---
title: roi calculator
---

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Partenaire officiel Value Added Partner

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Stockage C&I · Huawei LUNA2000-241

# Quelle est la rentabilité de votre projet de stockage BESS ?

 Estimez le retour sur investissement de votre projet BESS. Autoconsommation, arbitrage tarifaire, effacement de pointe : toutes les sources de valeur additionnées.

 Power up your energy

1 Votre projet

## Décrivez votre installation

Les résultats se calculent instantanément.

Site & consommation

Pays du site 🇫🇷 France 🇧🇪 Belgique 🇪🇸 España 🇵🇹 Portugal

Type de site ℹ️ Bureau / tertiaire Commerce / retail Supermarché Entrepôt froid Entrepôt / logistique Industrie légère Hôtel Autre

Facture mensuelle (€ TTC/mois)

Puissance souscrite (kW) ℹ️

↳ Consommation annuelle estimée : **-**

↳ Répartition estimée : -

Système & finances

Nombre d'armoires LUNA2000-241 (241 kWh · 108 kW)

1

CAPEX par armoire (€) ℹ️

Aides / subventions (% du CAPEX) ℹ️

OPEX par armoire (€/an) ℹ️

Durée d'analyse (ans, max 25)

20 ans

↳ LCOS (coût du stockage) : **-** ℹ️

Modes de valorisation

Autoconsommation ℹ️ Stocker le PV, restituer en heures pleines

Arbitrage horaire ℹ️ Charger en HC, décharger en HP

Effacement de pointe ℹ️ Réduire la puissance souscrite

 Sélectionnez au moins un mode à gauche pour configurer ses paramètres.

Autoconsommation

Cycles autoconsommation (/an) ℹ️

Arbitrage horaire

Cycles arbitrage (/an)

Tarif HC (€/kWh)

Tarif énergie (commun aux modes)

Tarif heures pleines (HP) (€/kWh) ℹ️

Effacement de pointe

Puissance à écrêter (kW)

Durée du pic (h)

Tarif puissance (€/kW/an)

Facturation Annuelle Mensuelle

🔋 **Dégradation batterie** : table SOH officielle Huawei LUNA2000-241 (1 / 1,5 / 2 cycles/jour, 365 & 330 j/an), interpolée selon votre cyclage. Détail année par année dans le rapport.

Paramètres avancés : hypothèses économiques

LCOE photovoltaïque (€/kWh)

Jours d'exploitation (j/an)

Inflation électricité (%/an)

Taux d'actualisation (WACC) (%)

Consommation auxiliaire (% du débit)

Part fixe contrat (€/kW/an)

Taxes & contributions (% de l'énergie)

2 Vos résultats

## Retour sur investissement

Aperçu : débloquez l'analyse complète.

### Synthèse financière

Tous les revenus et économies cumulés sur la période choisie.

Retour sur investissement

\- ans

Amortissement complet

Bénéfice net

\- €

Sur la durée du projet

VAN (NPV)

\- €

Actualisée au WACC

LCOS

\- €/kWh

Coût actualisé de l'énergie stockée

#### Flux de trésorerie cumulé

Investissement récupéré à **-** · Valeur nette **-**

CAPEX initial

Cumul cash-flow

Point de rentabilité

💰

Autoconsommation

\- €

Total sur la période

📈

Arbitrage horaire

\- €

Total sur la période

⚡

Effacement

\- €

Total sur la période

#### 🔓 Débloquez votre analyse complète

 Débloquez le bénéfice net, le cash-flow détaillé, l'avantage énergétique vs autres BESS et votre rapport PDF personnalisé. Renseignez vos coordonnées.

➜ Voir mes résultats

Prénom

Nom

Société

E-mail professionnel \*

 🔓 Débloquer mon analyse

 Seul l'e-mail est obligatoire.

Pourquoi Huawei LUNA2000-241

### Plus d'énergie utile, plus longtemps Jusqu'à +25 % d'énergie utile

Énergie utile cumulée par armoire sur la durée de vie (Cycles × Capacité × DoD × RTE × Dégradation SOH), comparée à deux BESS C&I de référence du marché (Type 1 et Type 2), données catalogue constructeur.

Huawei LUNA2000-241-2S18 760 cycles · 100 % DoD · 91,3 % RTE

1,54 GWh

Autres BESS : type 17 000 cycles · 90 % DoD · 90 % RTE

1,26 GWh

+18 %

Autres BESS : type 27 000 cycles · 90 % DoD · 86 % RTE

1,15 GWh

+25 %

Rapport personnalisé

### Téléchargez votre rapport complet

 Une fenêtre d'impression s'ouvrira, choisissez **« Enregistrer au format PDF »** comme destination.

- Synthèse financière personnalisée
- Fiche produit Huawei LUNA2000-241
- Spécifications techniques complètes
- Avantage énergétique vs autres BESS

Générer mon rapport PDF 

Parler à un expert · profil de charge

**⚠️ Simulation indicative, qui ne constitue ni une offre ni un engagement de résultat.**  Les chiffres affichés sont approximatifs et peuvent varier selon les spécificités du projet et les conditions du site. Pour une étude complète et personnalisée, contactez notre équipe : [contact@greenpower-technologie.com](mailto:contact@greenpower-technologie.com)

**Green Power** · Power up your energy · [greenpower-technologie.com](https://www.greenpower-technologie.com/)

[Mentions légales](https://www.greenpower-technologie.com/fr/mentions-legales/) · [Politique de confidentialité](https://www.greenpower-technologie.com/fr/politique-de-confidentialite/) ·

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**Rapport ROI Batterie**

\-

Stockage C&I · Huawei LUNA2000-241

# Retour sur investissement de votre projet BESS

CSP 5★

**Green Power Technologie**, Partenaire Huawei Certifié CSP 5 étoiles. Vos experts stockage batterie, de l'étude à la mise en service.

## Informations projet

Nom

\-

Société

\-

Email

\-

Pays

\-

Type de site

\-

Configuration

\-

## Synthèse financière

Retour sur investissement

\-

Amortissement complet

Bénéfice net

\-

Sur la durée du projet

VAN (NPV)

\-

Actualisée au WACC

LCOS

\-

Coût actualisé énergie stockée

## Flux de trésorerie cumulé

## Détail des revenus

| Source de valeur | Total période | Moyenne annuelle |
| --- | --- | --- |
| Autoconsommation | - | - |
| Arbitrage horaire | - | - |
| Effacement de pointe | - | - |
| Total | - | - |

greenpower-technologie.com

Power up your energy

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**Rapport ROI Batterie**

\-

## Le produit : Huawei LUNA2000-241-2S1

![LUNA2000-241](data:image/jpeg;base64,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)

![Huawei](https://www.greenpower-technologie.com/wp-content/uploads/2024/12/27/huawei-vap.png)

HUAWEI Value Added Partner

Huawei · C&I Hybrid Cooling ESS

### LUNA2000-241-2S1

 Système de stockage d'énergie C&I nouvelle génération avec le premier refroidissement hybride au monde, capacité de 241 kWh, rendement 91,3 %, et architecture de sécurité C2C Dual-link.

Capacité

241 kWh

Puissance

108 kW

RTE

91,3 %

DoD

100 %

Chimie

LFP 314 Ah

Cycles

8 760

Grid-Forming

Oui

Extensible

4,82 MWh

## Caractéristiques clés

❄

Refroidissement hybride

Premier système hybride au monde : refroidissement liquide + air pour durée de vie prolongée.

🛡

Architecture C2C Dual-link

Sécurité électrique et thermique de la cellule au système, protection multi-niveaux.

⚡

Grid-Forming ESS

Capable de fournir un signal de référence stable au réseau, idéal en cas de blackout.

🌡

Thermal Router

Gestion thermique adaptative, réduction de 30 % de la consommation énergétique auxiliaire.

## Avantage énergétique : énergie utile sur durée de garantie

Cycles × Capacité × DoD × RTE × Dégradation SOH

Huawei LUNA2000-241-2S18 760 cycles · 100 % DoD · 91,3 % RTE

1,54 GWh

Autres BESS : type 17 000 cycles · 90 % DoD · 90 % RTE

1,26 GWh

+18 %

Autres BESS : type 27 000 cycles · 90 % DoD · 86 % RTE

1,15 GWh

+25 %

**−30 %**OPEX refroidissement : Thermal Router hybride, 30 % d'énergie auxiliaire en moins vs full-liquid

**SOC**Calibration SOC automatique : zéro maintenance, autonomie optimisée

**−6 %**Puissance constante 100 → 0 % de SOC : aucun ESS additionnel, CAPEX réduit de 6 %

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**Fiche technique**

\-

Fiche technique · Huawei LUNA2000-241-2S1

# Spécifications techniques complètes

Batterie

Chimie cellule

LFP (LiFePO₄) · 314 Ah

Capacité nominale

241,0 kWh

Profondeur de décharge (DoD)

0 – 100 %

Cycles (à 60 % SOH)

8 760 cycles

Équilibrage / calibration

Actif · calibration SOC automatique

Puissance & PCS intégré

Puissance nominale

108 kW

Puissance à 98 % DoD

118,8 kW

Puissance max. (15 min)

125 kW

Rendement aller-retour max.

91,3 %

Sortie AC

Triphasé · 380 / 400 / 415 V · 50/60 Hz

Grid-Forming

Oui · black-start capable

Physique & environnement

Dimensions (L × P × H)

1 150 × 1 800 × 2 100 mm

Poids

\< 2,8 T

Indice de protection

IP55 (armoire extérieure)

Refroidissement

Hybride (liquide + air) · Thermal Router

Temp. de fonctionnement

-30 °C à +55 °C (déclassement \> 50 °C)

Sécurité

Architecture

C2C Dual-link (électrique + thermique)

Protection incendie

Barrière O₂ pack · aérosol intégré

Évacuation gaz

Évent d'explosion supérieur · échappement dirigé

Protection électrique

Anti-îlotage · contrôle isolement · détection courant résiduel

Extensibilité & communication

Mise en parallèle

Jusqu'à 20 unités · 4,82 MWh

Communication

Ethernet · Fibre optique · Modbus TCP

Supervision

Intégration Huawei FusionSolar · diagnostic à distance

Certifications

UL 9540A

UN 38.3

IEC 62933-5

VDE-AR-E 2510-2/50

CE

📄

Fiche technique officielle Huawei

Téléchargez la fiche produit complète sur greenpower-technologie.com

[↓ PDF](https://www.greenpower-technologie.com/wp-content/uploads/2026/03/05/01.-fiche-technique-luna2000-241-2s1.pdf)

**⚠️ Simulation indicative, qui ne constitue ni une offre ni un engagement de résultat.** Les chiffres du présent rapport sont approximatifs et peuvent varier selon les spécificités du projet et les conditions du site. Pour une étude complète et personnalisée, contactez notre équipe technique : [contact@greenpower-technologie.com](mailto:contact@greenpower-technologie.com).

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Autoconsommation

Flux de valeur #1 · Autoconsommation

# Autoconsommation année par année

 Chaque kWh stocké et consommé sur place remplace un kWh acheté au tarif de détail. La batterie se charge quand l'électricité est bon marché (creux, PV) et se décharge pendant les heures de consommation.

Revenu total autoconsommation

\-

Moyenne annuelle

\-

Énergie totale déchargée

\-

| Année | SOH batterie | Énergie déchargée (kWh) | Revenu (€) |
| --- | --- | --- | --- |

Hypothèses de calcul

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Arbitrage horaire

Flux de valeur #2 · TOU arbitrage

# Arbitrage horaire creux → pointe

 La batterie se charge pendant les heures creuses (électricité peu chère) et se décharge pendant les heures de pointe (électricité chère). Chaque cycle capture le différentiel de prix entre creux et pointe, moins les pertes de conversion.

Revenu total arbitrage

\-

Moyenne annuelle

\-

Différentiel de prix

\-

| Année | SOH batterie | Énergie arbitrée (kWh) | Revenu (€) |
| --- | --- | --- | --- |

Hypothèses de calcul

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Effacement de pointe

Flux de valeur #3 · Peak shaving

# Effacement de pointe puissance souscrite

 La batterie décharge automatiquement pendant les pointes d'appel de puissance, permettant de réduire la puissance souscrite auprès du fournisseur. L'économie porte sur la composante « puissance » de la facture (€/kW/an), indépendamment de l'énergie consommée.

Revenu total effacement

\-

Puissance écrêtée

\-

Tarif puissance

\-

| Année | Puissance écrêtée (kW) | Revenu (€) |
| --- | --- | --- |

Hypothèses de calcul

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Retour sur investissement

Analyse cumulative & méthodologie

# Analyse de retour sur investissement

| Année | Cashflow annuel (€) | Cashflow cumulé (€) | Statut |
| --- | --- | --- | --- |

Notre approche

 Ce rapport s'appuie sur un modèle économique propriétaire développé par Green Power Technologie, calibré sur des projets C&I déployés en Europe et validé selon les standards Huawei et IEC. Les hypothèses clés utilisées pour chaque flux de valeur sont détaillées sur les pages précédentes.

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Votre partenaire

Green Power Technologie

# Green Power, votre partenaire de stockage d'énergie.

Au-delà du ROI : la résilience sans groupe électrogène

Ce que la batterie apporte en plus, et que ce calcul ne valorise pas : un secours propre et silencieux, sans diesel.

⚡

Secours en 20 ms

Grid-forming et black start : la continuité d'activité sans les 10 à 30 s de démarrage à froid d'un groupe.

🔇

Zéro bruit, zéro émission locale

Moins de 70 dB contre 90 à 105 dB, aucun NOx ni particules fines sur le site.

⛽

Ni carburant, ni essais mensuels

Aucune logistique diesel, aucun stockage de fioul, des coûts de secours réduits.

🌱

CO2 divisé par dix

0,06 kg contre 0,67 kg de CO2 par kWh produit par un groupe électrogène.

CSP 5★

Partenaire Huawei

A → Z

Étude · installation · SAV

100%

Experts certifiés

 Green Power Technologie est **Partenaire Huawei Certifié CSP 5 étoiles**, le plus haut niveau de certification dans l'écosystème Huawei FusionSolar. Nos experts vous accompagnent de A à Z : étude technico-économique, dimensionnement, ingénierie, installation, mise en service, monitoring et service après-vente.

Nous contacter

Contact commercial

[contact@greenpower-technologie.com](mailto:contact@greenpower-technologie.com)

Service après-vente

contact@greenpower-technologie.com

Nos services

[greenpower-technologie.com/our-services](https://www.greenpower-technologie.com/our-services/)

**⚠️ Simulation indicative, qui ne constitue ni une offre ni un engagement de résultat.** Ce rapport présente une modélisation économique fondée sur les hypothèses saisies. Les revenus réels dépendent des tarifs négociés, du profil de charge exact, des conditions climatiques et de la disponibilité de l'installation. Pour une étude d'ingénierie détaillée : [contact@greenpower-technologie.com](mailto:contact@greenpower-technologie.com).

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