indica en el Real Decreto 1164/2001.
Para entender qué penalización corresponde pagar, antes es preciso definir el factor de potencia. La relación entre la potencia activa (P) y la reactiva (Q) en una instalación viene representada por el factor de potencia, cos j. El ángulo j mide el desfase entre tensión (Voltios) e intensidad (Amperios) en un receptor eléctrico.
Un factor de potencia próximo a la unidad indica un menor consumo de reactiva. Si el factor está comprendido entre 0,80 y 0,95, nos aplicarán un cargo de 0,041554 Euros por cada kVArh de reactiva consumida en exceso. Pero si el factor mensual es inferior a 0,80, entonces la penalización será mayor, y nos cobrarán 0,062332 Euros/kVArh.
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)
TABLA. Cargos vigentes por consumo de energía reactiva
En particular, el apartado 3 del artículo 9 del Real Decreto 1164/2001 indica que:TABLA. Cargos vigentes por consumo de energía reactiva
- Si el factor de potencia es superior a 0,95 no hay recargo ni bonificación.
- Si el factor de potencia es inferior a 0,95 se factura un recargo, que se aplica en todos los periodos tarifarios, excepto en el periodo 3, para las tarifas de acceso 3.0A y 3.1A, y en el periodo 6, para las tarifas de acceso de seis periodos 6.X, siempre que el consumo de energía reactiva exceda el 33% del consumo de activa durante el periodo de facturación considerado (es decir, cos j < 0,95) y únicamente afectará a dichos excesos.
¿Cómo evitar el pago del cargo por consumo de energía reactiva?
Si en la factura eléctrica se observan reiteradamente cargos mensuales por consumo de reactiva, entonces es momento de actuar para eliminar ese sobrecoste. La forma de compensar el consumo de energía reactiva en cualquier negocio es instalar una batería de condensadores, un dispositivo eléctrico que permite compensar el desfase entre la tensión y la intensidad en la instalación eléctrica, reduciendo la demanda de energía reactiva de la red eléctrica. Pero para dimensionar adecuadamente una batería de condensadores no basta con la información del consumo de reactiva que aparece reflejado en las facturas eléctricas. Es más adecuado solicitar a un profesional que seleccione el tipo de batería y su potencia después de realizar una medición continua de la demanda de reactiva durante un periodo de tiempo. Si el factor de potencia de una instalación eléctrica es inferior a 0,80, la inversión en una batería de condensadores se recupera en un plazo inferior a dos años. Además, es muy conveniente contar con este equipo en cualquier local o industria porque además del beneficio económico en la factura eléctrica también se obtiene un mejor funcionamiento técnico gracias a la reducción de las pérdidas eléctricas en cables y transformadores.
Si deseas asesoramiento personalizado para reducir la reactiva de tu negocio, contacta con TotalEnergies en el teléfono 900 834 937 o a través de este formulario de contacto.