Activités et Prestations
Sorane SA est organisée en 4 secteurs d’activité :
- Ingénierie énergétique (conception énergétique, physique du bâtiment, simulations, énergies renouvelables, audit)
- Efficience énergétique (optimisation de l'exploitation, energo)
- Médiation scientifique (animations de sensibilisation, développement de moyens de vulgarisation et d’enseignement, informations sur l’énergie et l’environnement)
- Recherche et développement (programmes européens Horizon 2020, mandats Agence internationale de l’énergie AIE, recherche appliquée)
![](storage/img/secteurs3.png)
La synergie entre ces différents secteurs permet d'offrir à nos clients des offres globales répondant à leurs besoins et en accord avec les objectifs du développement durable.
Le secteur ingénierie énergétique de Sorane SA offre un service de conseils, d'assistance technique et de suivi qui s'inscrit sur le long terme.
Les activités du secteur ingénierie énergétique sont multiples et peuvent intervenir à tout moment de la vie d'un bâtiment. Toutes les connaissances disponibles sont mises en oeuvre pour trouver des solutions qui satisfassent tout à la fois les exigences du maître d'ouvrage, la créativité des architectes et les contraintes énergétiques.
Prestations
- Conception énergétique globale
![](storage/img/simule3.jpg)
- Conception de l'enveloppe et des systèmes énergétiques
- Approvisionnement énergétique à l'échelle du quartier
- Certifications de labels (minergie, smeo, dgnb, breeam, snbs, etc.)
- Exécution pour cas spéciaux (CAD, stockage saisonnier, etc.)
- Audit et optimisation énergétique
- Mesures
- Simulations avancées (dynamiques, CFD, désenfumage, éclairage, confort, etc.)
- Automatisation du bâtiment
- Recherche appliquée
Domaines d'activité
- Physique du bâtiment
- Systèmes énergétiques
![](storage/img/ensoleil.jpg)
- Eclairage naturel
- Energies renouvelables
- Ventilation naturelle
- Concepts énergétiques territoriaux
- Mesures et diagnostics
- Audit
- Chauffage à distance
- MCR
Un travail pluridisciplinaire
L'énergétique du bâtiment est un domaine complexe qui implique l'interaction entre les différents acteurs et disciplines intervenant à chaque étape de la vie d'un bâtiment. Par son approche, Sorane SA se positionne comme partenaire privilégié pour réaliser le lien entre tous les acteurs et disciplines concernés. Toutes ces démarches, rassemblées dans un concept global et réalisées par une équipe qualifiée, permettent un gain énergétique qui portera ses fruits sur le long terme. De ces efforts découlent des économies financières réelles et durables, ainsi qu'une réduction de la charge de pollution sur l'environnement.
Sorane SA fait partie du groupe Pierre Chuard qui comprend les bureaux techniques Chuard ingénieurs Vaud, Chuard ingénieurs Fribourg, Chuard ingénieurs Genève, ainsi que Fluides-Concepts. Cette structure permet de proposer aux clients des solutions globales et coordonnées qui en plus de l'ingénierie énergétique intègrent les aspects CVCR et d'installations sanitaires.
Sorane SA a en outre l'habitude de collaborer ou de s'associer avec différents bureaux d'ingénieurs afin de couvrir la palette de prestions : de la conception, de l'exécution, de la mise en service, du contrôle qualité ainsi que le suivi et l'optimisation des installations.
Calculs et simulations
Sorane SA dispose d’une expérience de plus de 40 ans dans la simulation des bâtiments et des installations. Nos prestations couvrent les calculs suivants :
- Simulation dynamique des bâtiments et des installations CVC
![](storage/img/simule4.jpg)
- Bilan énergétique des bâtiments
- Calcul des écoulements d’air dans les bâtiments CFD
- Calcul de la ventilation naturelle et des espaces vitrés
- Calcul dynamique du désenfumage CFD
- Simulation de l’éclairage naturel
- Simulation dynamique des installations de solaires thermiques
- Simulation dynamique des systèmes d’approvisionnement en énergie (PAC, sondes géothermiques, etc.)
- Simulation des piscines et des patinoires
- Simulation énergétique à l’échelle d’un quartier (bâtiments, systèmes et réseaux)
Sorane SA dispose avec son secteur d'activité Efficience énergétique d'une longue expérience en optimisation énergétique.
Prestations
Suivi et analyse des consommations
- Optimisation des installations techniques
- Formation des personnels d'exploitation
- Développement d'outils Internet pour le suivi et l'analyse des consommations
Analyse des consommations
Cette expérience permet grâce à l'analyse fine des consommations des bâtiments de diminuer les consommations d'énergie par la "simple" optimisation du fonctionnement des installations techniques. L'optimisation énergétique est particulièrement rentable puisqu'elle ne nécessite pas de gros investissements.
Formations et transmission de savoir
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)
Une optimisation énergétique réussie nécessite l'implication des personnels techniques. C'est la raison pour laquelle le secteur Efficience énergétique a développé des outils et cours de formations adaptés à ce public afin de les associer à la démarche et leur transmettre les connaissances nécessaires.
Outils Internet
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)
Le développement des activités du secteur Efficience énergétique qui supervise et optimise des centaines de bâtiment a nécessité la création d'outils de suivi et d'analyse puissants, utilisant les dernières technologies et la puissance d'Internet. Ces outils, développés par le secteur efficience énergétique, sont aujourd'hui en mesure de détecter des dérives et des événements à des stades extrêmement précoces permettant des interventions efficaces et ciblées.
energo
Dans le cadre de ses activités d'efficience énergétique, Sorane SA assure la représentation en Suisse romande et au Tessin de l’association suisse energo, le plus important spécialiste de l’optimisation énergétique de Suisse.
Parallèlement à ses autres activités, le Secteur recherche de Sorane SA participe à des projets de recherche et développement suisses et internationaux, en particulier pour l'Agence internationale de l'énergie (AIE-IEA).
Prestations
• Recherche appliquée
• Mesures
• Simulation et tests in situ
A la pointe du progrès
La participation à des projets de recherche permet à Sorane de rester à la pointe de l'application de nouvelles technologies ou méthodes liées aux économies ou aux énergies renouvelables. Reconnue comme l'une des principales sociétés d'ingénierie d'économie d'énergie en Europe, Sorane SA met toute son expérience au service de la recherche pour proposer des solutions novatrices à ses clients. Elle permet de faire un lien important entre la recherche et l'application.
Vers des isolations ultra-performantes
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)
Par exemple, dans le cadre du programme de recherche européen Horizon 2020, Sorane participe à la mise au point d'un super isolant capable de concurrencer les produits d'origine extra-européens. Le projet vise à mettre au point un procédé de fabrication plus simple et susceptible de baisser le prix de production. Basé sur des aérogels composés d'oxyde de silicium, ce nouvel isolant pourra atteindre une performance d'isolation deux fois supérieure à de la laine de verre classique.
Intégration du solaire dans les CAD
Dans le cadre du programme AIE SHC - task 52 - solar heat and energy economics Sorane a développé une méthodologie pour faciliter l'intégration de l'énergie solaire dans les réseaux de chauffage à distance urbains.
Recherches internationales auxquelles Sorane SA a participé
- IEA VII: Central Solar Heating Systems with Seasonal Storage
- IEA XIII: Energy management in hospital (84-89)
- SOFAS: Simulations bases, user's guide of active solar design equipment.
- IEA 11: Passive solar administrative buildings (NUNI atrium 88-91)
- IEA 12: Solar Atriums (92-98)
- IEA 21: Appropriate use of building & system simulation programs (90-96)
- Pascool (passive cooling) EU 93-96
- IEA 26 Large ventilated spaces
- IEA 23 Design process of large scale non-residential solar buildings / "The Navigator" / EMP
- AIRLESS (EPFL/EMPA) / LESO-EPFL
- IEA Task 40/ECBCS Annex 52: Net Zero Energy Building 2008-2013
- IEA Task 52: Solar Heat and Energy Economics 2014-2018
- H2020-EeB-2014 : Homeskin project – Aerogel based insulation material development
Le secteur médiation scientifique et énergétique de Sorane SA travaille toujours en lien avec les activités techniques de l’entreprise et s’en nourrit. En effet, l'une des forces principales de Sorane SA est de disposer en son sein de collaborateurs de formations très diverses. Ainsi toute vulgarisation de l'information est toujours validée par des ingénieurs spécialisés dans les domaines énergétiques et environnementaux. A l'inverse, l'équipe de médiation scientifique assiste ces mêmes spécialistes lorsqu'ils doivent communiquer leurs travaux au plus grand nombre.
![énergivores](storage/img/energivores.jpg)
Les activités du secteur médiation scientifique et énergétique sont très variées. Elles vont de l'organisation d'animations scolaires dans divers cantons romands, notamment le canton de Vaud avec plus de 12'000 enfants sensibilisés par année, à la création de matériel didactique ou de brochures de vulgarisation scientifique ou d'outils internet éducatifs. Les publics visés vont des jeunes au grand public en passant par des publics spécialisés (gérances, propriétaires, décideurs).
Prestations
- Organisation de campagnes de sensibilisation
![](storage/img/enerschool.jpg)
- Création de moyens d'information (matériel pédagogique, expos, etc.)
- Création de documents de vulgarisation
- Gestion et organisation d'animations scolaires
- Création de sites Internet et outils de sensibilisation en ligne (NTI)
- Sensibilisation des utilisateurs
- Cours de formation technique
- Evaluations de moyens et campagnes d'information
Fondation Juvene
![](storage/img/bricos.jpg)
En outre, Sorane SA est à l'origine de la création de la fondation Juvene, dont l'objectif est de promouvoir l'action des jeunes en faveur de l'environnement au travers des nouvelles technologies de l'information. Dans ce cadre, elle a lancé des projets ambitieux et novateurs afin d'encourager le partage des connaissances et la diffusions d'expériences.