Source: EURLEX
Language: es
Format: md

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| 28.12.2018 | ES | Diario Oficial de la Unión Europea | L 331/225 |

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DECISIÓN DE EJECUCIÓN (UE) 2018/2079 DE LA COMISIÓN

de 19 de diciembre de 2018

relativa a la aprobación de la función de conducción a vela con motor al ralentí como tecnología innovadora para reducir las emisiones de CO2 de los turismos, de conformidad con el Reglamento (CE) n.o 443/2009 del Parlamento Europeo y del Consejo

(Texto pertinente a efectos del EEE)

LA COMISIÓN EUROPEA,

Visto el Tratado de Funcionamiento de la Unión Europea,

Visto el Reglamento (CE) n.o 443/2009 del Parlamento Europeo y del Consejo, de 23 de abril de 2009, por el que se establecen normas de comportamiento en materia de emisiones de los turismos nuevos como parte del enfoque integrado de la Comunidad para reducir las emisiones de CO2 de los vehículos ligeros [(1)](#ntr1-L_2018331ES.01022501-E0001), y en particular su artículo 12, apartado 4,

Considerando lo siguiente:

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| (1) | Los fabricantes Audi AG, BMW AG, FCA Italy S.p.A., Ford Motor Company, Hyundai Motor Europe Technical Center GmbH, JLR Jaguar Land Rover LTD, Opel Automobile GmbH, PSA Peugeot Citroën, Groupe Renault, Robert Bosch GmbH, Toyota Motor Europe NV/SA, Volvo Cars Corporation y Volkswagen AG (en lo sucesivo, «los solicitantes») presentaron el 21 de marzo de 2018 una solicitud conjunta de aprobación como ecoinnovación de una función de conducción a vela con motor al ralentí. |

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| (2) | La solicitud ha sido evaluada de conformidad con el artículo 12 del Reglamento (CE) n.o 443/2009 y el Reglamento de Ejecución (UE) n.o 725/2011 de la Comisión [(2)](#ntr2-L_2018331ES.01022501-E0002). |

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| (3) | La solicitud se refiere a la función de conducción a vela con motor al ralentí para vehículos de la categoría M1 con grupo motopropulsor ordinario (motor térmico no híbrido). El principio básico de esa tecnología innovadora consiste en desacoplar el motor de combustión de la cadena de tracción y evitar la desaceleración causada por el frenado de motor. La función se activaría automáticamente en el modo de conducción predominante, que es el modo que se selecciona automáticamente al arrancar el vehículo. La conducción a vela puede, por tanto, utilizarse para aumentar la distancia de rodadura del vehículo en situaciones en que no se precisa propulsión o en que es necesario reducir lentamente la velocidad. Al «conducir a vela», la energía cinética y potencial del vehículo se utilizan directamente para superar la resistencia en conducción y, en consecuencia, para reducir el consumo de combustible. Para lograr una menor desaceleración, el motor se desacopla de la cadena de tracción liberando el embrague. Esta operación se hace de forma automática gracias a la unidad de control de la transmisión automática o por medio de un embrague automático en caso de una caja de cambios manual. Durante las fases de conducción a vela, el motor funciona al ralentí. |

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| (4) | Mediante la Decisiones de Ejecución (UE) 2015/1132 [(3)](#ntr3-L_2018331ES.01022501-E0003) y (UE) 2017/1402 [(4)](#ntr4-L_2018331ES.01022501-E0004), la Comisión aprobó las solicitudes presentadas, respectivamente, por Porsche AG en relación con una función de «navegación a vela» destinada exclusivamente a los vehículos M1 del segmento S de Porsche (cupés deportivos), y por BMW AG en relación con una función de conducción a vela con motor al ralentí destinada exclusivamente a los vehículos BMW M1 con grupo motopropulsor ordinario y transmisión automática. La función de conducción a vela con motor al ralentí que es objeto de la solicitud actual está destinada a cualquier vehículo de la categoría M1 con grupo motopropulsor ordinario y transmisión automática o manual. |

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| (5) | Los solicitantes han presentado una metodología para someter a ensayo la reducción de las emisiones de CO2 derivada de la utilización de la función de conducción a vela con motor al ralentí, que incluye un ciclo de ensayos NEDC modificado para ofrecer la posibilidad de conducción a vela del vehículo. A fin de determinar el nivel de reducción de las emisiones de CO2 conseguido, el vehículo equipado con la función de conducción a vela con motor al ralentí debe compararse con un vehículo de referencia en el que la función de conducción a vela no esté instalada, no esté disponible en el modo de conducción predominante o esté desactivada a efectos del ensayo. Para que la comparación sea fiable, es preciso que el ensayo del vehículo de referencia se lleve a cabo en condiciones de arranque en caliente del NEDC estándar y que las condiciones modificadas aplicables al vehículo equipado con la ecoinnovación se tengan en cuenta mediante un factor de conversión aplicado a efectos del cálculo de la reducción de las emisiones de CO2. Se considera adecuado mantener el factor de conversión en el valor de 0,960, en consonancia con el factor de conversión establecido en las Decisiones de Ejecución (UE) 2015/1132 y (UE) 2017/1402. |

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| (6) | Un elemento esencial para determinar la reducción de las emisiones de CO2 es la parte proporcional de la distancia recorrida por el vehículo en la cual está activada la función de conducción a vela, teniendo en cuenta que dicha función puede desactivarse en otros modos de conducción distintos del modo de conducción predominante. A fin de tomar en consideración la diversidad de vehículos que hay en el mercado, se considera oportuno establecer un factor de utilización que sea representativo de la velocidad de activación de la tecnología para una amplia gama de vehículos en condiciones reales. Sobre la base de los datos facilitados por los solicitantes, resulta evidente que la activación de la tecnología de conducción a vela con motor al ralentí depende de ciertos límites de velocidad que pueden variar entre vehículos diferentes. A la vista de la base de datos facilitada, procede considerar que la función de conducción a vela se activa a velocidades superiores a 15 km/h. |

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| (7) | La información presentada en la solicitud demuestra que una serie de vehículos de categoría M1 con grupo motopropulsor ordinario y transmisión automática o manual han cumplido los criterios contemplados en el artículo 12 del Reglamento (CE) n.o 443/2009 y las condiciones previstas en los artículos 2 y 4 del Reglamento de Ejecución (UE) n.o 725/2011. Además, la solicitud está respaldada por informes de verificación realizados por organismos independientes y certificados, de conformidad con el artículo 7 del Reglamento de Ejecución (UE) n.o 725/2011. |

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| (8) | Sobre la base de la información proporcionada en la solicitud conjunta, y teniendo en cuenta la experiencia adquirida a raíz de la evaluación de la solicitud relativa a la aprobación de la función de «navegación a vela» de Porsche AG en el marco de la Decisión de Ejecución (UE) 2015/1132, la evaluación de la solicitud relativa a la aprobación de la función de conducción a vela con motor al ralentí de BMW AG en el marco de la Decisión de Ejecución (UE) 2017/1402, y el estudio interno sobre la determinación de la distancia relativa de recorrido a vela, los factores de utilización y la reducción de las emisiones de CO2 [(5)](#ntr5-L_2018331ES.01022501-E0005) respecto a la tecnología de la conducción a vela, se ha demostrado de manera satisfactoria que la función de conducción a vela con motor al ralentí cumple los criterios establecidos en el artículo 12 del Reglamento (CE) n.o 443/2009 y puede suponer una reducción de las emisiones de CO2 de al menos 1 g de CO2/km, de conformidad con lo dispuesto en el artículo 9 del Reglamento de Ejecución (UE) n.o 725/2011 en el caso de los vehículos de categoría M1 con grupo motopropulsor ordinario. Corresponde, por tanto, a la autoridad de homologación de tipo comprobar si se alcanza el umbral de 1 g de CO2/km previsto en el artículo 9 del Reglamento de Ejecución (UE) n.o 725/2011 y certificar la reducción efectiva de las emisiones de CO2 en las versiones de vehículos de categoría M1 equipadas con la función de conducción a vela con motor al ralentí. |

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| (9) | En estas condiciones, la Comisión considera que no hay ningún motivo para oponerse a la aprobación de la tecnología innovadora en cuestión. |

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| (10) | Con el fin de obtener la certificación de la reducción de las emisiones de CO2 derivada de la función de conducción a vela con motor al ralentí, los fabricantes deben presentar a la autoridad de homologación de tipo, junto con la solicitud de certificación, un informe de verificación de un organismo independiente y certificado que acredite que el vehículo equipado con esa función es conforme con las condiciones recogidas en la presente Decisión. |

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| (11) | Si dicha autoridad considera que la función de conducción a vela con motor al ralentí no satisface las condiciones de certificación, debe rechazarse la solicitud de certificación de la reducción de emisiones. |

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| (12) | Conviene que la presente Decisión se aplique en relación con el procedimiento de ensayo a que se hace referencia en el anexo XII del Reglamento (CE) n.o 692/2008 de la Comisión [(6)](#ntr6-L_2018331ES.01022501-E0006). Con efectos a partir del 1 de enero de 2021, las tecnologías innovadoras deben evaluarse de acuerdo con el procedimiento de ensayo establecido en el Reglamento de Ejecución (UE) 2017/1151 de la Comisión [(7)](#ntr7-L_2018331ES.01022501-E0007). La presente Decisión será aplicable al cálculo de las emisiones medias específicas de un fabricante hasta el año civil de 2020 inclusive. |

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| (13) | A fin de determinar el código general de las ecoinnovaciones que debe emplearse en los documentos de homologación de tipo pertinentes de conformidad con los anexos I, VIII y IX de la Directiva 2007/46/CE del Parlamento Europeo y del Consejo [(8)](#ntr8-L_2018331ES.01022501-E0008), conviene especificar el código individual que se va a utilizar para la tecnología innovadora. |

HA ADOPTADO LA PRESENTE DECISIÓN:

Artículo 1

Aprobación

La función de conducción a vela con motor al ralentí queda aprobada como tecnología innovadora a tenor del artículo 12 del Reglamento (CE) n.o 443/2009, siempre que se cumplan las siguientes condiciones:

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| a) | la tecnología innovadora se instalará en vehículos de la categoría M1 con grupo motopropulsor ordinario y transmisión automática o caja de cambios manual con un embrague automático; |

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| b) | la función de conducción a vela con motor al ralentí estará activada automáticamente en el modo seleccionado por defecto al arrancar el vehículo, independientemente del modo de funcionamiento que estuviera seleccionado cuando el vehículo se paró por última vez («modo de conducción predominante»); |

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| c) | la función de conducción a vela con motor al ralentí no podrá ser desactivada en el modo de conducción predominante por el conductor o por intervenciones externas; |

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| d) | la función de conducción a vela con motor al ralentí se mantendrá activada, como mínimo, hasta que la velocidad se reduzca a 15 km/h; |

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| e) | en el caso de los vehículos con capacidad de conducción a vela a una velocidad inferior a 15 km/h, la función de conducción a vela con motor al ralentí se desactivará a 15 km/h a los efectos del ensayo que figura en el anexo. |

Artículo 2

Solicitud de certificación de la reducción de las emisiones de CO2

Cualquier fabricante podrá, de conformidad con el artículo 11 del Reglamento de Ejecución (UE) n.o 725/2011, solicitar a una autoridad de homologación la certificación de la reducción de las emisiones de CO2 derivada de la función de conducción a vela con motor al ralentí con referencia a la presente Decisión.

La solicitud de certificación irá acompañada de un informe de verificación de un organismo independiente y certificado que confirme que el vehículo equipado con la tecnología innovadora reúne las condiciones establecidas en el artículo 1 y que se alcanza el umbral de reducción de las emisiones de CO2 de 1 g de CO2/km contemplado en el artículo 9 del Reglamento de Ejecución (UE) n.o 725/2011.

Artículo 3

Certificación de la reducción de las emisiones de CO2

La reducción de las emisiones de CO2 derivada del uso de la función de conducción a vela con motor al ralentí mencionada en el artículo 1 se determinará utilizando la metodología establecida en el anexo. La autoridad de homologación verificará la reducción conseguida utilizando, entre otras cosas, el informe de verificación a que se refiere el artículo 2, y certificará ese nivel de reducción, siempre que se alcance el umbral previsto en el artículo 9 del Reglamento de Ejecución (UE) n.o 725/2011.

Esa reducción se tendrá en cuenta para calcular las emisiones medias específicas de un fabricante hasta el año civil de 2020 inclusive.

Artículo 4

Código de ecoinnovación

En la documentación de homologación de tipo figurará el código de ecoinnovación n.o 25 cuando se haga referencia a la presente Decisión de conformidad con el artículo 11, apartado 1, del Reglamento de Ejecución (UE) n.o 725/2011.

Artículo 5

Aplicabilidad

La presente Decisión será aplicable hasta el 31 de diciembre de 2020.

Artículo 6

Entrada en vigor

La presente Decisión entrará en vigor a los veinte días de su publicación en el Diario Oficial de la Unión Europea.

Hecho en Bruselas, el 19 de diciembre de 2018.

Por la Comisión

El Presidente

Jean-Claude JUNCKER

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ANEXO

METODOLOGÍA PARA DETERMINAR LA REDUCCIÓN DE LAS EMISIONES DE CO2 DERIVADA DE LA UTILIZACIÓN DE LA FUNCIÓN DE CONDUCCIÓN A VELA CON MOTOR AL RALENTÍ

1.   INTRODUCCIÓN

Para determinar la reducción de las emisiones de CO2 que puede atribuirse a la utilización de la función de conducción a vela con motor al ralentí, es necesario especificar lo siguiente:

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| 1) | los vehículos de ensayo; |

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| 2) | el procedimiento para preacondicionar el vehículo; |

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| 3) | el procedimiento para determinar la resistencia al avance en carretera con dinamómetro; |

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| 4) | el procedimiento para determinar las condiciones de ensayo modificadas; |

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| 5) | el procedimiento para determinar las emisiones de CO2 del vehículo ecoinnovador en condiciones de ensayo modificadas; |

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| 6) | el procedimiento para determinar las emisiones de CO2 del vehículo de referencia en condiciones de arranque en caliente de tipo 1; |

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| 7) | el cálculo de la reducción de las emisiones de CO2; |

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| 8) | el cálculo de la incertidumbre de la reducción de las emisiones de CO2. |

2.   SÍMBOLOS, PARÁMETROS Y UNIDADES

Símbolos latinos

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| Formula | : | Reducción de las emisiones de CO2 [g CO2/km] |
| CO2 | : | Dióxido de carbono |
| c | : | Parámetro de conversión |
| BMC | : | Media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de ensayo modificadas [gCO2/km] |
| EMC | : | Media aritmética de las emisiones de CO2 del vehículo ecoinnovador en condiciones de ensayo modificadas [gCO2/km] |
| Formula | : | Media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de arranque en caliente (NEDC) de la homologación de tipo [gCO2/km] |
| BTA | : | Media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de ensayo (NEDC) de la homologación de tipo [gCO2/km] |
| ETA | : | Media aritmética de las emisiones de CO2 del vehículo con tecnología ecoinnovadora en condiciones de ensayo (NEDC) de la homologación de tipo [gCO2/km] |
| RCDRW | : | Distancia relativa recorrida a vela en condiciones reales [%] |
| RCDmNEDC | : | Distancia relativa recorrida a vela en condiciones de ensayo modificadas [%] |
| UF | : | Factor de utilización de la tecnología de conducción a vela |
| Formula | : | Margen estadístico de la reducción total de las emisiones de CO2 [g CO2/km] |
| Formula | : | Desviación típica de la media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de arranque en caliente (NEDC) de la homologación de tipo [gCO2/km] |
| Formula | : | Desviación típica de la media aritmética de las emisiones de CO2 del vehículo ecoinnovador en condiciones de ensayo modificadas [gCO2/km] |
| sUF | : | Desviación típica de la media aritmética del factor de utilización |

Subíndices

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| RW | : | Condiciones reales |
| TA | : | Condiciones (NEDC) de la homologación de tipo |
| B | : | Base de referencia |

3.   VEHÍCULOS DE ENSAYO

Los vehículos de ensayo cumplirán los siguientes requisitos:

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| a) | Vehículo de referencia: vehículo con la tecnología innovadora desactivada o no instalada. Se comprobará que ese vehículo tiene desactivada la función de conducción a vela durante el ensayo NEDC [es decir, la ronda de ensayo para obtener Formula ]. |

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| b) | Vehículo ecoinnovador: vehículo con la tecnología innovadora instalada y activada en el modo de conducción por defecto o predominante. El modo de conducción predominante es el modo que siempre está seleccionado por defecto al arrancar el vehículo, independientemente del modo de funcionamiento que estuviera seleccionado cuando el vehículo se paró por última vez. El conductor no puede desactivar la función de conducción a vela con el motor en marcha en el modo de conducción predominante. |

4.   PREACONDICIONAMIENTO DE LOS VEHÍCULOS

Con el fin de alcanzar las condiciones de ensayo en caliente del grupo motopropulsor, se llevarán a cabo uno o más ciclos de conducción NEDC o mNEDC completos de preacondicionamiento.

5.   DETERMINACIÓN DE LA RESISTENCIA AL AVANCE EN CARRETERA

La determinación de la resistencia al avance en carretera con dinamómetro se llevará a cabo en un dinamómetro de chasis, del siguiente modo:

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| — | Preacondicionamiento del vehículo de acuerdo con el punto 4. |

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| — | Determinación de la resistencia al avance en carretera con dinamómetro con arreglo a los procedimientos establecidos en el anexo 4 bis, apéndice 7, del Reglamento n.o 83 de la CEPE/ONU. |

6.   DEFINICIÓN DE LAS CONDICIONES DE ENSAYO MODIFICADAS

6.1.   Definición de la curva de desaceleración en conducción a vela

La determinación de la curva de desaceleración en conducción a vela se llevará a cabo en un dinamómetro de chasis y siguiendo los dos pasos siguientes de carácter obligatorio:

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| — | Se pondrá el vehículo a la temperatura de funcionamiento mediante el procedimiento de preacondicionamiento. |

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| — | Se efectuará una desaceleración en punto muerto en modo de conducción a vela desde 125 km/h, bien hasta la detención, bien hasta la velocidad de conducción a vela más baja posible. |

6.2.   Producción del perfil de velocidad NEDC modificado (mNEDC)

El perfil de velocidad mNEDC se generará de acuerdo con las normas siguientes:

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| — | La secuencia de ensayo se compone de un ciclo urbano formado por cuatro ciclos urbanos básicos y un ciclo extraurbano. |

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| — | Todas las rampas de aceleración son idénticas a las del perfil NEDC. |

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| — | Todos los niveles de velocidad constante son idénticos a los del perfil NEDC. |

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| — | Los valores de desaceleración al desactivar la función de conducción a vela son iguales a los del perfil NEDC. |

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| — | Las tolerancias de velocidad y tiempo se ajustarán a lo indicado en el anexo 7, punto 1.4, del Reglamento n.o 101 de la CEPE/ONU. |

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| — | La desviación en relación con el perfil NEDC se reducirá al mínimo, y la distancia global cumplirá las tolerancias NEDC especificadas. |

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| — | La distancia al final de cada fase de desaceleración del perfil mNEDC será igual a las distancias al final de cada fase de desaceleración del perfil NEDC. |

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| — | En todas las fases de aceleración, velocidad constante y desaceleración, se aplicarán las tolerancias NEDC típicas. |

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| — | Durante las fases de conducción a vela, el motor de combustión interna se desacopla y no se permite ninguna corrección activa de la trayectoria de velocidad de los vehículos. |

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| — | Límite inferior de velocidad para la conducción a vela vmin: el modo de conducción a vela ha de desactivarse accionando el freno al alcanzar el límite inferior de velocidad (15 km/h) para la conducción a vela. |

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| — | Tiempo mínimo de parada: el tiempo mínimo después de cada desaceleración en punto muerto hasta la parada o fase de velocidad constante es de 2 segundos ( Formula  en el gráfico 1). |

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| — | Duración mínima de las fases de velocidad constante: la duración mínima de las fases de velocidad constante después de una aceleración o desaceleración en punto muerto será de al menos 2 segundos ( Formula  en el gráfico 1). |

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| — | Durante las fases de desaceleración, el modo de conducción a vela puede activarse si la velocidad está por debajo de vmax, donde vmax es la velocidad máxima del ciclo de ensayo. |

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| — | El modo de conducción a vela puede desactivarse para velocidades superiores a vmin. |

Gráfico 1

Ilustración de los parámetros utilizados para generar mNEDC

![Image 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)

Generación del perfil de cambio de marchas para vehículos con caja de cambios manual

En el caso de los vehículos equipados con caja de cambios manual, el cuadro de cambios de marcha se adaptará aplicando los supuestos siguientes:

|  |  |
| --- | --- |
| 1. | La selección de marchas durante la aceleración del vehículo sigue siendo tal como se define para el NEDC. |

|  |  |
| --- | --- |
| 2. | El momento en que se reduce la marcha del NEDC modificado difiere del NEDC con el fin de evitar reducciones durante las fases de conducción a vela (por ejemplo, previstas antes de las fases de desaceleración). |

Los puntos de cambio de marcha predefinidos para la parte CEPE del ciclo NEDC se modifican como se indica en el siguiente cuadro:

![Image 2](data:image/jpg;base64,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)

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| 1 | PM = palanca de cambios en punto muerto, vehículo embragado. K1, K2 = primera o segunda marcha, vehículo desembragado. |

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)

7.   DETERMINACIÓN DE LAS EMISIONES DE CO2 DEL VEHÍCULO ECOINNOVADOR EN CONDICIONES DE ENSAYO MODIFICADAS (EMC)

Las emisiones de CO2 de los vehículos ecoinnovadores se medirán de conformidad con el anexo 6 del Reglamento n.o 101 de la CEPE/ONU (Método de medición de las emisiones de dióxido de carbono y del consumo de carburante de los vehículos impulsados únicamente por un motor de combustión interna). Se modificarán los elementos siguientes:

|  |  |
| --- | --- |
| — | El preacondicionamiento del vehículo. |

|  |  |
| --- | --- |
| — | El perfil de velocidad. |

|  |  |
| --- | --- |
| — | El número de ensayos. |

Preacondicionamiento del vehículo

El preacondicionamiento se realizará de acuerdo con la sección 4 del presente anexo.

Perfil de velocidad

El perfil de velocidad se generará de acuerdo con la sección 6 del presente anexo.

Número de ensayos

El procedimiento completo de ensayo en el banco de ensayo se repetirá tres veces como mínimo. Se calcularán la media aritmética de las emisiones de CO2 del vehículo ecoinnovador (EMC) y la desviación típica correspondiente de la media aritmética (
![Formula](data:image/jpg;base64,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)
).

8.   DETERMINACIÓN DE LAS EMISIONES DE CO2 DEL VEHÍCULO DE REFERENCIA EN CONDICIONES MODIFICADAS DE ARRANQUE EN CALIENTE DE LA HOMOLOGACIÓN DE TIPO (

![Formula](data:image/jpg;base64,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)

)

Las emisiones de CO2 de los vehículos de referencia se medirán de conformidad con el anexo 6 del Reglamento n.o 101 de la CEPE/ONU (Método de medición de las emisiones de dióxido de carbono y del consumo de carburante de los vehículos impulsados únicamente por un motor de combustión interna). Se modificarán los elementos siguientes:

|  |  |
| --- | --- |
| — | El preacondicionamiento del vehículo. |

|  |  |
| --- | --- |
| — | El número de ensayos. |

Preacondicionamiento del vehículo

El preacondicionamiento se realizará de acuerdo con la sección 4 del presente anexo.

Número de ensayos

El procedimiento completo de ensayo en condiciones de arranque en caliente (NEDC) de la homologación de tipo en banco de ensayo se repetirá tres veces como mínimo. Se calcularán la media aritmética de las emisiones de CO2 del vehículo de referencia (
![Formula](data:image/jpg;base64,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)
) y la desviación típica correspondiente de la media aritmética (
![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCAAfAEwBAREA/8QAHAABAAICAwEAAAAAAAAAAAAAAAQHBggCAwUJ/8QALBAAAQMEAgIBAwIHAAAAAAAAAgEDBAUGBxEAEgghExUiIzFBCRQWJDJCQ//aAAgBAQAAPwD6IZczRRMTFb1Jdo1Rr1x3hPOmW9RKf8YvT5ANE6afI6QNNAICpEZkiJ61tV1yFivNkrIFzXTZdy46rNlVu0mqe9MjVSVEfFwJiPK0TTkdwwJNMFv2ntda9LyyhmQzLoEtkiX1pHEVed3HHHHHHNSvPdjEFdfxhZGaqLVQoVcrE347lo5vBPtyQ1GQ25YE2hdW+yojhGJCIohKmh2lL2Bbkml488mLUo2RJ2WMWQLEObbl01lkJbjdQGJLIorc1U/uFYRRJCH02paTovZFw+t0yIX8NexapDwRLbqjdKhSBv5gWAKgkD3ZaqRxSOaoggrvTe9L70iKvNwGPMPEdhWlBgVq5bmvZ237UplZrtx0O2pk2Ikd6N3GY+60CgyjogbulX0irvWl5nOKvJHHuYK9/TdtU+6YM46O3X2ArdvyqcMqnuGgA+yTwCjgqSp7Hf68nWNn7G2RMnXriO2aq69cNhEwNUbNvq2aOouyZLf5EA0Js10nU01yxuOOOcSAD/zAS0ip7Tf6/rzEcrY/dyXjevY4iXA7b7FwwH6ZJlxorbrgR3gIHRATTqhKJKiEqLre+U4Xh5WVwhSvHVjPly0+yIFP+kSmafTYbMyfBVfvZckEBqKEPYVUEHaEqLtPXPbzThxymeL1y4Qwjj5qVIq1qO2rAbbkx4yNN/ypMNOPuukKmgov7diVd+varz3bXp9/WVgSjpSMbNSsgUG141EjQXpcUfkfZYEBQpCGoowrg91TtvX+vb1zXCxvEvNmE8lYpy9aU+XdtRjsTYN6U+X9Ogq1EnmUmSgvNKCynAlum4HyKaKg67D65OmeS13YPzl5G1e6Ydbuqx7Rn2ey005VxQ6UlQbQSCMwQ6JFcf7r9w/aCJtdJy2b88rJdu1/JtPtPHJ16nYagsVC75T1UGG4gOxDlI3DbUC+YxaESXuTY+1RFVU5idu+Vt+XL5Y07H8S14TONaxYtMuSnz5NSjx3jCe+AsSzE/u7KarHGMKqSkvb3tETa/jjjjjjlZVvxpwfchXQVesCLOW9ZESVcCvSpBfUHYpdo5Ofk/5rrqiaQdIiekTnC7vGnDN8T3KlcNpuOvS48eHUfhqMpgatGYEhaZnC24iTAFCX08h7/ffJVd8esP3Jf9DybVbNYOv29FZhQXWnnGmUYYc+WO2bAEjTgtO/kbQhXoaIQ6VE5Y3P/9k=)
).

9.   CÁLCULO DE LA REDUCCIÓN DE LAS EMISIONES DE CO2

La fórmula para calcular la reducción de las emisiones de CO2 es la siguiente:

Fórmula 1:

![Formula](data:image/jpg;base64,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)

Donde

|  |  |  |
| --- | --- | --- |
| Formula | : | Reducción de las emisiones de CO2 [gCO2/km]. |
| BMC | : | Media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de ensayo modificadas [gCO2/km]. |
| EMC | : | Media aritmética de las emisiones de CO2 del vehículo ecoinnovador en condiciones de ensayo modificadas [gCO2/km]. |
| BTA | : | Media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de ensayo (NEDC) de la homologación de tipo [gCO2/km]. |
| ETA | : | Media aritmética de las emisiones de CO2 del vehículo con tecnología ecoinnovadora en condiciones de ensayo (NEDC) de la homologación de tipo [gCO2/km]. |
| UFMC | : | Factor de utilización de la tecnología de conducción a vela en condiciones modificadas, que es de 0,52 en el caso de los vehículos equipados con un grupo motopropulsor ordinario y transmisión automática y de 0,48 en el caso de los vehículos equipados con un grupo motopropulsor ordinario y transmisión manual con embrague automático. |
| UFTA | : | Factor de utilización de la tecnología de conducción a vela en condiciones (NEDC) de la homologación de tipo. |

Como la tecnología innovadora no está activada en las condiciones (NEDC) de la homologación de tipo, la ecuación general para calcular la reducción de las emisiones de CO2 se puede simplificar como sigue:

Fórmula 2:

![Formula](data:image/jpg;base64,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)

El término UFMC de la fórmula 2 se sustituirá en lo sucesivo por «UF», ya que, gracias a la simplificación previa, es el único factor de utilización.

Para determinar BMC, un vehículo que carezca de la función de conducción a vela debe someterse a las mismas condiciones de ensayo modificadas.

Se considerará que el vehículo de referencia puede efectuar una curva de desaceleración libre (línea 2′ del gráfico 2) sin desconectar el motor de las ruedas, aunque con menor eficiencia que un vehículo equipado con la función de conducción a vela (que puede desconectar el motor de las ruedas). Se entiende que la desaceleración libre es el comportamiento hipotético del vehículo de referencia en conducción a vela.

Gráfico 2

Curva de desaceleración libre del vehículo de referencia

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)

Una característica común de un vehículo de referencia es que, durante las fases de desaceleración de las condiciones de ensayo (NEDC) de la homologación de tipo (3) y las condiciones de ensayo modificadas (NEDC) (2′ + 3′), el vehículo no utiliza combustible (desconexión).

La definición de la curva de desaceleración libre (1′ + 2′ + 3′) para el vehículo de referencia es un proceso complejo, ya que intervienen distintos parámetros (por ejemplo, gama de marchas, demanda de energía eléctrica, temperatura de la transmisión, etc.). Habida cuenta, pues, de que sería difícil para el conductor seguir esa curva de velocidad sin sobrepasar las tolerancias de velocidad y tiempo, se ha propuesto utilizar un parámetro de conversión (factor-c) para calcular las emisiones de CO2 del vehículo de referencia en condiciones modificadas (BMC) a partir de las emisiones de CO2 del vehículo de referencia en el ensayo en condiciones de arranque en caliente (NEDC) de la homologación de tipo (
![Formula](data:image/jpg;base64,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)
).

La relación entre 
![Formula](data:image/jpg;base64,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)
 y BMC se define utilizando el factor-c, como se muestra en la fórmula 3.

Fórmula 3:

![Formula](data:image/jpg;base64,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)

Como consecuencia de ello, la fórmula 2 se convierte en:

Fórmula 4:

![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/wAALCAAiAU0BAREA/8QAHAABAAMBAQEBAQAAAAAAAAAAAAUGBwgDBAkC/8QAQhAAAQMEAQMCBAIGAhMAAAAAAQIDBAUGBxEACBIhEzEUIkFRCTIVGCNCYXEWWBckJiczOVJXYmN1kZWWl6Oy0tP/2gAIAQEAAD8A/VFa0NIU44tKEIBUpSjoAD3JPMNPWlgV+bKZoVXuC4afTlvtz6zQ7bn1CmRFtBPeFyWWVIV+cD5CoDzvQG+XvGea8a5ieryca3PFr0e3ZLMSXMhqDkZTrrCHkhtwEhekOJB17K2D5HLzxxxxxxxyt5DyHamLbTm3nedS+Ep0MJSAlBcekPKPa2wy2n5nXVqISlCQSokAclqJUXqvRoNVkUyVTXZkdt9cOUEh6OVJBLbgSSApO9EAnyDz7uORV0XJS7PoE25a0JZhU9v1XvhIb0t7t2B8rLKVOLPn2SknmKUDrt6abriTp9r3ZXqxGpay3OdgWlV5CIygCSlwojEIIAJ0de3NSxrlvGmYaGq48Y3rSrjgNr9N5yC+FqYX/kOI/M2r/RUAeW7jjjjjjjjn8OuJZaW8vfahJUdAk6H2A8nmBReu3ponXTIseFdtdkXFDSVSKS1aVWXMaSACSpkRu9IAUk7I+o+/J3HHVzgPK9+rxhZN4yZN0Nx3pS6bKo02G6ltpQS4T67KANE61ve9/bmx8cc/lxSktqUhBWoAkJBAKj9vPKjjPKNt5TpE2oUNMmLMpM96l1amTUpRLp0xpRStp5AJ19FJUCUrQpKkkgg8uHHMMu3rW6dbGvtWMrou2rQ7o9YsNUz+jVTcekKCinbIRHPrJJSrSkdyTo6J5NZa6p8JYMNI/so3POoia4wl+C4qiznm3Qo6CCptlSUuf6tRC/4chb661unTGUakTL+u6q0NivRm5dPdmW3U20PoWNpAJj6C9eSg6UNjYGxz46/129M1pLipu28azQUze30HKpatViNrBIAV3Oxkjt2R53rzzfGnW3mkPNLC0OJCkqHsQfIPONPxScg3TbOGLXx9bFUepaclXVEtqozo6yl5qGsKU4lGtfn0Eq8jae4fXnVtgWFamMbNpVhWVRYtLotHjJjRosdvtQlIHkn7qUdkk7JJJJJPM+wT0/0rBN1ZQqFvfBxqFfFxIuGHCYHb8GpUZtL6SNBKUl1LikgbASoe3sJCP1R9PEutu2/FzFbD0tlSm1lE1JY70jZQHx+yKwP3Qru341vlmq+WMa2/ZsDINcvekU+3aqy0/BqEmSltuUl1He36W/K1KT5SlIKj9BzxsDMWL8pGQjH98UutPQ0hcmMw9qQyknSVLZVpxKSQdKKQD9CeXLjmLZN6p7Zxdd0izp+LcrV6RFbbcXMt+zpU+Ge9PcEpeSAlSgCN63o+PcEcqn69Nm/5h88/9PJnNxx5e8PI9n0684FDrtHYqKVqRCrdPXCmtdq1I06yv5kElOxv3BB+vMLzGt6+usjC2L5baDR7bptWyBJQtZ0/KY7IkUBOiCW1yFL8/wACCCPNzzr1BOYvuiy8W2fbCblv/IUl5ii096T8NFZZZR3vypLwSooaQnXhKSpR8Ac88NZvvK8snX1hzI9jRaNcFktwZRn0qS9Jpk9iU33j0nHWm1d6PAUNHyfHtzU6lddr0asUy3qvcdMhVStKcTTYUiW22/MKB3LDTaiFOdo8ntB0OSvPzV/D2yk7YFdz9DbxpfNz/FZFmu+rb1KTKbaIW4O1alOJ7VH319uW/oNfh1HOXURn+qVCl2VS6tUQ1Ms+Y+mPOovw6190me14QyVBK1d2yD3rPd9+rf1n+m7x/f8AMe+fb+6SH5/7nLrad52hflJFfsi6KVX6YXFMiZTJjclkuJ/MnvbJTsbGxvxzyoN92fdFbr1t29cMOoVO15DUSsRmF9y4TzjYcQhz7EoIOuT3HHHImo3dalHlGFVrnpMKQkBRZkzW21gH2PapQPnnzDIFhEgC96ASfAH6SZ/9uTwIIBB2D7Hn51Ui+TYH4rGYKyLNui5A5ZUFkxrfgCXIQPSgK71IKk/L8utgk7IGvPOhMGONdT9u446kq60uk1m26/cS4baoAZkLgKdmQm4j47toKUektY8/tGvYb5tlu5Nxzd9amW3at90Cr1anN+rMgQqg09Ijo2B3ONpUVIGyBsge456XNkawLLnQKXd160Oizap3fAxp89ph2V267vTQtQK9bG9A65HZBzNivFQiDIV90ihu1DZhx5D4+IkgHRLbKduLA35KUkD689bMy5jPIkowbHvek1uQmEioLahyA4tthTimwpYHlB70LSUq0oFJBA5jBaVYHX4y3THnBCytYT0ipRUkJQJ9KfbQ3JI18yixI9P6H5fO/AHR06dCpkJ+o1KWzFiRW1PPvvOBDbTaRtSlKPhIABJJ8DnhQ67RLnpEWv23V4VUpk5sPRZkN9LzD6D7KQtJKVD+IPOG+pD/ABo3Td/sOo/+EznRvVm225iNguNpUUXbayk9wB7T+m4Q2PsfJ/385t/F7kNxMYYqlOhZQzkSE4oIQVqIDDxOkjyT/AeTzWZeXbR6p8hXh0trterx7bmWG5UZsut0GTAkl92SlhtTDUpKFFKNlXeUD50jtV4POlKXEdgUyJBefS85GYbaW4lHYFqSkAqCdnW9b1s6+55i3WP05u9TGG37Mo1XapFzUqaxW7eqLiNiPPY2UBRHlKVAqSSPbYOjrXISwuqC7qVaTFEzVgvJVOv2lMoiz41Itx+pw6jIA160WWwCx2OEA/OtHaVaJ0N8xzqxXmCzOkXJuT64iRbtwZEuGmOVSBCkqcVRaIox4qYy3keEueij9q4jSduqSCQO49WzcZYndwfJxvHtykR7EeoLkURI0dKo6YimCO9AH5j2nuCh8xPne/POUcIx6FM61rNtaVVnq3bFr4QpUmwnKkx6PqBfoIdltNKA/aqbSe46KkeR41y29Zbrdo9RXTbeNkhUS96zeH6AlLiJPqz6EtIMtp4J/wAI0juSod3hBUVD6kaDWesm16BcrsWq4/uZm1WLxFhvXQTGMZqsFfYEKY9X1/S79D1ezXkfy50JzFcm4azhel3SK7ZnVTX7IpLjbbbNGg25T5TbRSnSleq+grUVHZ8nQ9h7cqv6t/Uz/XuvD/lGkf8Az5ulhUK47ZtGm0K7bzkXZVobZbk1mRDaiuSz3EhSmmtISQCB8oAOt/XmC5QeXaPXbh26qigfo267Vr1osu/MA1NStmYgE6IJWlpSUp2D4UfpyM6nLByTbXUVivqnx7aM+7YVpxJtAuaj07sXNNOkBRD8dtWvUUhSllSQruOkgDyTzYsdZLu3JF3VGVDsWp0SxYlPaTFnV2A9AqE+oKWfUDcZ3S0MNoABUtCSpavl2kbMreGF8ZX7e1q5Fuy1WJ9x2U84/Qp5dcQuIteu7QSoBYOh4UCN8sVz1xy26DNrjVCqlZXDb9QQKY0l2U/5A7W0rUlJPnflQ8A84S6JWcr9PszLT9+9OuTFpva8X67TPgIER4iMsrIDm5Ke1fzDwN/z5K2B0y5Bzp1D5kzhlizp9gWfkC2RZ8OiyXmTVJDOmEqkuJQXG2/EfwFdxPqe2hsy3UFbVuwevXpcpkOg05mIqHcyFMNxW0tqCYae0FIGjr6fbnQlRpVndOVn5JyVTUPIhzXn7nkwNpDKZYittenHQAO0uqZQdeSpxw/cDnEfTbcE/CvVPZ1TqtPvKMznGirhXg7X7emUxhq7Ct2WgMqfQlLv51sp1vSRvu+nO1rj6gqHaWeqVhG44DFNbq1uSrhZrcupNMsFLLzTRZ7FaPeS4o+/sjfnZ1eq9ftjWszCkXLeNEpTVRUlMNc2e0ymQVa7fTKlDu33D2+45Xa9nfF1t5KtzEtUuqEi5LohvT4McPt6DDfbpayVDt9Qq7W/fvIVr2PNA5lF69KfThke5Zd433hi1q7W5/Z8TPnQUuPO9qQhPco++kpAH8ByD/Ua6QP6utj/APDEc2qNFi0imtQqfE9ONCYS0ww0PyoQnSUJH8gAOcE2M1le3OvTIXUhUOnTJhtK57Zj0iClqBEVL9dtMQKK2/iQEp/YOaPcfp4881aVV7vvvI2NbDsrp4vWyLNpl0PXZXazVIsaK0l5Lcl30kttPrKi9IdBWojXzexJ2MivArwz1SXJ1VxApulQsiM2Tenpq130qfSaYmM8oexSxKKVff5/58hr7lSL667un/NTkpxynXHcdfpFvNlZKU0qnxfSS6B7D1pCpLoOtlCm/OtAbB0gelePUX1G3jfMZqZedBvI0GnvSxuTAoaG9xmmUqP7JpelL2kALOyd82Wg2Vjih9TVzXTRJHw13V20aearAaiFLTsduXIS1KU4PBcJ7myPfTaSfpyiV5blz/iB2nGpLXqt2NjqpSau93ApZVUJbSI7Xjeln4datHW0+RvR50HcluUS8LeqVqXLTmqhSaxEdgzoru+x9hxJStB150UkjxyNxzjqzsTWXTMeY/oyaVb9GbW1ChpdW6GkqWpah3OKUo7UtR8k+/Oc+rLDt5IzhibqxsS2pV0PY1dkRK5QYR3OlU19Kkl2KgkJcca9V1Xp7BXsa9tcm7xvKudSVYtDH1mY+vKlWyxW4FwXXWLgor9JQzHhupkMw2USEpW864+00CUDtQlJJUd65mX4lVm5Ry9TbFsnGeIrsuF62rqhXDMnRGGPg1R0tupUhC1OhSnAVD5e0Dz786rstqh3rUmMsybArduXCIL1DSmttJZmJh+slwpLbbi0dqlpSoHe/H02Ry78ccj6/QKJdVEnW3clKi1Kl1JhcWZDlNhxp9pY0pCknwQQeYtT+j+z6bQRYjWTMkuWIlAZTablwFUEMAAfD+r2fFFggEFovdmiRrXjlvyd0/2Dk9NvTJSZ9ArlouBy367QnhFn0z5e0ttr7VJU0pOgppaVIUANp58VjdOFn2jfRylXbguS9ryRFVBjVq5ZqJDkGOo7U3GabQhmOFfvFttKlfUnZ5nt64Jz3fuYY123FcNgyrVolbYn23BcjylOUhCXElyT6BHoyJqkBYS46SGyslASfJ6Z4445n+b8R0/M1jrtpyqPUerwZTNVoNajJBfpNTYV3MSW9+5B2FJ/eSpSfry3W2i4G7fprd2PQXq0mK0moOQUqTHXICR6imwv5ggq2QD51yS44445kN6dMGPr8yjRsx12tXaLntwufoZ+PW3WmqeHE9riWmR8gCx4VsHu+u+T+XMK2pmu3Ydq3nUq+inQ5LUv0qbVHYZfdaUlTanS2QV9q0JWAfHcAdeBz4szdPeP88UygUm/nK2pq2Z6KpTlwKm7EebloTpt4uNkKK0+SDv3JPM8yd0z3XfOWWr6YqdElU+DjqrWVE/Szjj0xUqZ2lMtZDRSO0pKTo9xClHx7cqNpdK+WcctUKqwRZd4VCJjeFjqVAq0l9qKwI6z/brCyyskOJWS4yUpJ7EgLPvyOkdE992vLwpULKq9p1qq45tyTbk+rV6F3u97q2ltTW0KQsOmP6aw22pSSO8aUnzzs7jjjjjmMt9J2KXKdkCk1h65K3CyajVxx6rW35Lb6+0JS62lR004lKUJSpGiAhA/dGlw9JuJ7huSyLoWa/TpOOI6I1rNU6quR49LbCEtkNtp+U9yEJSoq33AaPjn33104Wdd98IyhRK/cdl3n8ImBIrdtzUx3psZJ2luS24hbMgD90uNqKfoRoancfYkoeNE1qpUio1WtXDXi25UazXZqpUqWttBS0lStBLbSdq022lKE9yu1I3yLwdh+TjGFXK9dNabr173lUDVbjq6GihDruu1mOyk7KY7Dem20k70CT5Ueadxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxz/9k=)

Donde

|  |  |  |
| --- | --- | --- |
| c | : | Parámetro de conversión, que es de 0,960. |
| Formula | : | Media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de arranque en caliente (NEDC) de la homologación de tipo [gCO2/km]. |
| EMC | : | Media aritmética de las emisiones de CO2 del vehículo ecoinnovador en condiciones de ensayo modificadas [gCO2/km]. |
| UF | : | Factor de utilización de la tecnología de conducción a vela en condiciones modificadas, que es de 0,52 en el caso de los vehículos equipados con un grupo motopropulsor ordinario y transmisión automática y de 0,48 en el caso de los vehículos equipados con un grupo motopropulsor ordinario y transmisión manual con embrague automático. |

Determinación del factor de utilización

El factor de utilización se ha definido mediante la fórmula 5.

Fórmula 5:

![Formula](data:image/jpg;base64,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)

Donde:

|  |  |  |
| --- | --- | --- |
| RCDRW | : | Distancia relativa recorrida a vela en condiciones reales [%]. |
| RCDmNEDC | : | Distancia relativa recorrida a vela en condiciones de ensayo NEDC modificadas [%]. |

La distancia relativa recorrida a vela (RCD) en condiciones reales se define como la distancia recorrida con la función a vela activada, dividida por la distancia total conducida por trayecto.

10.   CÁLCULO DE LA INCERTIDUMBRE

La incertidumbre de la reducción total de las emisiones de CO2 no debe superar los 0,5 g CO2/km (fórmula 6).

Fórmula 6:

![Formula](data:image/jpg;base64,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)

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| --- | --- | --- |
| Formula | : | Margen estadístico de la reducción total de las emisiones de CO2 [g CO2/km]. |

La fórmula para calcular el margen estadístico es

Fórmula 7:

![Formula](data:image/jpg;base64,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)

Donde

|  |  |  |
| --- | --- | --- |
| Formula | : | Margen estadístico de la reducción total de las emisiones de CO2 [g CO2/km]. |
| c | : | Parámetro de conversión, que es de 0,960. |
| Formula | : | Media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de arranque en caliente (NEDC) de la homologación de tipo [gCO2/km]. |
| Formula | : | Desviación típica de la media aritmética de las emisiones de CO2 del vehículo de referencia en condiciones de ensayo modificadas [gCO2/km]. |
| EMC | : | Media aritmética de las emisiones de CO2 del vehículo ecoinnovador en condiciones de ensayo modificadas [(gCO2)/km]. |
| Formula | : | Desviación típica de la media aritmética de las emisiones de CO2 del vehículo ecoinnovador en condiciones de ensayo modificadas [gCO2/km]. |
| UF | : | Factor de utilización de la tecnología de conducción a vela, que es de 0,52 en el caso de los vehículos equipados con un grupo motopropulsor ordinario y transmisión automática y de 0,48 en el caso de los vehículos equipados con un grupo motopropulsor ordinario y transmisión manual con embrague automático. |
| sUF | : | Desviación típica de la media aritmética del factor de utilización, que es de 0,027. |

11.   REDONDEO

El valor calculado de la reducción de las emisiones de CO2 (
![Formula](data:image/jpg;base64,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)
) y el margen estadístico de esa reducción (
![Formula](data:image/jpg;base64,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)
) deben redondearse y expresarse con un máximo de dos decimales.

Cada valor utilizado en el cálculo de la reducción de las emisiones de CO2 (a saber, 
![Formula](data:image/jpg;base64,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)
 y EMC) puede aplicarse sin redondear, o debe redondearse y expresarse con un número mínimo de decimales que permita que la repercusión máxima total (es decir, la repercusión combinada de todos los valores redondeados) en la reducción sea inferior a 0,25 g CO2/km.

12.   DEMOSTRACIÓN DE QUE EL UMBRAL MÍNIMO SE SUPERA DE MANERA ESTADÍSTICAMENTE SIGNIFICATIVA

Para demostrar que el umbral de 1 g CO2/km se supera de manera estadísticamente significativa, se utilizará la fórmula siguiente:

![Formula](data:image/jpg;base64,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)

Donde

|  |  |  |
| --- | --- | --- |
| MT | : | Umbral mínimo (gCO2/km). |
| Formula | : | Reducción de las emisiones de CO2 [gCO2/km]. |
| Formula | : | Margen estadístico de la reducción total de las emisiones de CO2 [g CO2/km]. |

En caso de que la reducción de las emisiones de CO2 obtenida como resultado del cálculo realizado aplicando la fórmula 4 se sitúe por debajo del umbral previsto en el artículo 9, apartado 1, del Reglamento de Ejecución (UE) n.o 725/2011, será de aplicación el artículo 11, apartado 2, párrafo segundo, de dicho Reglamento.

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