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Documento DOUE-L-2026-80341

Recomendación (UE) 2026/510 de la Comisión, de 6 de marzo de 2026, sobre la revisión del marco europeo de evaluación de sustancias químicas y materiales seguros y sostenibles desde el diseño.

Publicado en:
«DOUE» núm. 510, de 10 de marzo de 2026, páginas 1 a 28 (28 págs.)
Departamento:
Unión Europea
Referencia:
DOUE-L-2026-80341

TEXTO ORIGINAL

 

LA COMISIÓN EUROPEA,

Visto el Tratado de Funcionamiento de la Unión Europea, y en particular su artículo 292,

Considerando lo siguiente:

(1)

La Brújula para la Competitividad (1) hace hincapié en la importancia de colmar la brecha de innovación para impulsar el crecimiento sostenible y a largo plazo. Destaca la importancia de la innovación para impulsar la competitividad de la industria química de la UE, junto con la protección de la salud humana y el medio ambiente. La Brújula para la Competitividad también subraya la necesidad de examinar el suministro de sustancias químicas críticas y de invertir en tecnologías que serán importantes en la economía del mañana, como los materiales avanzados.

(2)

El Pacto por una Industria Limpia (2) presentó una hoja de ruta conjunta para la competitividad y la descarbonización. La hoja de ruta tiene por objeto aumentar la producción sostenible y resiliente en Europa para ir más allá de las soluciones aisladas tradicionales teniendo en cuenta toda la cadena de valor. También promueve los mercados piloto, la circularidad y el acceso a los materiales como motores esenciales de la competitividad.

(3)

En su «Estrategia de sostenibilidad para las sustancias químicas. Hacia un entorno sin sustancias tóxicas» (3), la Comisión anunció una visión a largo plazo para la política de la UE en materia de sustancias químicas, que incluye la promoción de la innovación para unas sustancias químicas (4)y materiales seguros y sostenibles desde el diseño (SSbD). La Estrategia establece acciones específicas sobre la producción y el uso de sustancias químicas para reforzar la protección de la salud humana y el medio ambiente, impulsando al mismo tiempo la innovación en materia de sustancias químicas seguras y sostenibles. La Estrategia también insta a los Estados miembros, a la industria y a otras partes interesadas a que den prioridad a la innovación para sustituir, en la medida de lo posible, las sustancias preocupantes (5) en todos los sectores.

(4)

Los europeos están preocupados por el impacto de las sustancias químicas y los materiales en la salud y el medio ambiente. Una encuesta del Eurobarómetro de 2024 (6) mostró que el 84 % de los europeos están preocupados por los efectos en su salud de las sustancias químicas nocivas presentes en los productos cotidianos, y, en la misma proporción, por el impacto de dichas sustancias en el medio ambiente.

(5)

Varios cientos de sustancias ya han sido identificadas como extremadamente preocupantes en el marco del Reglamento (CE) n.o 1907/2006 del Parlamento Europeo y del Consejo (7), relativo al registro, la evaluación, la autorización y la restricción de las sustancias y mezclas químicas (REACH). Para la mayoría de estas sustancias, la base para la identificación es una clasificación armonizada en consonancia con el Reglamento (CE) n.o 1272/2008 del Parlamento Europeo y del Consejo (8), sobre clasificación, etiquetado y envasado (CLP), que armoniza los criterios para clasificar las sustancias y mezclas que presentan peligros físicos, sanitarios, ambientales y adicionales. Este Reglamento se revisó en 2024 para incluir nuevas categorías de peligros. El Reglamento (UE) 2024/1781 del Parlamento Europeo y del Consejo (9), sobre diseño ecológico para productos sostenibles, también define un grupo más amplio como sustancias preocupantes sobre la base de su clasificación armonizada respecto a determinados peligros con efectos crónicos, así como la preocupación por sus efectos en el reciclado, la reutilización y otras consideraciones de la economía circular.

(6)

 

 

(7)

El Reglamento sobre diseño ecológico para productos sostenibles (10) establece que los requisitos de rendimiento establecidos en relación con los parámetros de los productos deben tomar en consideración las evaluaciones de la seguridad química existentes realizadas por los organismos pertinentes de la Unión en relación con las sustancias en cuestión, así como los criterios de seguridad y sostenibilidad desde el diseño aplicables a las sustancias químicas y los materiales elaborados por la Comisión.

 

La Comunicación sobre materiales avanzados para el liderazgo industrial (11) hace referencia al concepto de seguridad y sostenibilidad desde el diseño como núcleo del proceso de transformación de materiales.

(8)

El Plan de acción europeo para la industria química (12) destaca el papel de la presente Recomendación de la Comisión por la que se revisa el marco europeo para la evaluación de las sustancias químicas y los materiales seguros y sostenibles desde el diseño para reforzar la competitividad de la industria química de la UE haciendo más eficiente el proceso de innovación hacia alternativas más seguras y sostenibles. El Plan de acción anuncia la puesta en marcha de centros de innovación y sustitución de la UE como herramientas voluntarias para acelerar y ampliar la innovación química y destaca el papel del concepto SSbD, proporcionando orientación técnica desde las fases iniciales de la innovación.

(9)

 

 

(10)

La Estrategia Europea para las Ciencias de la Vida (13) destaca la importancia de una distribución y utilización coordinadas de productos seguros y sostenibles. Destaca el papel del marco europeo de evaluación de las sustancias químicas y los materiales seguros y sostenibles desde el diseño en la consecución de los objetivos de sostenibilidad y competitividad de la UE y en la transición industrial limpia, animando a la industria a sustituir las sustancias preocupantes por alternativas más seguras y sostenibles.

 

La Estrategia Europea para la Inteligencia Artificial en la Ciencia (14) destaca cómo la IA puede facilitar avances decisivos en el diseño de materiales avanzados, en particular en materia de funcionalidad, seguridad y sostenibilidad.

(11)

El programa Horizonte Europa ha prestado apoyo específico a las actividades de investigación centradas en la puesta en práctica del marco SSbD, así como en la aplicación del marco para impulsar la innovación hacia sustancias químicas y materiales avanzados más seguros y sostenibles. Se ha prestado apoyo, a través de llamamientos específicos del bloque 4 de Horizonte Europa («Mundo digital, industria y espacio»), así como a través de IAM4EU (Asociación Europea sobre Materiales Avanzados), la Iniciativa de Salud Innovadora, las baterías para la UE y las asociaciones circulares de Europa de base biológica.

(12)

Como elemento clave para cumplir el llamamiento de la Brújula para la Competitividad de impulsar la innovación, la Estrategia de la UE para las Empresas Emergentes y en Expansión (15) tiene por objeto reanudar un ciclo de innovación virtuoso mediante la creación de un entorno empresarial y de inversión favorable para que las empresas jóvenes e innovadoras inicien su actividad, se expandan y prosperen. Esto incluye la reducción de los obstáculos para la traducción de la investigación en productos comercializables y una mayor aceptación de la innovación.

(13)

En este contexto, la presente Recomendación propone un marco europeo de evaluación revisado para las sustancias químicas y los materiales seguros y sostenibles desde el diseño (el marco SSbD). Este marco revisado servirá como nuevo punto de referencia para que los Estados miembros, la industria, las instituciones de educación superior y las organizaciones de investigación y tecnología lo utilicen como metodología para la evaluación y la toma de decisiones.

(14)

El marco SSbD tiene por objeto convertirse en un enfoque voluntario de toma de decisiones para orientar la innovación hacia sustancias químicas y materiales que sean más seguros y sostenibles a lo largo de todo su ciclo de vida. Apoya la toma de decisiones a lo largo de todo el proceso de innovación y proporciona una interpretación común de los principios de SSbD a lo largo de las cadenas de valor. Refuerza la competitividad al hacer más eficiente el proceso de innovación en busca de alternativas más seguras y sostenibles, al tiempo que promueve el conocimiento y la ciencia para la seguridad y la sostenibilidad.

(15)

La Recomendación revisada se basa en la Recomendación (UE) 2022/2510 de la Comisión, relativa al establecimiento de un marco europeo de evaluación de sustancias químicas y materiales «seguros y sostenibles desde el diseño». La Recomendación de 2022 estableció un marco para promover el diseño, la producción y el uso de sustancias químicas y materiales más seguros y sostenibles para proteger la salud humana y el medio ambiente, al considerar sus efectos a lo largo de todo su ciclo de vida. La revisión se basa en gran medida en los resultados de las dos fases de ensayo que permitieron tener en cuenta las observaciones de las partes interesadas (16). El objetivo de las fases de ensayo era fundamentar una actualización del marco SSbD para mejorar su pertinencia, fiabilidad y operatividad.

(16)

 

 

(17)

Al tiempo que se mantienen los elementos del marco SSbD inicial, a saber, una fase de (re)diseño y una fase de evaluación, un análisis exploratorio desarrollado recientemente sirve de punto de partida para determinar y priorizar los elementos clave que deben abordarse. El análisis exploratorio ayuda a definir el sistema objeto de estudio, teniendo en cuenta los principios de diseño seleccionados y colaborando con los agentes del ciclo de vida. Esta fase permite adaptar mejor la aplicación del marco SSbD a las necesidades de los innovadores.

 

Además de los aspectos de seguridad y sostenibilidad ambiental, ahora el marco incluye las dimensiones social y económica de la sostenibilidad. Tiene en cuenta los riesgos y oportunidades socioeconómicos del sistema objeto de estudio, con vistas a respaldar la toma de decisiones a más largo plazo.

(18)

 

 

(19)

Ahora el marco SSbD también ofrece varios puntos de entrada para la evaluación, lo que permite a los innovadores tomar decisiones que tengan en cuenta tanto los aspectos de seguridad como de sostenibilidad en diferentes niveles de madurez de la innovación y disponibilidad de datos. Al reiterar el ciclo de SSbD a medida que madura la innovación o se dispone de información adicional, el marco SSbD promueve una evaluación exhaustiva como base para una toma de decisiones sólida.

 

La introducción de enfoques simplificados para las evaluaciones de la seguridad y la sostenibilidad, como puntos de partida para la toma de decisiones informadas, puede ser especialmente beneficiosa para las empresas más pequeñas cuando los recursos son limitados, por ejemplo, durante las primeras fases de innovación.

(20)

El marco SSbD tendrá por objeto contribuir a unos procesos de innovación más eficientes, facilitando y acelerando la actividad empresarial, mejorando al mismo tiempo la coherencia de los ecosistemas de innovación en consonancia con los esfuerzos de simplificación de la Comisión, esbozados en la Comunicación sobre una Europa más sencilla y rápida (17).

(21)

De conformidad con el Reglamento sobre datos (18), se está desarrollando una plataforma común de datos de la UE sobre sustancias químicas que integrará los datos sobre dichas sustancias aportados por diferentes colaboradores de conformidad con los principios FAIR (datos localizables, accesibles, interoperables y reutilizables). La Comisión promoverá, por una parte, la incorporación de datos FAIR de alta calidad sobre sustancias químicas generados por las actividades de investigación e innovación (I+i) en materia de SSbD en la plataforma común de datos de la UE sobre sustancias químicas y, por otra parte, la disponibilidad de dichos datos para aplicar el marco SSbD a plena capacidad.

(22)

Al considerar la seguridad y la sostenibilidad de la innovación dentro de cadenas de valor concretas, habrá situaciones específicas que puedan requerir nuevas hipótesis y desviaciones con respecto a algunos de los enfoques descritos en el marco. Por ejemplo, la evaluación de las tecnologías de defensa, aeroespaciales y de doble uso (19) debe respetar los aspectos de seguridad.

(23)

La Comisión seguirá promoviendo la aplicación del marco SSbD en el contexto de los programas de la Unión dirigidos a los objetivos de investigación pertinentes. Esto fomentará la implantación de consideraciones de seguridad y sostenibilidad y la toma de decisiones sobre el proceso de innovación. La Comisión seguirá supervisando cómo se incorpora el marco SSbD a las actividades (de I+i) financiadas por la UE.

(24)

La presente Recomendación respeta el principio de subsidiariedad, ya que el marco SSbD revisado responde a las necesidades del Espacio Europeo de Investigación y del mercado único de sustancias químicas y materiales, en el que es necesaria una interpretación común sobre la seguridad y la sostenibilidad de las sustancias químicas y los materiales. También respeta el principio de proporcionalidad, ya que promueve la aplicación del marco por medios jurídicamente no vinculantes, es decir, tiene carácter voluntario sin perjuicio de ninguna legislación vigente de la Unión en materia de sustancias químicas y materiales.

HA ADOPTADO LA PRESENTE RECOMENDACIÓN:

1.   OBJETO Y ÁMBITO DE APLICACIÓN
 

1.1.

La presente Recomendación promueve un marco europeo para las sustancias químicas y los materiales «seguros y sostenibles desde el diseño» (el marco SSbD) para las actividades de I+i en la práctica de los investigadores e innovadores. En el anexo de la presente Recomendación, figura información detallada sobre el marco SSbD, que se basa en informes técnicos del Centro Común de Investigación de la Comisión (16,), (20). En dicho anexo se exponen las características en las que se basa el marco SSbD, que incluye y reúne un conjunto de criterios de SSbD. El anexo también hace referencia a las orientaciones metodológicas de del marco SSbD (16), (21), que proporcionan orientaciones detalladas, plantillas y una visión general actualizada de los métodos, herramientas y fuentes de datos pertinentes.
 

1.2.

El marco SSbD define un enfoque voluntario para la toma de decisiones en el que las consideraciones de seguridad y sostenibilidad a lo largo de todo el ciclo de vida de las sustancias químicas y los materiales avanzados se incorporan al desarrollo de nuevas sustancias químicas, materiales innovadores o procesos de producción mejorados. Su objetivo es convertirse en una referencia europea para un proceso de innovación que busque la transición industrial limpia, promoviendo al mismo tiempo una mayor competitividad de la Unión, que también debe promoverse a escala internacional. Fomenta el uso de recursos y materias primas sostenibles y tiene por objeto minimizar el impacto de la producción y el uso de sustancias químicas y materiales a lo largo de todo su ciclo de vida en el clima y el medio ambiente, así como sus efectos en la salud humana. El marco SSbD también fomenta la sustitución de sustancias preocupantes mediante la búsqueda de alternativas más seguras y sostenibles y, en consecuencia, debe orientar las inversiones públicas y privadas en I+i.
 

1.3.

Aunque el marco SSbD no interfiere en las obligaciones jurídicas de la Unión en lo que respecta a las sustancias químicas y los materiales, ni crea otras nuevas, puede orientar las acciones y decisiones anticipatorias dentro del proceso de innovación, incluidas las acciones que van más allá del cumplimiento de las disposiciones legales mínimas.
 

1.4.

Los destinatarios de la presente Recomendación son los Estados miembros, la industria [también las pequeñas y medianas empresas (pymes), incluidas las empresas emergentes, en expansión y derivadas], las instituciones de educación superior, las organizaciones que gestionan infraestructuras de investigación y tecnología y las organizaciones de investigación y tecnología que contribuyen al diseño, el desarrollo, la producción y el uso de sustancias químicas y materiales o trabajan en ellos. Les invita a utilizar el marco SSbD en proyectos financiados de cualquier forma, ya sea mediante los propios medios de investigación y desarrollo de las empresas o, por ejemplo, en el marco de programas de la Unión o internacionales dirigidos a la I+i y su despliegue, así como actividades relacionadas con sustancias químicas o materiales, con el objetivo de aplicar sistemáticamente consideraciones de seguridad y sostenibilidad. También se anima a los agentes mencionados a hacer referencia al marco SSbD en los documentos pertinentes, incluidas las agendas estratégicas de investigación e innovación.
 

1.5.

Los Estados miembros, la industria, las instituciones de educación superior, las infraestructuras de investigación y tecnología y las organizaciones de investigación y tecnología también deben velar por que los métodos, modelos y datos producidos y utilizados al aplicar el marco SSbD se ajusten a los principios rectores de ser localizables, accesibles, interoperables y reutilizables (FAIR).
2.   USOS DEL MARCO SSBD POR PARTE DE LA INDUSTRIA

Se anima a los agentes de la industria (incluidas las pymes, las empresas emergentes, en expansión y derivadas) a:

 

2.1.

Utilizar el marco SSbD en sus procesos de I+i para desarrollar sustancias químicas o materiales, o bien procesos, técnicas y tecnologías de producción mejorados, teniendo en cuenta la seguridad y la sostenibilidad en cada fase del ciclo de vida.
 

2.2.

Ofrecer datos FAIR de alta calidad para evaluar la seguridad y la sostenibilidad, sin vulnerar por ello los derechos de propiedad intelectual e industrial y teniendo en cuenta, si procede, consideraciones de seguridad.
 

2.3.

Colaborar con otros agentes a lo largo de toda la cadena de valor para garantizar una recopilación exhaustiva de datos y enfoques multidisciplinares para una evaluación sólida, en particular para apoyar a las pymes, incluidas las empresas emergentes, en expansión y derivadas, que pueden tener recursos limitados.
 

2.4.

Comunicar el uso que hacen del marco SSbD en sus actividades de evaluación corporativa, de la seguridad y de la sostenibilidad, de manera transparente y abierta, sin comprometer los derechos de propiedad intelectual e industrial y, en su caso, las consideraciones de seguridad.
 

2.5.

Compartir información que promueva la aplicación del marco y sirva de base para la evaluación, en particular información que detecte directamente posibles problemas de seguridad y sostenibilidad, salvaguardando al mismo tiempo la confidencialidad y la competitividad, cuando sea necesario.
3.   USOS DEL MARCO SSBD POR PARTE DE LOS ESTADOS MIEMBROS.

Se insta a los Estados miembros a:

 

3.1.

Utilizar y promover el marco SSbD en sus programas nacionales y regionales de I+i, apoyando así el diseño y el desarrollo de sustancias químicas y materiales seguros y sostenibles, incluidos los materiales avanzados, en Europa.
 

3.2.

Utilizar y promover el marco SSbD en iniciativas locales, regionales y nacionales que apoyen el desarrollo de sustancias químicas y materiales más seguros y sostenibles, proporcionando orientación desde la fase inicial de la innovación.
 

3.3.

Aumentar la disponibilidad de datos FAIR de alta calidad para evaluar la seguridad y la sostenibilidad mediante la incorporación y el fomento de este concepto en sus programas nacionales de I+i y en las políticas conexas cuando proceda.
 

3.4.

Contribuir a la mejora de los métodos, modelos o herramientas de evaluación, y ofrecer otros nuevos que puedan integrarse en el marco SSbD a fin de mejorar la evaluación de la seguridad y la sostenibilidad.
 

3.5.

Apoyar el desarrollo de las capacidades y los conocimientos especializados intersectoriales necesarios para aplicar el marco y facilitar el acceso a ellos, en particular para las pymes.
 

3.6.

Apoyar el establecimiento y funcionamiento de los centros de innovación y sustitución de la UE en el ámbito de las sustancias químicas, tal como se anunció en el Plan de Acción Europeo para la Industria Química, apoyar a las organizaciones nacionales responsables de la evaluación de la seguridad química y la sostenibilidad para que colaboren entre sí y con las iniciativas, redes y organismos pertinentes de la UE, e impulsar ecosistemas innovadores que aceleren la transición hacia sustancias químicas y materiales más seguros y sostenibles.
 

3.7.

Comunicar públicamente el uso que hacen del marco SSbD.
4.   USOS DEL MARCO SSBD POR PARTE DE INSTITUCIONES DE EDUCACIÓN SUPERIOR, INFRAESTRUCTURAS DE INVESTIGACIÓN Y TECNOLOGÍA Y ORGANIZACIONES DE INVESTIGACIÓN Y TECNOLOGÍA.

Se anima a las instituciones de educación superior, las infraestructuras de investigación y tecnología y las organizaciones de investigación y tecnología a:

 

4.1.

Utilizar el marco SSbD en sus actividades de I+i para desarrollar sustancias químicas y materiales, incluidos materiales avanzados, o en procesos, técnicas y tecnologías de producción mejorados, teniendo en cuenta la seguridad y la sostenibilidad en cada fase del ciclo de vida.
 

4.2.

Poner a disposición datos FAIR de alta calidad para evaluar la seguridad y la sostenibilidad, sin perjuicio de los derechos de propiedad intelectual e industrial y, cuando proceda, de las consideraciones de seguridad, en consonancia con la Recomendación del Consejo, de 23 de mayo de 2024, sobre la mejora de la seguridad de la investigación. Estos datos deben compartirse a través de la Plataforma común de datos sobre sustancias químicas y sus servicios, en colaboración con las agencias pertinentes de la Unión (ECHA, AEMA, EFSA), según proceda.
 

4.3.

Comunicar el uso que hacen del marco SSbD en sus actividades de evaluación corporativa, de la seguridad y de la sostenibilidad, de manera transparente y abierta, sin perjuicio de los derechos de propiedad intelectual e industrial y, en su caso, las consideraciones de seguridad.
 

4.4.

Participar en el desarrollo, la promoción y la adopción de nuevos métodos, modelos o herramientas de evaluación que puedan integrarse en el marco SSbD para mejorar la evaluación de la seguridad y la sostenibilidad de las sustancias químicas y los materiales.
 

4.5.

Promover el desarrollo de planes de programas educativos y de formación profesional para garantizar la enseñanza de las capacidades necesarias para aplicar el marco SSbD y la cooperación conexa entre actividades más amplias a escala nacional o de la UE en este ámbito.
5.   DOCUMENTACIÓN DE LA APLICACIÓN DE LA RECOMENDACIÓN.
 

5.1.

La Comisión pondrá un modelo a disposición de todos los agentes (los Estados miembros, la industria, las instituciones de educación superior, las infraestructuras de investigación y tecnología y las organizaciones de investigación y tecnología), acompañado también de orientaciones metodológicas para facilitar la difusión de información a lo largo de las diversas cadenas de valor en relación con la aplicación del marco SSbD.
 

5.2.

Mediante estas actividades de documentación, la Comisión tratará de garantizar una mayor transparencia, fomentando al mismo tiempo la reutilización de los datos en toda la cadena de valor, a fin de reducir la duplicación de informes, en consonancia con los principios de simplificación. Las actividades de documentación también deben proporcionar pruebas para la mejora de las herramientas del marco SSbD y el desarrollo progresivo de los criterios de seguridad y sostenibilidad de las sustancias químicas y los materiales.

Hecho en Bruselas, el 6 de marzo de 2026.

Por la Comisión

Ekaterina ZAHARIEVA

Miembro de la Comisión

(1)  Una Brújula para la Competitividad de la UE [COM(2025) 30 final].

(2)  Pacto por una Industria Limpia: una hoja de ruta conjunta para la competitividad y la descarbonización [COM(2025) 85 final].

(3)  Estrategia de sostenibilidad para las sustancias químicas, [COM(2020) 667 final].

(4)  El término «sustancia química» se utiliza en varios actos legislativos de la UE, a veces con diferencias de significado importantes o sutiles. Algunos actos legislativos de la UE en materia de sustancias químicas utilizan términos más específicos para describir subgrupos de sustancias químicas, como «sustancias» y «mezclas (de sustancias)». En el contexto de la presente Recomendación, el término «sustancia química» debe interpretarse en su sentido más amplio. Para reforzar esto, el ámbito de aplicación del marco SSbD incluye explícitamente también los materiales, aunque, en el caso de algunos actos legislativos de la UE, los materiales se consideran mezclas de sustancias, es decir, sustancias químicas de por sí.

(5)  Tal como se definen en la Estrategia de sostenibilidad para las sustancias químicas [COM(2020) 667 final].

(6)  Encuesta del Eurobarómetro (2024): actitudes de los europeos hacia el medio ambiente, mayo de 2024.

(7)  Reglamento (CE) n.o 1907/2006 del Parlamento Europeo y del Consejo, de 18 de diciembre de 2006, relativo al registro, la evaluación, la autorización y la restricción de las sustancias y mezclas químicas (REACH), por el que se crea la Agencia Europea de Sustancias y Mezclas Químicas, se modifica la Directiva 1999/45/CE y se derogan el Reglamento (CEE) n.o 793/93 del Consejo y el Reglamento (CE) n.o 1488/94 de la Comisión, así como la Directiva 76/769/CEE del Consejo y las Directivas 91/155/CEE, 93/67/CEE, 93/105/CE y 2000/21/CE de la Comisión (DO L 396 de 30.12.2006, p. 1, ELI: http://data.europa.eu/eli/reg/2006/1907/oj).

(8)  Reglamento (CE) n.o 1272/2008 del Parlamento Europeo y del Consejo, de 16 de diciembre de 2008, sobre clasificación, etiquetado y envasado de sustancias y mezclas, y por el que se modifican y derogan las Directivas 67/548/CEE y 1999/45/CE y se modifica el Reglamento (CE) n.o 1907/2006 (DO L 353 de 31.12.2008, p. 1, ELI: http://data.europa.eu/eli/reg/2008/1272/oj).

(9)  Reglamento (UE) 2024/1781 del Parlamento Europeo y del Consejo, de 13 de junio de 2024, por el que se instaura un marco para el establecimiento de requisitos de diseño ecológico aplicables a los productos sostenibles, se modifican la Directiva (UE) 2020/1828 y el Reglamento (UE) 2023/1542 y se deroga la Directiva 2009/125/CE (DO L, 2024/1781, 28.6.2024, ELI: http://data.europa.eu/eli/reg/2024/1781/oj).

(10)  En su anexo II, parámetros del producto descritos en su anexo I, especialmente la letra f).

(11)  Comunicación sobre materiales avanzados para el liderazgo industrial [COM(2024) 98 final].

(12)  Comunicación sobre el Plan de acción europeo para la industria química [COM(2025) 530 final].

(13)  Comunicación «Elige Europa para las ciencias de la vida. Una estrategia para situar a la UE como el lugar más atractivo del mundo para las ciencias de la vida de aquí a 2030» [COM(2025) 525 final].

(14)  Comunicación «Una Estrategia Europea para la Inteligencia Artificial en la Ciencia» [COM(2025) 724 final].

(15)  Comunicación «La Estrategia de la UE para las Empresas Emergentes y en Expansión. Elegir Europa para poner en marcha y expandir» [COM(2025) 270 final].

(16)  Abbate E.; Garmendia Aguirre I.; Bracalente G.; et al: Safe and Sustainable by Design chemicals and materials. Methodological Guidance [«Sustancias químicas y materiales seguros y sostenibles desde el diseño. Guía metodológica», documento en inglés], Oficina de Publicaciones de la Unión Europea, Luxemburgo, 2024, ISBN 978-92-68-16357-3, doi: 10.2760/28450.

(17)  Comisión Europea, Secretaría General, Making Europe simpler and faster [«Hacer que Europa sea más sencilla y rápida», documento en inglés], Oficina de Publicaciones de la Unión Europea, 2025, https://data.europa.eu/doi/10.2792/5923929.

(18)  Reglamento (UE) 2025/2455 del Parlamento Europeo y del Consejo, de 26 de noviembre de 2025, por el que se crea una plataforma común de datos sobre las sustancias químicas y se establecen normas para garantizar que los datos que contiene sean fáciles de encontrar, accesibles, interoperables y reutilizables, así como un marco de seguimiento y perspectivas para las sustancias químicas (DO L, 2025/2455, 12.12.2025, ELI: http://data.europa.eu/eli/reg/2025/2455/oj).

(19)  Las tecnologías de doble uso se refieren a tecnologías que pueden utilizarse tanto para fines civiles como de defensa.

(20)  Garmendia Aguirre, I.; Abbate, E.; Bracalente, G.; Mancini, L.; Cappucci, G. M.; Tosches, D.; Rasmussen, K.; Sokull-Kluettgen, B.; Rauscher, H.; Sala, S.; Comisión Europea, Centro Común de Investigación. Safe and Sustainable by Design Chemicals and Materials. Revised framework [«Sustancias químicas y materiales seguros y sostenibles desde el diseño. Marco revisado», documento en inglés], 2025, Oficina de Publicaciones de la Unión Europea, Luxemburgo, 2025, ISBN 978-92-68-30330-6, doi: 10.2760/5103785.

(21)  Otras actualizaciones de las orientaciones metodológicas: https://research-and-innovation.ec.europa.eu/research-area/industrial-research-and-innovation/chemicals-and-advanced-materials/safe-and-sustainable-design_en.

ANEXO

Índice

1.

Características en las que se basa el marco SSbD 8

2.

La estructura general del marco 9

3.

Análisis exploratorio 9

4.

Identificación del escenario SSbD 11

5.

Evaluación de la seguridad y la sostenibilidad 12

5.1.

Evaluación de la seguridad 13

5.2.

Evaluación de la sostenibilidad ambiental 18

5.3.

Evaluación de la sostenibilidad socioeconómica 21

6.

Evaluación y toma de decisiones 24

7.

Documentación 27
1.   Características en las que se basa el marco SSbD

El marco revisado (1) para sustancias químicas y materiales seguros y sostenibles desde el diseño («marco SSbD», por sus siglas en inglés) es un enfoque voluntario de toma de decisiones diseñado para orientar a los innovadores en el desarrollo de sustancias químicas y materiales que sean más seguros y sostenibles a lo largo de todo su ciclo de vida. Mantiene el nivel de ambición del marco SSbD inicial de 2022, al tiempo que presta más apoyo al proceso de innovación. Este marco actualizado permite a los innovadores encontrar de manera más eficiente la información necesaria para apoyar las decisiones en materia de seguridad y sostenibilidad, minimizando al mismo tiempo las incertidumbres inherentes.

El marco SSbD se basa en varias características:

Enfoque holístico, iterativo y escalonado para evaluar la seguridad y la sostenibilidad, que, en cada fase de la toma de decisiones en materia de innovación, complementa otras consideraciones, como la funcionalidad o el coste.

Consideración de todo el ciclo de vida de las sustancias químicas y los materiales, incluidos los procesos en los que participan y los productos de los que pasan a formar parte.

Colaboración de los profesionales en materia de seguridad y sostenibilidad a lo largo de todo el ciclo de vida.

Transparencia del cumplimiento de los principios y trazabilidad de la evaluación a lo largo de todo el proceso de innovación.

El marco SSbD pretende ser un punto de referencia en las actividades de investigación e innovación, así como en las intervenciones orientadoras para mejorar la seguridad y la sostenibilidad de las sustancias químicas y los materiales. Aunque no interfiere en las obligaciones jurídicas de la Unión para las sustancias químicas y los materiales, ni crea otras nuevas, el marco SSbD puede orientar las acciones y decisiones anticipatorias dentro del proceso de innovación, incluidas las acciones que van más allá del cumplimiento de las disposiciones legales mínimas.

La aplicación de este marco SSbD revisado está respaldada por las orientaciones metodológicas en materia de SSbD (versión de 2024) (2) y futuras actualizaciones (3) que proporcionan orientaciones detalladas, plantillas y una visión general actualizada de los métodos, herramientas y fuentes de datos pertinentes.

2.   La estructura general del marco

La estructura general del marco SSbD se muestra en el gráfico 1.

Gráfico 1

Estructura general del marco SSbD

 

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

 

La estructura es un ciclo que hace hincapié en el carácter iterativo y escalonado (4) de la aplicación del marco SSbD a lo largo de todo el proceso de innovación para las sustancias químicas y los materiales.

Cada repetición del ciclo tiene en cuenta los siguientes elementos:

Análisis exploratorio: definición de los objetivos, principios y normas de la toma de decisiones de la innovación. Incluye la descripción del sistema SSbD inicial, la definición de la innovación prevista, incluido el (re)diseño y la colaboración con los agentes a lo largo del ciclo de vida.

Escenario SSbD: representación de los resultados del análisis exploratorio y determinación del punto de entrada en el marco SSbD, de manera que pueda realizarse una evaluación personalizada de la seguridad y la sostenibilidad.

Evaluación de la seguridad y la sostenibilidad: evaluación holística de los aspectos relacionados con la seguridad y la sostenibilidad, incluidos tanto el ambiental como el socioeconómico, a lo largo de todo el ciclo de vida de la sustancia química o el material.

Evaluación de la SSbD: presentación de los resultados de las evaluaciones de seguridad y sostenibilidad, comparándolos con los objetivos, principios y normas de decisión definidos en el análisis exploratorio.

Documentación: registro de la aplicación del marco SSbD de manera rastreable y transparente, que incluya una descripción de las acciones y los objetivos de las repeticiones posteriores progresivas.

3.   Análisis exploratorio

Entre las principales características del análisis exploratorio figuran las siguientes:

La descripción del sistema inicial objeto de estudio, que abarca los tres elementos necesarios para definir los límites del sistema: producto(s) químico(s)/material(es), proceso(s) y producto(s).

La definición de la innovación específica incluye:

los objetivos, que reflejan con qué fin(es) se está aplicando el marco SSbD;

los principios de diseño, que tienen en cuenta los objetivos y contribuyen a orientar la dirección de la innovación;

el (re)diseño (a nivel molecular, de procesos y de productos), de manera que se determinen las acciones concretas para la consecución de los objetivos, y

las normas para la toma de decisiones, que definen los indicadores y criterios para medir el éxito de las acciones.

El marco SSbD hace referencia a un conjunto de principios rectores de diseño, tal como se establece en el cuadro 1. Estos principios pueden aplicarse para orientar la innovación y están sujetos a una evaluación posterior de la seguridad y la sostenibilidad para evaluar el rendimiento de la innovación propuesta e identificar cualquier posible concesión. Los principios de diseño se han desarrollado en diferentes contextos, como en la química verde, la ingeniería verde, la química circular, la química sostenible y la seguridad desde el diseño, así como en ambiciones relacionadas con las políticas (por ejemplo, la economía circular, la bioeconomía o la contaminación cero). Los principios de diseño pueden inspirar la innovación, pero no equivalen a demostrar la seguridad y la sostenibilidad; estos aspectos deben abordarse a través de la evaluación y valoración de la seguridad y la sostenibilidad.

Cuadro 1

Lista no exhaustiva de principios rectores de diseño, definiciones asociadas y ejemplos de acciones de (re)diseño para orientar una innovación más segura y sostenible

Principios de diseño

Definición

Ejemplos de acciones de (re)diseño

Eficiencia de los materiales

Buscar la incorporación al producto final de todas las sustancias químicas o materiales utilizados en un proceso o la valorización completa dentro del proceso, reduciendo a su vez el uso de materias primas y la generación de residuos.

Maximizar el rendimiento durante la reacción para reducir el consumo de sustancias químicas o de materiales. Recuperar más sustancias químicas o materiales que no hayan reaccionado. Elegir materiales y procesos que reduzcan al mínimo la generación de residuos. Detectar el uso de materias primas fundamentales para minimizarlas o sustituirlas por otras.

Minimizar la utilización de sustancias químicas o materiales peligrosos

Preservar la funcionalidad de los productos, a la vez que se reduce o evita completamente el uso de sustancias químicas o materiales peligrosos siempre que sea posible.

Reducir o eliminar sustancias químicas o materiales peligrosos en los procesos de producción. Rediseñar los procesos de producción para minimizar el uso de sustancias químicas o materiales peligrosos. Reducir o eliminar las sustancias químicas o los materiales peligrosos en los productos finales.

Reducir la exposición a sustancias peligrosas

Eliminar en la medida de lo posible la exposición a los peligros químicos de los procesos.

Deben evitarse en la medida de lo posible las sustancias que requieran un alto grado de gestión del riesgo y debe utilizarse la mejor tecnología para evitar la exposición a lo largo de todas las fases del ciclo de vida.

Diseñar pensando en la eficiencia energética

Minimizar la energía total utilizada para producir una sustancia química o un material en el proceso de fabricación o a lo largo de la cadena de suministro.

Elegir o desarrollar procesos (de producción) que: incorporen técnicas alternativas de producción/separación y con un consumo energético menor; maximicen la reutilización de la energía; tengan menos fases de producción; utilicen catalizadores, incluidas las enzimas; reduzcan las ineficiencias y aprovechen la energía residual disponible en el proceso, o bien opten por vías de reacción a temperaturas más bajas.

Utilizar fuentes renovables

Fijar como objetivo la conservación de los recursos, ya sea a través de bucles cerrados de recursos o utilizando materiales/materiales secundarios y fuentes de energía renovables.

Promover la utilización de materias primas que:

sean renovables; sean circulares; no creen competencia por la tierra; no afecten negativamente a la biodiversidad.

O promover procesos que:

utilicen recursos energéticos renovables con bajas emisiones de carbono y sin repercusiones negativas en la biodiversidad.

Prevenir y evitar las emisiones peligrosas

Aplicar tecnologías que reduzcan al mínimo o eviten las emisiones de contaminantes peligrosos en el medio ambiente.

Seleccionar materiales o procesos que:

minimicen la generación de residuos y subproductos peligrosos, minimicen la generación de emisiones (por ejemplo, compuestos orgánicos volátiles, contaminantes acidificantes o eutrofizantes, y metales pesados).

Diseñar pensando en el final de la vida útil

Diseñar sustancias químicas o materiales funcionales que no supongan ningún riesgo para el medio ambiente o los seres humanos al final de su vida útil. Diseñar para evitar los obstáculos a la reutilización, la recogida de residuos, la clasificación y el reciclado o la valorización. Diseñar para promover la circularidad.

Evitar el uso de sustancias químicas o materiales que impidan los tratamientos al final de la vida útil de los productos, como el reciclado.

Elegir materiales que sean: más duraderos (vida útil más larga y menos mantenimiento); fáciles de separar y clasificar; valiosos incluso después de haberse utilizado (utilidad comercial posterior a la vida útil); totalmente biodegradables en el caso de usos que conlleven inevitablemente su liberación en el medio ambiente o en las aguas residuales.

Tener en cuenta: el empleo de envases reutilizables para la sustancia química o el material evaluado y para las sustancias químicas o los materiales de su cadena de suministro; una logística eficiente desde el punto de vista energético (por ejemplo, reducción de las cantidades transportadas o cambio de los medios de transporte); la disminución de las distancias de transporte en la cadena de suministro.

Las normas para la toma de decisiones miden el éxito de la acción respecto a los objetivos. Establecen la base para la toma de decisiones durante la evaluación mediante la definición de criterios para los indicadores pertinentes, así como reglas de ponderación, todo ello teniendo en cuenta las incertidumbres relacionadas con la evaluación de los indicadores.

La colaboración con los agentes a lo largo del ciclo de vida refleja el hecho de que el marco SSbD va más allá de una única parte interesada y prevé la participación y la colaboración de las partes interesadas a lo largo del ciclo de vida. El análisis exploratorio ayuda a comprender la posición de una organización en el ciclo de vida y a identificar a los agentes y a colaborar con ellos a lo largo del ciclo de vida en una fase temprana del proceso de investigación e innovación, así como en fases más avanzadas en función del sistema que se esté estudiando y de la innovación específica.

4.   Identificación del escenario SSbD

El escenario SSbD refleja los resultados del análisis exploratorio y determina, sobre la base de la madurez de la innovación y la disponibilidad de datos, la madurez de la aplicación del marco SSbD, ya sea como una evaluación simplificada/exploratoria, intermedia o completa en materia de SSbD. Este enfoque permite a los innovadores adaptar las evaluaciones de seguridad y sostenibilidad en función del grado de madurez de la innovación y la disponibilidad de datos relacionados con el proceso de innovación que se está considerando y, a continuación, utilizar un enfoque escalonado para avanzar progresivamente hacia una evaluación completa a medida que madura la innovación.

En el cuadro 2 se presenta un conjunto de escenarios SSbD generales. Los innovadores deben personalizar estos escenarios para adaptarlos a las especificidades determinadas en el análisis exploratorio.

Cuadro 2

Escenarios SSbD generales basados en la madurez de la innovación y la disponibilidad de datos

Escenario SSbD

Evaluación simplificada/exploratoria

Evaluación intermedia

Evaluación completa

Aplicabilidad

Normalmente, baja madurez de la innovación

Disponibilidad baja de datos

Incertidumbre elevada de la evaluación

Posibilidad baja/media de colaborar con los demás agentes de la cadena de valor

Disponibilidad limitada de recursos (por ejemplo, pyme)

Limitada a la fase específica del ciclo de vida en la que tiene lugar la innovación

Aumento de la madurez de la innovación

Disponibilidad media de datos

Incertidumbre media/elevada de la evaluación

Posibilidad media/elevada de colaborar con los demás agentes de la cadena de valor

Pertinencia de las etapas del ciclo de vida cercanas a aquella en la que tiene lugar la innovación

Madurez elevada de la innovación

Disponibilidad elevada de datos

Incertidumbre baja de la evaluación

Posibilidad elevada de colaborar con los agentes de la cadena de valor

Toma en consideración de las innovaciones a lo largo de todo el ciclo de vida

5.   Evaluación de la seguridad y la sostenibilidad

Una vez realizado el análisis exploratorio, definido el escenario SSbD y aplicados los principios de diseño, el innovador puede proceder a la evaluación de la seguridad y la sostenibilidad a lo largo de todo el ciclo de vida de la sustancia química o el material en cuestión.

Evaluación de la seguridad: evalúa tanto el peligro asociado a la sustancia química o al material específico objeto de estudio como el potencial de exposición en los escenarios definidos. Esto permite generar una estimación del riesgo, cuando sea posible en términos cuantitativos absolutos, si no en términos cualitativos o relativos. Con arreglo al marco SSbD, también se evalúa la seguridad de los procesos de producción, incluida, en su caso, la evaluación de procesos de producción alternativos.

La evaluación de la sostenibilidad implica una evaluación ambiental y socioeconómica de la sustancia química o el material objeto de estudio, desde la extracción de las materias primas hasta el final de su vida útil:

— Evaluación de la sostenibilidad ambiental: esta evalúa los impactos ambientales a lo largo de todo el ciclo de vida de la sustancia química o el material mediante un análisis del ciclo de vida (ACV), mediante la evaluación de varias categorías de impacto, como el cambio climático y el uso de los recursos, para, entre otras cosas, las materias primas, los procesos de producción, la aplicación final y el uso de la sustancia química o el material, así como la fase de fin de vida útil prevista.

— Evaluación de la sostenibilidad socioeconómica: esta evalúa los aspectos socioeconómicos a lo largo de todo el ciclo de vida de la sustancia química o el material, centrándose en aspectos relacionados con la justicia social (por ejemplo, las condiciones de trabajo y los derechos humanos) y la competitividad (por ejemplo, las vulnerabilidades en la cadena de suministro, la escasez de competencias y los costes del ciclo de vida).

Las evaluaciones de la seguridad y la sostenibilidad pueden adaptarse sobre la base del escenario SSbD determinado. La evaluación de la seguridad y la sostenibilidad puede llevarse a cabo en paralelo, de manera iterativa y escalonada a medida que se disponga de información a lo largo del proceso de innovación y podría dar lugar a la aplicación de diferentes principios de diseño y a la definición de acciones de (re)diseño para minimizar las concesiones.

5.1.   Evaluación de la seguridad

5.1.1.   Aspectos, indicadores y criterios

Se han establecido diferentes marcos jurídicos y reglamentarios a escala nacional e internacional para abordar la seguridad de las sustancias químicas y los materiales. Estos marcos tienen por objeto proteger la salud humana y el medio ambiente, promover productos más seguros y garantizar la transparencia y la rendición de cuentas en el desarrollo, la transformación y el uso de sustancias químicas. En la Unión, reúne diversos marcos jurídicos que abordan diferentes sectores y responsables del cumplimiento. Los distintos actos legislativos varían en cuanto a sus objetivos y ámbito de aplicación, lo que significa que también varían, por ejemplo, los requisitos de datos, las etapas del ciclo de vida de las sustancias químicas o los materiales y las poblaciones o ecosistemas destinatarios.

A pesar de las diferencias en el contexto jurídico y procedimental, las evaluaciones de la seguridad química en los distintos sectores se basan en una metodología científica común basada en los cuatro elementos siguientes (5):

Determinación del peligro: determinación de si las propiedades intrínsecas de una sustancia química pueden causar daños (por ejemplo, carcinogenicidad, reprotoxicidad, ecotoxicidad).

Caracterización del peligro (evaluación de la potencia o de la relación dosis-respuesta): establecimiento de la relación entre la dosis o concentración de una sustancia química o material y la gravedad o probabilidad de efectos adversos. Esto incluye determinar la dosis a la que se producen efectos críticos y determinar los límites de exposición tolerable de referencia, cuando sea posible. La caracterización del peligro se basa en datos de ensayos (eco)toxicológicos científicos y descriptores de la relación dosis-respuesta de última generación (6).

Evaluación de la exposición: estimación, para las vías de exposición pertinentes, del nivel, la frecuencia y la duración de la exposición a la sustancia química en el caso de las personas o el medio ambiente, teniendo en cuenta los patrones de exposición y los efectos para la salud pertinentes en los escenarios realistas e identificables más desfavorables.

Caracterización del riesgo: integración de la información sobre peligros y exposición para estimar la probabilidad y gravedad de los daños en condiciones de uso específicas. En la medida de lo posible, la seguridad se expresa sobre la base de cocientes de caracterización del riesgo (CCR), que comparan la exposición estimada a una sustancia química con el límite de exposición tolerable determinado en la caracterización del peligro.

Cada uno de los cuatro elementos se basa en diversos aspectos y múltiples indicadores. Su caracterización requiere la integración de diversos flujos de datos procedentes de múltiples fuentes (gráfico 2).

Gráfico 2

Aspectos que deben tenerse en cuenta para la identificación y caracterización del peligro, la evaluación de la exposición y la caracterización del riesgo

 

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Los criterios de seguridad con arreglo al marco SSbD pueden basarse, y se basarán al menos en parte, en el perfil de peligro de las sustancias químicas y los materiales considerados. La mayoría de las clases y categorías de peligro se definen en las partes 2 a 5 del anexo I del Reglamento sobre clasificación, etiquetado y envasado (CLP) (7). La clasificación del peligro de CLP no proporciona los datos específicos necesarios para respaldar la caracterización del peligro y, por tanto, del riesgo. Sin embargo, es útil examinar y señalar las cuestiones relacionadas con los peligros a la hora de decidir la línea de actuación en una fase temprana, como se muestra en el cuadro 3. Dado que este enfoque no es aplicable a las sustancias químicas y los materiales para los que no se dispone de clasificación del peligro de CLP, las predicciones a partir de sustancias estructuralmente similares (o metodologías de nuevo enfoque exploratorias) pueden ser un análogo crucial a tal efecto.

Cuadro 3

Criterios y consideraciones de SSbD basados en peligros en consonancia con los objetivos estratégicos de la UE

Criterios de SSbD basados en peligros

Consideraciones relacionadas: pertinentes para la toma de decisiones sobre el papel de la sustancia química o el material en la innovación, y para el análisis exploratorio en las iteraciones iniciales y posteriores del ciclo SSbD.

Criterio H1, que incluye las sustancias más nocivas [con arreglo a la Estrategia de Sostenibilidad para las Sustancias Químicas (CE, 2020.a)], incluidas las sustancias extremadamente preocupantes (SEP) con arreglo al artículo 57, letras a) a f), del Reglamento REACH (UE, 2006).

Los innovadores deben tener en cuenta las repercusiones de las propiedades determinadas y ser conscientes de que las sustancias químicas y los materiales que no cumplan el criterio H1 están sujetos, o podrían estarlo, a una legislación que:

prohíbe, restringe o, al menos, desincentiva su uso, excepto en el caso de los usos exentos, por ejemplo, los que se consideran esenciales para la sociedad (8);

impone condiciones para un uso seguro y exige el control de las emisiones/la exposición a lo largo de todo el ciclo de vida;

exige que se lleven a cabo actividades para determinar o desarrollar alternativas lo antes posible, de modo que puedan sustituirse y su uso eliminarse gradualmente tan pronto como se disponga de alternativas menos peligrosas, más sostenibles y económica y técnicamente viables;

implica que su uso y presencia deben ser objeto de seguimiento a lo largo de su ciclo de vida;

exige que estén (re)diseñados para reducir sus efectos adversos.

Criterio H2, que incluye sustancias preocupantes, tal como se describen en la Estrategia de Sostenibilidad para las Sustancias Químicas (CE, 2020.a), se definen en el artículo 2, apartado 27, del Reglamento sobre diseño ecológico para los productos sostenibles (CE, 2024) y que no están ya incluidas en el criterio H1.

Los innovadores deben tener en cuenta las repercusiones de las propiedades determinadas y ser conscientes de que las sustancias químicas y los materiales que no cumplen el criterio H2 están sujetos, o podrían estarlo, a una legislación que:

impone condiciones para un uso seguro y exige el control de las emisiones/la exposición a lo largo de todo el ciclo de vida;

exige que se sustituyan tan pronto como se disponga de alternativas menos peligrosas, más sostenibles y económica y técnicamente viables;

implica que su uso y presencia deben ser objeto de seguimiento a lo largo de su ciclo de vida;

exige que estén (re)diseñados para reducir sus efectos adversos.

Criterio H3, que incluye las clases de peligro no cubiertas por los criterios H1 y H2.

Los innovadores deben tener en cuenta las repercusiones de las propiedades determinadas y, para las sustancias químicas y los materiales que no cumplan el criterio H3, deben tener en cuenta lo siguiente:

señalarlos para su revisión interna, con el fin de encontrar métodos para utilizarlos de manera que se reduzcan sus efectos tóxicos;

explicar cómo garantizar su uso seguro a lo largo del ciclo de vida hasta que se disponga de alternativas menos peligrosas, más sostenibles y económica y técnicamente viables.

Los criterios de SSbD basados en peligros aumentan la concienciación temprana sobre la seguridad química y los aspectos jurídicos conexos que el innovador/profesional de SSbD debe tener en cuenta a la hora de innovar, con objeto de prevenir o anticipar futuras consecuencias y requisitos. Los criterios basados en peligros deben complementarse con criterios de seguridad basados en la exposición. Estos deben tener en cuenta los descriptores de la relación dosis-respuesta y la evaluación de la exposición. Si se conoce la exposición (es decir, puede estimarse con confianza en el grado y el control), la información requerida sobre los peligros puede obtenerse de manera más específica. La ventaja de disponer de la información resultante sobre peligros, más completa, así como de la confianza en las estimaciones de la exposición, es la capacidad de respaldar mejor la caracterización del riesgo.

Los criterios generales de seguridad deben tener en cuenta la caracterización del riesgo y, cuando sea posible, basarse en cocientes de caracterización del riesgo (CCR); CCR > 1 indica que el riesgo no está adecuadamente controlado: los niveles de exposición son más elevados que los niveles sin efecto o con efecto mínimo para las escalas temporales y espaciales pertinentes para uno o varios de los objetivos de protección de la salud y la seguridad (profesional, de los consumidores y del medio ambiente). En caso contrario, el criterio CCR < 1 indica que deben tomarse nuevas decisiones en relación con el papel de la sustancia química o el material en la innovación, el análisis exploratorio en las iteraciones iniciales y posteriores del ciclo de SSbD y que la presente solución también puede enfrentarse a dificultades para cumplir la legislación ya vigente.

A medida que avance la innovación y los escenarios de mercado se aclaren, los innovadores también deben tener en cuenta el marco jurídico más amplio de la UE —y, en su caso, internacional— en materia de seguridad que debe implantarse en la aplicación de sustancias químicas, materiales o productos específicos. Si bien el marco SSbD no interfiere con las obligaciones jurídicas de la Unión en materia de sustancias químicas y materiales, este puede orientar las acciones anticipatorias que vayan más allá del cumplimiento de las disposiciones legales mínimas mediante el uso de normas y criterios de toma de decisiones más estrictos en materia de caracterización del riesgo durante la innovación.

5.1.2.   Evaluación de la seguridad a lo largo del proceso de innovación

La evaluación de la seguridad se lleva a cabo siguiendo un enfoque escalonado, desde una evaluación cualitativa y semicuantitativa hasta una cuantitativa, a medida que se dispone de información tanto sobre el peligro como sobre la exposición.

Determinación de los peligros. Si la sustancia química o el material ya están en el mercado, pueden utilizarse fuentes de datos existentes, como fichas de datos de seguridad (SDS), clasificación reglamentaria, bases de datos públicas y modelos QSAR (9) o extrapolación con sustancias estructuralmente similares. La identificación de los peligros se centra en señalar rápidamente las sustancias químicas y los materiales con propiedades peligrosas conocidas o sospechosas. En el caso de las sustancias nuevas o modificadas, en particular en las primeras fases de innovación, los datos pueden ser escasos y, en estos casos, la determinación del peligro se basa en hipótesis conservadoras y herramientas predictivas para determinar posibles ámbitos de preocupación.

A medida que avance la innovación y se disponga de más información, podrán utilizarse estrategias de ensayo más perfeccionadas y específicas, por ejemplo, métodos in vitro o metodologías de nuevo enfoque validadas. En las fases posteriores de la innovación, la determinación de los peligros puede implicar enfoques integrados para los ensayos y la evaluación y, cuando esté justificado y sea éticamente admisible, estudios in vivo.

La evaluación de la exposición comienza con la determinación del caso de uso y el desarrollo de escenarios de exposición. Puede utilizarse métodos como los descriptores de uso desarrollados en el contexto de REACH para apoyar al innovador en el desarrollo de escenarios de exposición. En el contexto del marco SSbD, en las primeras fases de la innovación, los escenarios de exposición pueden centrarse en un único agente. A continuación, los escenarios de exposición se ampliarán a las fases anteriores y posteriores de la cadena de valor a medida que avance la innovación. Además de describir el caso de uso en sí mismo, la evaluación de la exposición también tendrá en cuenta las propiedades fisicoquímicas de las sustancias químicas o los materiales, las condiciones operativas en las que se utilizan y las medidas de gestión del riesgo.

La caracterización del riesgo se lleva a cabo pasando gradualmente de la evaluación cualitativa a la cuantitativa. La evaluación cualitativa (por ejemplo, utilizando bandas de control) apoya las decisiones en la fase inicial mediante la asignación de niveles de riesgo (por ejemplo, alto, medio y bajo). La evaluación cuantitativa a menudo se basa en los cocientes de caracterización del riesgo (CCR) y, por tanto, necesita datos suficientemente fiables. En las fases tempranas de la innovación o en situaciones en las que se disponga de pocos datos, la exposición se evalúa utilizando hipótesis realistas e identificables intencionadamente conservadoras basadas en el peor escenario posible. A medida que la innovación avance hacia condiciones de uso y medidas de gestión de riesgos más realistas, se incorporarán a la evaluación modelos perfeccionados y datos medidos o específicos de escenarios.

En el cuadro 4 se describe la evaluación escalonada de la seguridad a lo largo de todo el proceso de la innovación. El núcleo de la evaluación de la seguridad es la interpretación de los resultados de la evaluación, a fin de comprender cómo proceder con la repetición posterior. La evaluación debe examinar los resultados desde dos ángulos diferentes: la calidad y exhaustividad de los datos, y la detección de posibles señales de alerta o puntos críticos que deben proporcionar información sobre la innovación.

Cuadro 4

Resumen del enfoque escalonado de la evaluación de la seguridad a lo largo del proceso de innovación

Evaluación escalonada de la seguridad

Cualitativa

Semicuantitativa

Cuantitativa

Aplicabilidad

Normalmente, baja madurez de la innovación

Disponibilidad baja de datos

Incertidumbre elevada de la evaluación

Posibilidad baja/media de colaborar con los demás agentes de la cadena de valor

Aumento de la madurez de la innovación

Disponibilidad media de datos

Incertidumbre media/elevada de la evaluación

Posibilidad media/elevada de colaborar con los demás agentes de la cadena de valor

Madurez elevada de la innovación

Disponibilidad elevada de datos

Incertidumbre baja de la evaluación

Posibilidad elevada de colaborar con los agentes de la cadena de valor

Características principales

Ayuda a determinar los aspectos prioritarios, como los escenarios de exposición o los puntos finales de peligro, guiada principalmente por la determinación de puntos críticos.

Datos: refleja información incierta y desconocida.

Cobertura del ciclo de vida: puede ser incompleta y centrarse en una fase específica del ciclo de vida. Ayuda a determinar las necesidades de colaboración con los agentes del ciclo de vida.

Consideraciones relativas a la incertidumbre: la información es limitada y la incertidumbre elevada. Debe utilizarse un enfoque conservador para detectar las señales de alerta.

Certeza sobre los aspectos prioritarios, como las fases específicas del ciclo de vida y los escenarios de exposición o los parámetros de peligro, y determinación de aquellos que requieren una evaluación de nivel superior.

Datos: refleja cierto nivel de seguridad sobre la base de los conocimientos recopilados y generados, guiada principalmente por los aspectos prioritarios determinados.

Cobertura del ciclo de vida: conocimiento parcial del ciclo de vida y determinación de los «usos», colaboración con los agentes del ciclo de vida e inicio de la recogida de datos para perfeccionar la evaluación.

Consideraciones relativas a la incertidumbre: cuanto menor sea la incertidumbre (es decir, en el nivel superior), más realista será la evaluación y se utilizarán métodos e instrumentos menos conservadores.

Ayuda a determinar los aspectos prioritarios, como las fases específicas del ciclo de vida y los escenarios de exposición o los parámetros de peligro, en cuyo caso pueden adoptarse nuevas medidas.

Datos: refleja certeza e información de calidad. Se rige principalmente por el objetivo de una calidad elevada y certeza para conseguir una evaluación sólida.

Cobertura del ciclo de vida: completa, abarca todas las fases del ciclo de vida de los materiales químicos.

Consideraciones relativas a la incertidumbre: se dispone del conjunto completo de datos necesarios para la evaluación de la seguridad.

Enfoque

Información: puede extraerse de fuentes o bases de datos existentes. Estas pueden contribuir a la detección de señales de alerta o advertencias que indiquen la necesidad de datos adicionales.

Evaluación: permitir «señales de alerta» tempranas sobre peligro, exposición o la seguridad en general. Objetivos, principios y normas para la toma de decisiones definidos en el análisis exploratorio.

Criterios: criterios cualitativos, como «señales de alerta», advertencias o niveles de caracterización del riesgo, que siguen respaldando la detección de puntos críticos.

Información: herramientas de predicción de nivel superior en combinación con otros ensayos para apoyar la generación de datos.

Evaluación: puede hacerse centrándose en aspectos que puedan plantear problemas: Propiedades fisicoquímicas y de destino que puedan plantear problemas de exposición; usos que conlleven una exposición elevada; propiedades peligrosas pertinentes para los usos determinados. El objetivo es contribuir a la detección de lagunas/necesidades para mejorar los diferentes aspectos de la evaluación y orientar la innovación hacia alternativas más seguras.

Criterios: la evaluación tendrá en cuenta criterios tanto cualitativos como cuantitativos para detectar puntos críticos de peligro, exposición y seguridad.

Información: los requisitos reglamentarios existentes y las orientaciones correspondientes respaldan la exhaustividad de la evaluación

Evaluación: el objetivo es culminar la innovación con el comportamiento en materia de seguridad de la sustancia química y el material objeto de evaluación durante todo su ciclo de vida y guiar la innovación hacia procesos más seguros.

Criterios: tendrán en cuenta los criterios cuantitativos establecidos en reglamentos específicos para posibles fines de comercialización, así como cualquier criterio adicional establecido en el análisis exploratorio que ayude a orientar la innovación hacia alternativas más seguras.

Seguridad relacionada con los procesos. El marco SSbD incluye todas las consideraciones de seguridad relacionadas con los procesos determinadas en el escenario de innovación, centrándose en una fase específica del ciclo de vida en ese momento.

La misma sustancia química o material, que tienen el mismo perfil de peligro y el mismo comportamiento en materia de seguridad, puede dar lugar a una evaluación global de la seguridad durante el ciclo de vida significativamente diferente en función de los parámetros relacionados con el proceso. Estos parámetros engloban aspectos como el uso de precursores y materiales auxiliares (por ejemplo, disolventes, catalizadores) o parámetros operativos específicos (por ejemplo, alta presión, temperatura elevada, reacciones exotérmicas), a lo largo de todo el proceso de producción, procedentes de la extracción de materias primas, el suministro de materias primas, la síntesis y la gestión del final de la vida útil (reciclado, gestión de residuos, etc.).

5.2.   Evaluación de la sostenibilidad ambiental

5.2.1.   Aspectos, indicadores y criterios

La sostenibilidad ambiental de las sustancias químicas y los materiales en el marco SSbD se determina mediante un análisis del ciclo de vida (ACV), con el fin de determinar los puntos críticos a lo largo de dicho ciclo de vida y orientar el proceso de innovación hacia las materias primas, los procesos de producción, las opciones logísticas y los usos que minimizan la huella ambiental. Se recomienda llevar a cabo el ACV siguiendo las directrices existentes de la Comisión, es decir, el método de la huella ambiental de los productos (HAP) (10). El gráfico 3 muestra los aspectos y los indicadores (categorías de impacto de HA) incluidos en el marco SSbD.

Gráfico 3

Categorías de impacto de la huella ambiental (HA) y su relación con aspectos medioambientales clave

 

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Las categorías de impacto incluidas en el marco SSbD pueden ser objeto de actualizaciones tras las actualizaciones incorporadas al método de la HAP. Otros aspectos adicionales pueden integrarse en futuras prácticas del ACV. Cualquier aspecto adicional, o actualización de los que existen actualmente, debe ser abordado caso por caso por el innovador, que puede determinar posibles criterios, indicadores y rangos.

La evaluación ambiental de SSbD basada en los resultados de las categorías de impacto del ACV debe considerar una referencia con la que puedan realizarse comparaciones, con el fin de respaldar, en última instancia, el proceso de toma de decisiones. La referencia evoluciona a lo largo de la aplicación del marco SSbD, de conformidad con el enfoque iterativo y escalonado.

La evaluación de la sostenibilidad ambiental en el contexto del marco SSbD tiene tres niveles diferentes, que reflejan el enfoque escalonado del marco: simplificado, intermedio y completo. Además, también puede tenerse en cuenta una evaluación exploratoria utilizando aproximaciones para las fases muy iniciales de la evaluación ambiental de la SSbD. La evaluación exploratoria puede incluir un conjunto limitado de indicadores para el comportamiento ambiental de los procesos implicados, que podrían reflejar (por ejemplo) principalmente los recursos energéticos y materiales necesarios para el proceso de producción.

El gráfico 4 muestra los diversos tipos de referencias para la evaluación de la sostenibilidad ambiental, que proporcionan las definiciones correspondientes e indican las fases más adecuadas para su aplicación. Para la evaluación exploratoria en una fase muy temprana del proceso de innovación, se sugiere el uso de una «aproximación», basada en la estequiometría (por ejemplo, el balance de masa de una reacción química) y los aspectos del consumo de energía para empezar a comprender los principales factores de impacto.

Gráfico 4

Referencias para la evaluación de la sostenibilidad ambiental a lo largo de todo el proceso de innovación

 

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

 

Una vez definida la referencia, pueden determinarse las clases correspondientes de comportamiento en materia de sostenibilidad ambiental del proceso de innovación. Esto permite al innovador evaluar hasta qué punto los resultados del ACV son buenos o malos en comparación con el sistema de referencia. Posteriormente, se puede asignar una puntuación a cada clase de comportamiento, a fin de simplificar la interpretación de los resultados y la visualización. A continuación, pueden establecerse las clases de comportamiento. Sobre la base de las clases de comportamiento, es posible comparar los resultados obtenidos con la referencia definida, teniendo siempre en cuenta la incertidumbre de la evaluación.

Cuadro 5

Ejemplo ilustrativo de las clases y los criterios que pueden aplicarse a cada categoría de impacto

Rango de valores

Puntuación

Clase de comportamiento

 

Valor de referencia

Criterios que toman como referencia el sistema representativo

> Q4

Ninguna mejora/empeoramiento

0

CP5

No cumple los criterios

Q3 < resultado del ACV < Q4

Mejora + 5 %

1

CP4

Q2 < resultado del ACV < Q3

Mejora del + 5 al 20 %

2

CP3

Cumple los criterios

Q1 < resultado del ACV < Q2

Mejora del + 20 al 40 %

3

CP2

< Q1

Mejora > 40 %

4

CP1

5.2.2.   Evaluación ambiental a lo largo del proceso de innovación

El cuadro 6 describe la evaluación ambiental escalonada a lo largo del proceso de innovación e indica las principales características de aplicabilidad. La base de la evaluación de la sostenibilidad ambiental es la interpretación de los resultados del ACV, con el fin de comprender cómo proceder con la siguiente fase de innovación y la repetición de la evaluación asociada. La evaluación debe examinar los resultados desde dos ángulos diferentes: i) la calidad de los datos para el inventario del ciclo de vida (ICV) del modelo de ACV, y ii) la detección de posibles puntos críticos que deben proporcionar información sobre las fases de innovación. Un análisis de la calidad de los datos para mejorar el inventario del ciclo de vida incluye el análisis de la representatividad tecnológica, geográfica y temporal, la exhaustividad, la incertidumbre y la fiabilidad de las fuentes de datos.

Cuadro 6

Resumen del enfoque escalonado de la evaluación ambiental a lo largo del proceso de innovación

Evaluación ambiental escalonada

Evaluación ambiental simplificada

Evaluación ambiental intermedia

Evaluación ambiental completa

Aplicabilidad

Normalmente, baja madurez de la innovación

Es muy probable que los datos del laboratorio procedan únicamente del innovador

Incertidumbre elevada de la evaluación

Posibilidad baja/media de colaborar con los demás agentes de la cadena de valor

Aplicaciones indefinidas/definidas

Aumento de la madurez de la innovación

Datos a escala industrial o piloto

Incertidumbre media/elevada de la evaluación

Posibilidad media/elevada de colaborar con los demás agentes de la cadena de valor

Aplicación(es) definida(s)

Madurez elevada de la innovación

Datos a escala industrial

Incertidumbre baja de la evaluación

Posibilidad elevada de colaborar con los agentes de la cadena de valor

Aplicación(es) definida(s)

Características principales

Un ACV simplificado ayuda a determinar las fases y los procesos más importantes del ciclo de vida para el perfeccionamiento de los datos y, de este modo, orientar el uso óptimo del esfuerzo y los recursos

Conociendo el producto o la aplicación sectorial de la sustancia química o el material en fase de desarrollo, es posible crear escenarios que describan las posibles variaciones, por ejemplo, en términos geográficos o de productos

Una fase inicial muy extrema para poner en marcha el ACV simplificado consiste en evaluar los indicadores de los principios de diseño seleccionados

Este es el nivel más iterativo del ACV

Ajustes iterativos continuos de la modelización del ACV simplificado, que sigue a la madurez cada vez mayor de la innovación

Algunos ejemplos de perfeccionamiento son la recogida de datos primarios, la subsanación de lagunas de datos, la inclusión de todas las categorías de impacto y la ampliación de los límites del sistema al ciclo de vida siguiendo un enfoque «de la cuna a la tumba» (en lugar de «de la cuna a la puerta»)

Esfuerzo en relación con la recogida de datos primarios para el ICV a través de la recogida de datos internos, una mayor colaboración con los proveedores o los usuarios intermedios, solicitudes de datos específicas, etc.

Ajustes finales del ACV intermedio

El ACV completo incluye ajustes que permiten seguir la recomendación de la Comisión de llevar a cabo el ACV

Los ajustes se refieren principalmente al perfeccionamiento del ICV, de forma que se maximice la colaboración de la cadena de valor

Los ajustes también se refieren a la mejora de la modelización de las fases de uso y fin de vida útil

Enfoque [en función de los niveles de (re)diseño seleccionados]

Molecular: la etapa clave del ciclo de vida es la síntesis/producción de la sustancia química o el material. Ciclo de vida principal que debe considerarse vinculado a los principios de diseño seleccionados, por ejemplo, producción y fin de vida útil. Nota: aunque el uso pueda ser desconocido, sigue siendo posible tener en cuenta la reciclabilidad de la sustancia química o el material

Proceso: las etapas clave del ciclo de vida son la producción de la sustancia química o el material y la fabricación de sus precursores. En esta fase puede darse prioridad al proceso previo de la sustancia química o el material

Producto: las etapas clave del ciclo de vida son las fases posteriores, como la fabricación del producto (que contiene la sustancia química o el material), el uso y el final de vida útil

Sobre la base del nivel de (re)diseño, debe realizarse un esfuerzo previo para mejorar las fases del ciclo de vida más vinculadas a dicho nivel

Las demás etapas del ciclo de vida deben seguir teniéndose en cuenta junto con las hipótesis y limitaciones necesarias ya descritas en el apartado «Aplicabilidad»

El ciclo de vida completo de la sustancia química o el material debe modelizarse y evaluarse con el mismo peso para concluir con la evaluación final y, por tanto, la elección de la alternativa, si procede

Sostenibilidad relacionada con el proceso. El marco SSbD incluye todas las consideraciones de sostenibilidad relacionadas con los procesos determinadas en el escenario de innovación, centrándose en una fase específica del ciclo de vida en ese momento.

Al evaluar los procesos químicos en su totalidad, el marco SSbD puede ayudar a determinar las presiones ejercidas sobre el medio ambiente y los posibles impactos que, de otro modo, podrían pasarse por alto. Podrían detectarse puntos críticos desde el punto de vista ambiental en las primeras fases de la innovación tecnológica y de procesos; al avanzar hacia otras fases, también será posible determinar las presiones e impactos ejercidos sobre el medio ambiente asociados a las instalaciones industriales.

5.3.   Evaluación de la sostenibilidad socioeconómica

5.3.1.   Aspectos, indicadores y criterios

En el marco SSbD, la evaluación de la sostenibilidad socioeconómica tiene por objeto determinar y, en la medida de lo posible, cuantificar los riesgos y oportunidades socioeconómicos en el proceso de innovación. Su objetivo es ayudar a los innovadores a seleccionar indicadores pertinentes para:

impulsar la innovación y la competitividad mediante el desarrollo de cadenas de valor más resilientes y sostenibles;

promover la justicia social y minimizar el riesgo de violaciones de los derechos humanos y malas condiciones de trabajo en las cadenas de valor;

apoyar la gestión y la mitigación de riesgos a lo largo de todo el ciclo de vida, abordando los riesgos éticos y de reputación, el grado de autonomía/riesgo de perturbaciones de la cadena de suministro y los riesgos financieros derivados de accidentes y procesos peligrosos;

determinar las oportunidades y los beneficios socioeconómicos, así como los costes y las externalidades asociados a las diferentes estrategias de innovación.

En el cuadro 7 figura una lista de los aspectos socioeconómicos y las categorías de impacto aplicables en el contexto del marco SSbD, junto con ejemplos de indicadores.

Cuadro 7

Lista de categorías y aspectos de impacto socioeconómico, incluidos ejemplos de indicadores

Categoría de impacto

Aspecto socioeconómico

Ejemplos de indicadores

Derechos humanos

Riesgo de trabajo infantil en la cadena de suministro

% de niños trabajadores (7-14 años)

Riesgo de trabajo forzoso en la cadena de suministro

Riesgo de trabajo forzoso en el país (casos por cada 1 000 habitantes)

Condiciones de trabajo y calidad de los puestos de trabajo

Salario justo

Salario digno, al mes

Salario mínimo, al mes

Salario medio del sector, al mes

Tiempo de trabajo

Horas de trabajo por empleado, a la semana

Igualdad de oportunidades y discriminación

Brecha salarial entre hombres y mujeres (%)

Libertad de asociación y negociación colectiva

Densidad sindical (% de empleados organizados en sindicatos)

Derecho de asociación (escala ordinal)

Derecho de negociación colectiva (escala ordinal)

Derecho de huelga (escala ordinal)

Salud y seguridad

Presencia de medidas de seguridad

Existen medidas preventivas y protocolos de emergencia para: i) accidentes y lesiones; ii) exposición a plaguicidas y sustancias químicas

Medidas generales adecuadas de seguridad en el trabajo

Horas de lesiones por empleado

Accidentes de trabajo

Tasa de accidentes mortales y no mortales en el lugar de trabajo (casos por cada 100 000 empleados y año)

Condiciones de vida seguras y saludables

Esfuerzos de las organizaciones para reforzar la comunidad

salud (por ejemplo, mediante el acceso compartido de la comunidad a los recursos sanitarios de las organizaciones)

Esfuerzos de gestión para minimizar el uso de sustancias peligrosas y controlar la integridad estructural

Contribución al desarrollo económico

Contribución al desarrollo macroeconómico

Contribución del producto/servicio/organización al progreso económico (por ejemplo, tasa de crecimiento anual del PIB real por empleado)

Creación de empleo intensivo en el uso de conocimientos

Puestos de trabajo intensivos en el uso de conocimientos (% de empleados altamente cualificados/total de empleados necesarios para una unidad de producción)

Vulnerabilidades de la cadena de suministro

Vulnerabilidades de la cadena de suministro

N.o de indicadores relacionados con la presencia de materias primas fundamentales como insumos de materiales, sobre la base de la metodología de la Comisión.

Masa de materias primas fundamentales/insumo total de materiales; y evaluación cualitativa adicional de la vulnerabilidad de la cadena de suministro

Competencias y potencial de innovación tecnológica

Potencial tecnológico

Tasa de crecimiento de las patentes en % de esta tecnología durante un período de tiempo determinado

Riesgo de escasez de competencias

Relación entre la inversión en formación por empleado y los valores de referencia de la industria

Coste del ciclo de vida

Coste del ciclo de vida

Costes internos (incluida, por ejemplo, la adquisición de material, la mano de obra, la energía, etc.)

Externalidades (por ejemplo, a través de la monetización de los impactos del ACV)

La categoría de impacto de las vulnerabilidades de la cadena de suministro incluye, entre otros, los riesgos relacionados con las materias primas fundamentales. Otros factores, como las interrupciones del suministro de energía, la escasez de agua y la disponibilidad general de materias primas, catalizadores y moléculas químicas pueden afectar significativamente a la competitividad, la sostenibilidad y la seguridad de las cadenas de valor. Estas dimensiones más amplias de la vulnerabilidad son especialmente pertinentes en el contexto de la competitividad internacional, el cambio climático, la dinámica cambiante del comercio mundial y la competencia por los recursos.

En cuanto a la categoría de impacto del coste del ciclo de vida, el papel de la evaluación socioeconómica en el marco SSbD no es duplicar el análisis financiero interno de las empresas, sino apoyar y complementar la evaluación de los costes internos con consideraciones económicas adicionales, ayudando a los innovadores y a las empresas a tener en cuenta los riesgos y oportunidades socioeconómicos de sus diseños. Esto incluye los posibles riesgos, costes y beneficios que se extienden más allá del nivel de la empresa. A nivel de empresa, también podrían tenerse en cuenta las implicaciones relacionadas con el acceso a los créditos, la prima de seguro, etc.

Además, la evaluación de la sostenibilidad socioeconómica tiene por objeto orientar la innovación hacia el refuerzo de la competitividad mediante la evaluación de aspectos como el potencial tecnológico, los riesgos de escasez de competencias y la creación de empleo intensivo en el uso de conocimientos. De este modo, ayuda a las empresas no solo a cumplir los principios de seguridad y sostenibilidad, sino también a posicionarse estratégicamente en mercados y contextos de políticas en evolución.

El análisis del ciclo de vida social (ACV-S) proporciona una base para evaluar los riesgos y beneficios sociales a lo largo de todo el ciclo de vida de un producto o proceso. Las escalas de referencia, que a menudo se utilizan en los ACV-S, permiten la clasificación del comportamiento en un continuo (de riesgo/beneficio muy bajo a muy alto) sobre la base de valores de referencia predefinidos, como las normas internacionales [por ejemplo, las normas de la Organización Internacional del Trabajo (OIT), los convenios internacionales, etc.]. En el contexto del marco SSbD, las escalas de referencia pueden servir como criterios de exclusión o de priorización. El ACV-S integra los límites éticos en el proceso de diseño, alejando la innovación de las prácticas socialmente perjudiciales.

Por otra parte, el coste social del ciclo de vida permite clasificar las sustancias químicas o los materiales alternativos en función del coste total a lo largo de todo el ciclo de vida y durante este. Esto incluye los costes sociales, por ejemplo, los costes de los daños debidos a los impactos ambientales y sanitarios, o la reducción de las facturas energéticas para el consumidor gracias a un producto más eficiente desde el punto de vista energético. La opción que ocupe el mejor puesto en la clasificación será la que implique el menor coste total (es decir, que incluya tanto los costes internos como los sociales), manteniendo al mismo tiempo un nivel similar de rendimiento técnico y funcional.

5.3.2.   Evaluación socioeconómica a lo largo del proceso de innovación

La evaluación socioeconómica del marco SSbD se basa en el ejercicio exploratorio realizado anteriormente y en la elaboración del inventario del ciclo de vida ambiental. Por lo tanto, la integración de los indicadores socioeconómicos se racionaliza y simplifica, utilizando los mismos límites del sistema SSbD.

El análisis exploratorio es fundamental para configurar la evaluación socioeconómica, ya que los principios de diseño elegidos, por ejemplo, el compromiso de una empresa de obtener únicamente materias primas certificadas, éticas y sostenibles, desempeñarán un papel fundamental a la hora de determinar qué aspectos e indicadores socioeconómicos deben incluirse y cómo deben abordarse estos indicadores. Los principios de diseño y las acciones y compromisos conexos deben documentarse de manera transparente, con objeto de permitir la trazabilidad y la coherencia entre las repeticiones de la evaluación que puedan auditarse íntegramente.

La evaluación podrá utilizar tanto datos primarios, es decir, valores cuantitativos o cualitativos obtenidos mediante mediciones u observaciones directas o basados en ellas, como datos secundarios, procedentes de bibliografía y bases de datos. El uso de datos primarios refuerza la solidez de la evaluación al máximo nivel de madurez de la innovación. Sin embargo, los datos secundarios son muy útiles para realizar simulaciones de posibles cadenas de valor a niveles de innovación bajos y medios.

Si bien la integración del análisis socioeconómico en el marco SSbD proporciona información valiosa, deben reconocerse algunas limitaciones. Cabe mencionar: i) la disponibilidad y granularidad de los datos; ii) las concesiones y la agregación; iii) la naturaleza estadística de los datos sobre riesgos; iv) la causalidad limitada; v) la viabilidad de una evaluación socioeconómica sólida y la incertidumbre de las estimaciones de costes en un nivel bajo de madurez de la innovación; vi) los retos a la hora de rastrear las vulnerabilidades del suministro, y vii) las incertidumbres en los factores de monetización de las externalidades. Estas limitaciones ponen de manifiesto la necesidad de un uso iterativo de la evaluación que contribuya a la toma temprana de decisiones. Sin embargo, también revelan la necesidad de reconocer cuándo es necesaria una colaboración más profunda, revisando y perfeccionando continuamente el análisis socioeconómico a medida que se dispone de más datos, cambian las condiciones o madura la innovación.

6.   Evaluación y toma de decisiones

El objetivo de la evaluación de la SSbD en su conjunto es apoyar el proceso de toma de decisiones a lo largo de todo el proceso de innovación dentro del marco definido por el análisis exploratorio. La evaluación compara los resultados de la evaluación de los aspectos de seguridad y sostenibilidad con los objetivos y las normas para la toma de decisiones autodeterminadas de los innovadores (o con referencia a normas externas establecidas, niveles o criterios mínimos de comportamiento) para las dimensiones de seguridad y sostenibilidad.

La evaluación de la SSbD, basada en la evaluación de la seguridad y la sostenibilidad, puede dar lugar a decisiones diferentes, por ejemplo, en relación con la selección de una sustancia química, un material o un proceso, la modificación de los principios de (re)diseño que se aplican, etc. A continuación, estos conocimientos y opciones se integran en un nuevo ciclo de desarrollo, en el que las lecciones aprendidas orientan los futuros esfuerzos de innovación, garantizando la mejora continua hacia soluciones más seguras y sostenibles.

Si bien el marco SSbD permite la visualización y la posible evaluación de las concesiones, así como la detección y explotación de sinergias dentro de los diferentes aspectos de las dimensiones de seguridad y sostenibilidad y entre dichos aspectos, las consideraciones van más allá. Deben tenerse en cuenta otros aspectos importantes, como la funcionalidad de la sustancia química o del material y las consideraciones del mercado, por ejemplo, la penetración, el precio de consumo, etc.

El uso de normas para la toma de decisiones, definidas en una fase temprana del análisis exploratorio y adaptadas al caso concreto, es un enfoque importante para formalizar y sistematizar las decisiones adoptadas durante el proceso de innovación. También es importante lograr la colaboración con los agentes de la cadena de valor y documentar claramente las decisiones estratégicas adoptadas durante la aplicación del marco SSbD.

Las consideraciones relativas a la incertidumbre forman parte integral de dicho marco y deben tenerse en cuenta en la evaluación y la toma de decisiones. Las fuentes de incertidumbre pueden ir desde la falta de información sobre el ciclo de vida hasta el nivel de calidad de los datos y su disponibilidad. El nivel de detalle del análisis de incertidumbre debe ser coherente con el enfoque escalonado y con el alcance y la finalidad generales de la evaluación. El perfeccionamiento de la evaluación en cada repetición conllevará la incorporación de nuevos datos, información y, posiblemente, métodos para caracterizar mejor el sistema y reducir así la incertidumbre.

Ejemplo de cuadro de indicadores para visualizar los resultados en materia de SSbD

La evaluación de la seguridad y la sostenibilidad del ciclo de vida de las sustancias químicas y los materiales conlleva muchos aspectos que deben valorarse individualmente y, a continuación, integrarse para apoyar la toma de decisiones. A tal fin, se ofrecen cuadros de indicadores a modo de ejemplo. Dichos cuadros muestran elementos e información que deben tenerse en cuenta para una evaluación exhaustiva de los aspectos de seguridad y sostenibilidad y para supervisar los avances del proceso de innovación. Los cuadros de indicadores ofrecen al profesional flexibilidad para adaptar la visualización del marco a la madurez de la innovación y a la disponibilidad de datos. Un enfoque basado en un cuadro de indicadores también permite incluir los resultados tanto cualitativos como cuantitativos de la evaluación (pasando de una evaluación simplificada a una evaluación intermedia y completa en materia de SSbD).

El cuadro de indicadores exploratorio debe permitir visualizar los elementos exploratorios que se incorporan a la fase de evaluación posterior. El cuadro de indicadores exploratorio permite a los profesionales hacer un seguimiento de la evolución de la aplicación del marco de SSbD (y de la correspondiente exhaustividad de la información y los datos necesarios), así como prepararse para una evaluación más específica de la seguridad y la sostenibilidad.

El cuadro de indicadores de evaluación. Un cuadro de indicadores de evaluación ofrece una visión global de los resultados derivados de la evaluación de la seguridad y la sostenibilidad. Debe diseñarse de manera que se adapte al nivel de madurez de la innovación [como nivel de madurez tecnológica (n)], siguiendo un enfoque escalonado. El cuadro de indicadores de evaluación ayuda a detectar los principales puntos críticos y ámbitos susceptibles de mejora, al tiempo que muestra posibles concesiones dentro de las dimensiones de seguridad y sostenibilidad, y entre ellas.

Los elementos clave que deben incluirse en el cuadro de indicadores de evaluación son los siguientes:

evaluación de la seguridad: el resultado de la evaluación de la seguridad, notificado para los diferentes elementos considerados, es decir, las propiedades intrínsecas, y el riesgo basado en la exposición durante la fabricación, el procesamiento, el uso y el final de la vida útil;

evaluación de la sostenibilidad ambiental: los resultados se comunican para las dieciséis categorías de impacto ambiental, a fin de revelar concesiones, si las hubiera;

seguridad y sostenibilidad relacionadas con los procesos: visualizar el resultado de las consideraciones relacionadas con el proceso de seguridad y sostenibilidad, centrándose en una fase específica del ciclo de vida de la sustancia química o el material;

evaluación de la sostenibilidad socioeconómica: los resultados se comunican para las diferentes categorías de impacto seleccionadas, según proceda y sea viable para el caso en cuestión.

Respecto a cada uno de los elementos clave del cuadro de indicadores de evaluación, deberá notificarse lo siguiente:

nivel de incertidumbre: cada resultado se asocia a un nivel de incertidumbre que puede evaluarse mediante un enfoque cualitativo o cuantitativo;

fases del ciclo de vida: los resultados de la evaluación deben incluir información sobre las fases del ciclo de vida consideradas en la evaluación.

El carácter iterativo del marco SSbD permite la inclusión e integración progresivas de datos, lo que da lugar a un aumento progresivo de la exhaustividad de la evaluación en cada repetición. Los gráficos 5 y 6 muestran ejemplos de cómo pueden representarse los elementos clave de la evaluación de la seguridad y la sostenibilidad ambiental.

Gráfico 5

Ejemplo de resultados de la evaluación de la seguridad que deben incluirse en el cuadro de indicadores

 

Imagen: 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Gráfico 6

Ejemplo de cuadro de indicadores de evaluación de la sostenibilidad ambiental

 

Imagen: 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La visualización de los resultados de las evaluaciones de la seguridad y la sostenibilidad puede servir de ayuda para fundamentar la toma de decisiones. Sin embargo, en el contexto del marco SSbD es muy importante complementarla con información detallada de las evaluaciones que se han llevado a cabo. La presentación de datos exhaustivos ayuda a revelar puntos fuertes y débiles que los resultados agregados podrían ocultar, lo que la convierte en un componente esencial de la evaluación.

7.   Documentación

La documentación ofrece una mayor transparencia en cuanto a la forma en que se ha aplicado el marco SSbD. Arroja más luz sobre la trazabilidad y la coherencia de las evaluaciones escalonadas de la seguridad y la sostenibilidad y revela la detección de puntos críticos y lagunas de datos a lo largo de las fases progresivas del proceso de innovación que se está llevando a cabo.

Las consideraciones de incertidumbre para la evaluación deben documentarse plena y sistemáticamente de manera transparente. Se deben incluir aspectos tanto cualitativos como cuantitativos relacionados con los datos, los métodos, los escenarios, los insumos, los modelos, los productos, el análisis de sensibilidad y la interpretación de los resultados.

La documentación elaborada representa un repositorio útil y un resumen de la evolución del proceso de innovación que debe dotarse de recursos ya durante las repeticiones, ya que se complementa con la mejora del análisis exploratorio, los datos generados y la toma de decisiones en materia de innovación. Puede utilizarse tanto para fines de comunicación interna, por ejemplo, entre las diferentes funciones y niveles jerárquicos internos que intervienen en el proceso de I+i de una organización, como para fines de comunicación externa, por ejemplo, con diferentes agentes del ciclo de vida o con partes interesadas externas.

Las plantillas para la documentación están disponibles en las orientaciones metodológicas de SSbD [versión de 2024 (11)] y futuras actualizaciones (12), incluidos ejemplos de los principales elementos que deben introducirse.

(1)  Garmendia Aguirre, I.; Abbate, E.; Bracalente, G.; Mancini, L.; Cappucci, G. M.; Tosches, D.; Rasmussen, K.; Sokull-Kluettgen, B.; Rauscher, H.; Sala, S.; Comisión Europea, Centro Común de Investigación: Safe and Sustainable by Design Chemicals and Materials. Revised framework [«Sustancias químicas y materiales seguros y sostenibles desde el diseño. Marco revisado», documento en inglés], Oficina de Publicaciones de la Unión Europea, Luxemburgo, 2025, ISBN 978-92-68-330-6, doi: 10.2760/5103785.

(2)  Abbate, E.; Garmendia Aguirre, I.; Bracalente, G.; Mancini, L.; Tosches, D.; Rasmussen, K.; Bennett, M. J.; Rauscher, H.; y Sala, S.: Safe and Sustainable by Design chemicals and materials – Methodological Guidance [«Sustancias químicas y materiales seguros y sostenibles desde el diseño. Orientaciones metodológicas», documento en inglés], 2024. Oficina de Publicaciones de la Unión Europea, Luxemburgo. https://doi.org/10.2760/28450.

(3)   https://research-and-innovation.ec.europa.eu/research-area/industrial-research-and-innovation/chemicals-and-advanced-materials/safe-and-sustainable-design_en.

(4)  El enfoque iterativo implica repetir el proceso completo del marco SSbD varias veces durante el ciclo de innovación, mientras que el enfoque escalonado significa avanzar a través de diferentes niveles o fases de innovación.

(5)  Aunque la descripción de los cuatro elementos se centra en los peligros para la salud humana y el medio ambiente, pueden utilizarse enfoques diferentes y adaptados para abordar clases de peligro específicas como «muy persistente y muy bioacumulable» o «gas a presión».

(6)  Un descriptor toxicológico de la relación dosis-respuesta es el término utilizado para determinar la relación entre un efecto concreto de una sustancia química y la dosis a la que se produce.

(7)  Reglamento (CE) n.o 1272/2008 del Parlamento Europeo y del Consejo, de 16 de diciembre de 2008, sobre clasificación, etiquetado y envasado de sustancias y mezclas, y por el que se modifican y derogan las Directivas 67/548/CEE y 1999/45/CE y se modifica el Reglamento (CE) n.o 1907/2006 (DO L 353 de 31.12.2008, p. 1, ELI: http://data.europa.eu/eli/reg/2008/1272/oj).

(8)  Su uso es necesario para la salud y la seguridad o es esencial para el funcionamiento de la sociedad y no existen alternativas aceptables desde el punto de vista del medio ambiente y la salud, tal como se indica en la Comunicación C/2024/2849 de la Comisión «Criterios y principios rectores del concepto de uso esencial en la legislación de la UE relativa a las sustancias químicas» (DO C, C/2024/2894, 26.4.2024, ELI: http://data.europa.eu/eli/C/2024/2894/oj).

(9)  QSAR (relación cuantitativa entre estructura y actividad): Modelización para relacionar la seguridad del compuesto con sus parámetros fisicoquímicos.

(10)  La Comisión está revisando la metodología de la huella ambiental de los productos (HAP) sobre la base de la Recomendación de la Comisión, de 16 de diciembre de 2021, sobre el uso de los métodos de la huella ambiental para medir y comunicar el comportamiento ambiental de los productos y las organizaciones a lo largo de su ciclo de vida.

(11)  Abbate, E.; Garmendia Aguirre, I.; Bracalente, G.; Mancini, L.; Tosches, D.; Rasmussen, K.; Bennett, M. J.; Rauscher, H.; y Sala, S.: Safe and Sustainable by Design chemicals and materials – Methodological Guidance [«Sustancias químicas y materiales seguros y sostenibles desde el diseño. Orientaciones metodológicas», documento en inglés], 2024. Oficina de Publicaciones de la Unión Europea, Luxemburgo. https://doi.org/10.2760/28450.

(12)   https://research-and-innovation.ec.europa.eu/research-area/industrial-research-and-innovation/chemicals-and-advanced-materials/safe-and-sustainable-design_en.

ANÁLISIS

Referencias anteriores
Materias
  • Consumidores y usuarios
  • Industria química
  • Investigación científica
  • Medio ambiente
  • Productos químicos
  • Sanidad
  • Sustancias peligrosas
  • Unión Europea

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