Dynamische Kontrakten Belgie

Pagina: 1
Acties:

  • maestroplease
  • Registratie: Augustus 2026
  • Laatst online: 09:08
Wat je dient te weten over Dynamische Energie Kontrakten met EPEX Prijzen

Men zie de prijzen zonder BTW en kosten van de EPEX Belgie markt via tde WattSpy APP die je via Google Play kan Downloaden


Ja. Ik heb het nu opnieuw vanaf de officiële tariefkaarten van augustus 2026 opgebouwd. Daarbij corrigeer ik ook twee punten uit de vorige berekeningen:
  1. Fluvius Limburg: het officiële afnametarief voor een digitale meter is €0,0542695/kWh excl. btw, dus 5,75257 ct/kWh incl. 6% btw. Het bestaat uit netgebruik, openbare-dienstverplichtingen en toeslagen.
  2. Ecopower: de officiële tariefkaart zegt €5/maand excl. btw. Voor een particuliere klant is dat dus €5,30/maand incl. btw = €63,60/jaar. Ik gebruik voor de nauwkeurige berekening dus €63,60 en niet €60.
Ik laat het capaciteitstarief volledig buiten beschouwing, zoals afgesproken.

 

1. Uitgangspunten

We rekenen met:
  • België, Vlaanderen
  • Fluvius Limburg
  • digitale meter
  • particuliere klant
  • 1.500 kWh/jaar netafname
  • EPEX-prijs: –10, –5, 0, +5, +10 en +15 ct/kWh
  • huidige tarieven augustus 2026
  • 6% btw
  • capaciteitstarief: niet meegenomen
  • batterijverlies: 10%
  • geen rekening met zonnepanelen/injectie in deze berekening
  • vaste leverancierskosten worden verdeeld over 1.500 kWh/jaar
Ecopower rekent sinds 1 augustus 2026 per kwartier met EPEX DA; Frank laat bij zijn dynamische contract standaard uurprijzen gebruiken, maar kan via de app ook kwartierprijzen gebruiken. (Ecopower)

 

2. Frank Energie — alle componenten

De officiële Frank-tariefkaart van augustus 2026 vermeldt:
  • abonnement: €2,92/maand = €35,04/jaar
  • dynamische energieformule:
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meAMRXP5Bwt9LjC1KWjKCUp0/tPjjXkJyVleN9qy4k+iCDsGaBhluaCdfa/epIGq1ZkeTwxAAAAADxlJBzHOefSAzBrk4PelWrb9qp9HCMG8DjYmvZEqiq3XD+7KNgz6xHrzJsdcvSnzWVD2o4GAAAAAN8PQwh7iDpPJoSkR+vrN/o8hxngEbMZs2OjPk2q45/m/XjcPvHv//l/qUeHuh0NAAAAAL4fhhT2EPVe2ZMYezG+6JMU4RHLAI/a/Za8d+dvfTlL/7CXjwIAAADAP73BnuTmMDx8Y8k3O0Z8smzy7hrPPIBH5lrO3OkZPet0rYh5AAAAAODhDfFtDwAAAAAAwPfN/wPMGibwq551lwAAAABJRU5ErkJggg==[/img]
  • GSC: 1,166 ct/kWh
  • WKK: 0,371 ct/kWh
  • bijzondere accijns: 4,876 ct/kWh
  • Fluvius Limburg: 5,75 ct/kWh
  • databeheer: €18,92/jaar
  • Energiefonds residentieel: €0.
De Frank-tariefkaart geeft de bedragen aan als inclusief 6% btw, tenzij anders vermeld.

Frank-formule

We drukken EPEX uit in ct/kWh.

Omdat:


[img=1106,41]data:image/png;base64,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[/img]

wordt:


[img=1106,41]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABFIAAAApCAIAAACZcppMAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEE0AABBNAWeMAeAAAAmDSURBVHhe7d1/cBTlHcfxb6rXjdMh4zBedKRB29CkBEmFYEw4Bz1FNJG0AQKMCI42YSoZdcJUrrW2ApZKBWb8hQZJQmYkCkKEVCQhMeYkJUSSYCSUhLuBQjFMTaKnnB1J7nSuf9yv3csdSxQds/N+/Xe73/3e3vPXfua559k4n88nAAAAAGBcP4o8AAAAAADGQuwBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGR+wBAAAAYHDEHgAAAAAGN5LY07Y6MU4jPnHCXY++1um6QEnAnDf6IgsSV7eFr4t6cXzi1LnP/7PfG7MgKNi9r9mWHji03C4icrL8loiSS2jw1L4/ZSf4v0jD1Vn+4NTE+Li4uIQbtD/g2+p7Y47qZ4eFxzJyiCLHUK/Dl92VcwIdbik/KSJiXx5RAgAAAIw6vhHwHHshUyR1/RH/x/NnW9daRJSSJk+sEp/Pc7oyR8yrDmkLJKfydPgi7bnAxR63c8cSsyj523ujF/iidT/4hFkkde0HgeaehmIRxbq+vW/4t31znr72sgcmjRHR3EvAiS1WRbGWHjvv8/S1r7WIJK06dOm+/HzdUhFZsudc6ECzzSz52z8OftYdQ90OvVU5IrJw16eBz47STJGkwl3/Ph+sAAAAAEaXkcz2iOlyk4j53hnp/o/x12bNf8AiQ+0nz2hLlF9nBkpETNel3Wy+O+OXmgJZUjz3OlPoIs05JSdjooiIacwv5j94nwzVvO+MKLhQ9+wFtlSRyy/zN3e9V7MzqaSu+rFpicO/7Zv6ZG/Jkl0/fbLD3VQictWVP9Gc9LZW/sF+/ZrnHkqLF1PitN//tUT5aO3mRremSEREXHbbbTa7aqbMz9v/ji3v6bYoF4iIyGWXmUSs1hsSggfiU6ZaUi0Trw5+1h1D3Q7j8oqXiPzYdLmIiHidTVVHrGWNpXN+Fh+sAAAAAEaXEcUet/Ngm6hChrh6mjskKXdqsrZkwYwbQwdEMlf2vzo79JDtdh5sE8uMiaEDKn2d9W2Sk5UWM6LodhdJzy2e7Hj1vW4Rr7O8YNknLzaus45V1X97V93zUv3Td8cIAZ0NmwckJyOYy0wZdyyQoSr7hxFlIjJm3MT4TTkzV7eqk4/LbpuWt2ti9oRowyMi0nPkXUnNzbg+fOTqhbuPPxbKgfpjqNtBEmbcW6jsqGlxi7jsttzNd9qri1Ji9gMAAAB+8EYUe44f3if599yUICIy+NnxfbaZBTW3bWlcMVVbEphKGDy18/7xtmbV9cEC853p4aAU5u1+v04y75oSnHdwvVP9miiFszJCFbrdRSRtZtHkoy/XHrDbcl9fVFu18Ht9YD99bP+AWCaNDx1ISLhGkaGOk6c1ZSIippQH93RsvHKttWBDYHWUy778xtvfnFfXFjuo9fW0OAKzXd7+jr/fcntlRGPdMdTtICIJlnmLpWLbu53lBUulrHFldqzbAQAAAEaHyH+9XYCjNFNz6ZRHa50R6z0iS1RLSFQFxQ1RF7scWmUOrtM57+qxr7YqoljLHOFa3e5+/sUpSSVNwdUpMTSVaLoNYyk7EXmJRlPJsJoTZZaIY8OPaHgcZf6lQGebViQrSYV7zkQdmgBPQ7HmDoevLNIbQ/0OPl9ojZR29AEAAIDRagSzPX2d9W2hpHH+bOv6K1+Z87sqp3qfMk2JozQzODWkLcifkR5tBuZk1zsDMrDq5ri4uLgrxmYubrmhov1MvervVbrdRUTE66yrOKAoyqxZGTqTFNZnNUMxzIGiaHNSl5Yppaj2g+ekZNK42zdNKG0snZ0UbWiCOg/uDAUVT0NxeJlVkO4Y6nYQERHXgR3b3Yqk5E//XufKAAAAgO/GCGKP43BdeCl8/LVZj/1l2ZD94fLWiJLQup2Uhw7tXhhaKB8uUC+fV3H3NLeoJh/cvfUv3KfdiUC3u39xzMynfvX6lsVSsa051r4A3zHvV1+HP3x61iny82vM6gKtL4f+J6Ioisejuiyq08f2DwR3KxDTnS/1r9TOfumPoW4H8a+J+s2RP1avmXz05dquyLMAAADA6HPxsaer7a0h862TwkvhvV95RIa8qmf1rra3hmKs2/HrantrSL0Rm4r38Ls7VLvERaHbPfDA/mTjutmz5y1Wtr6852xkhUbojTQxBF5cMxLJyTeJtB39T2gKzHuuf0BS08dHmZYSEZHB7k0F2X+WjV1n7I9//vC0vErN7JmW+192+wV3K9AdQ90Owdz4j+qi2blFkx3rdrTGvh8AAABglLjo2NPX0+LQ7uJWv7VCJD8rLXaJuN6+f7zqJZd9PS0OzUZs7mbbhOV2r4hIz+G6IZk/fUroXCTd7qEH9hSTJFjmLVbqnnmzO1w93HfxJ7e0rHyRnfs7AmHB27F/p5gLLP7plUheZ3nu1BLZ2FVflJKYvbKxrrD7tzOXvf1RjKRx/PA+7VSZt2tDuvo9rLpjqNchlButY/17QwxsqIi2+TYAAAAwqlxs7HG3760J/cNs8LPj7z1VULBVrGXPzA09Q7vb99aoXgjj7e/YUFCwNS/8FO5u31sjmdNT/AXeL46+tnTx+ul3ZJhEBlt3vOAQ8X4d839eOt29zvKCnNJZr6wObIKWkJI1TY6W13bFiBCXgOvz/4q0NHZpXr1z9dzHVyUNbHii4ugXXhnsrnhigzv/xWXZUaZXvM7KvGkP+zOP//RY67MfNs1ryLNEeZ2PiHQ1bxtQTZUNntq9bPaKK8KbtumPoU4Hl902c+knazYG7ydt8h0yVLWtOdrNAAAAAKNJ5BRHNOecbxQmqS8aMy511iNV7X3hbb6GlQTkb//4ggX52z/2+U5tsQY/R9/zLMbFwe7nDq3LGiMiivX5I/4ND3qbVkxRRESZ8rdDUXd7+1Za1qSmJpuVwE0o5uTU1DUtobOeMw2Pzxo3RkQU862PvHksYrO7oN7aZYtKh5/0OLYvWrT+g8hN6HpbV1uDX6gS2LTNdxFjqNPhRPWiZEVEkgpre30+n8937siWBUkiIkkLqqP1AwAAAEaNOJ/PF/kkDAAAAAAGcrF/cgMAAACAUYrYAwAAAMDgiD0AAAAADI7YAwAAAMDg/g8ZTTlbUqSnhgAAAABJRU5ErkJggg==[/img]

De Frank-energieprijs wordt dus:


[img=1106,41]data:image/png;base64,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[/img]

oftewel:


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[/img]

Daarna komen:


[img=1106,41]data:image/png;base64,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[/img]

= 12,16557 ct/kWh

De vaste kosten:


[img=1106,41]data:image/png;base64,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[/img]

Bij 1.500 kWh:


[img=1106,41]data:image/png;base64,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[/img]

Volledige Frank-formule


[img=1106,49]data:image/png;base64,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[/img]

in ct/kWh, inclusief vaste kosten omgerekend naar 1.500 kWh/jaar.

 

3. Ecopower — alle componenten

De officiële Ecopower-tariefkaart vanaf 1 augustus 2026 vermeldt:
  • energieformule: 1,02 × EPEX DA + €4/MWh
  • abonnement: €5/maand excl. btw
  • GSC: €0,011/kWh excl. btw
  • WKK: €0,00392/kWh excl. btw
  • bijzondere accijns: €0,046/kWh
  • Energiefonds: €0,004/maand
  • Fluvius Limburg afnametarief: €0,0542695/kWh excl. btw
  • databeheer: €17,85/jaar excl. btw
  • particuliere btw: 6%.
De Energiefondsbijdrage is dus slechts €0,004/maand voor een gedomicilieerde particuliere klant en is vrijgesteld van btw.

Ecopower energieformule

EPEX in ct/kWh:


[img=1106,41]data:image/png;base64,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[/img]

dus:


[img=1106,47]data:image/png;base64,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[/img]

Overige variabele kosten incl. btw

GSC:


[img=1106,41]data:image/png;base64,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[/img]

WKK:


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Accijns:


[img=1106,41]data:image/png;base64,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[/img]

Fluvius:


[img=1106,41]data:image/png;base64,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[/img]

Vaste kosten

Ecopower abonnement:


[img=1106,41]data:image/png;base64,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[/img]

Databeheer:


[img=1106,41]data:image/png;base64,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[/img]

Samen:


[img=1106,41]data:image/png;base64,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[/img]

Bij 1.500 kWh:


[img=1106,41]data:image/png;base64,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[/img]

Het Energiefonds van €0,004/maand is slechts €0,048/jaar en verandert de uitkomst praktisch niet.

Volledige Ecopower-formule


[img=1106,49]data:image/png;base64,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[/img]

in ct/kWh, inclusief btw en vaste kosten omgerekend naar 1.500 kWh/jaar.

 

4. De volledige tabel

Alle bedragen zijn ct/kWh incl. 6% btw.
EPEXFrank energieGSCWKKAccijnsFluviusVast + dataFRANK totaalEco energieGSCWKKAccijnsFluviusVast + dataECOPOWER totaal
–10–9,7311,1660,3714,8765,7533,5976,032–10,3881,1660,4164,8765,7535,5017,324
–5–4,0701,1660,3714,8765,7533,59711,693–4,9821,1660,4164,8765,7535,50112,730
01,5901,1660,3714,8765,7533,59717,3530,4241,1660,4164,8765,7535,50118,136
+57,2501,1660,3714,8765,7533,59723,0135,8301,1660,4164,8765,7535,50123,542
+1012,9111,1660,3714,8765,7533,59728,67311,2361,1660,4164,8765,7535,50128,948
+1518,5711,1660,3714,8765,7533,59734,33316,6421,1660,4164,8765,7535,50134,354
Opmerking: de vaste-kostenkolom bevat hier leveranciersabonnement + Fluvius databeheer, omgerekend naar 1.500 kWh/jaar. Het capaciteitstarief zit er nadrukkelijk niet in.

De Fluvius Limburg-tarieflijst bevestigt dat het 2026-afnametarief voor laagspanning met piekmeting bestaat uit een kWh-tarief van €0,0232082 voor netgebruik, €0,0266707 voor openbare-dienstverplichtingen en €0,0043906 voor toeslagen, samen €0,0542695/kWh excl. btw.

 

5. Wat kost dan 1 kWh uit de batterij?

Je gaf aan dat we 10% energieverlies moeten rekenen.

Dus om uiteindelijk 1 kWh bruikbaar uit de batterij te krijgen:


[img=1106,64]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABFIAAABACAIAAAC2icTeAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEE0AABBNAWeMAeAAAAo5SURBVHhe7d1/UNR1Hsfx9/fmCMvc88IlT5Axl2AT00SkMzwUHCusJkOC/HHdOFA3et4llt6AppJn3ghTo1g2J+RYoqjpdMUJ6inJhNrKj8QQ8G4TD7GBJc6WfgjfnL0/2IXdDbdtWpL78nz8xX7e7+9nh//2NZ8fX8VmswkAAAAAaNfP3AcAAAAAQFuIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0jtgDAAAAQOOIPQAAAAA0rh9ij9pakbcgND7P7F4AAAAAgJvAt7Hn2sWSzBlBIVOe2W0OHql3rwIAAADATeDL2FO7NWn15cR9zbXbY0QChurc6wAAAABwE/gy9kQsLSpIiwr0cx8HAAAAgJvIl7EHAAAAAAYgYg8AAAAAjSP2AAAAANA4Yg8AAAAAjSP2AAAAANA4Yg8AAAAAjeuH2KNa29pEij+qVt0rAAAAAPDT82nsaSycbzQGB0RmNIg0ZEQGBBuN8wsb3bsAAAAA4Kfk09gz5qnd9fWXrTY76+X6+t1PjXHvgjfMedMURVGU+B2+yY2l6YqiKMqQlWXuFQAAAEDrfBp7BhC1tSJvQWh8ntm94MZz37WLJZlTdeml7uMi3/eox6LnebsZ0kqrNoaLfnqEe240H0gJUbr1zqCeWh3o/NmechRFMebUiIjEvfr5wRSR5Nj7HC0AAADAYKHB2HPtYknmjKCQKc/sNgeP1LtXe3nsU1sr8haNDxybsPH0qKAAt6LnRz0WPc/rqq2pQR6ebHQfNszdkj1HRFL2tWyKs48171u/weLcFLfxzEvhIqOXHSl7bkL3UFvLRYmLG69zbgMAAAAGA83FntqtSasvJ+5rrt0eIxIw9IY/8j32tf1j2W8PBq+psB5fJjJi+FCXoudHPRY9z+um7uwxiYm9p4//4M7AMSLRMyYG+nV/Vk9ty7h8b7hLT5flUqN+2c6sWY4m64WTpvDZk93XjgAAAADt01zsiVhaVJAW5fitf2Me+0Y88trhlx++a4j7eDePj3osep7XVUtdeYN+1gSDiHxdlR05RFGUISkHWnrqF1uu2v9qPripMHXVkhE9JREx79uwK/nNF+N6Q1N9ZYl+XmzY+YJF43WKMiR0ZWm78wMAAACAdmku9miFev50sWOL2233Rk0X/7jsU9vm3tnTYLn6VXejKW+VbEiL+nnvs9JelLVUtq599I7eIXPNUUu8f1nq1tvWVHzesC3KnL3laG+GAgAAALRswMYex01mN+TxQoD/f3WVxZ3RD4TpRNSmosWZV3bWHH5hkiPGhETEOPqaD27Mf2plYlDvk6Kacpd8kPHK7wxOY9a6snLZW3T72s1P3DXEb2TwWJFhQ291agAAAAC0y6vY4544+oH7V4oh7UPHRdh9e9VxnF+TWurKG/ynjwu5cnpL0uNlKX/flRLW17451ZS3onPj4qnONfPO5a/N3Zke7dJfX1ki+lXZqd2z1FeWSHemAgAAAAYBr2KPe+LoB+5fOcipNWXvSmf29FuDpj733vjY+29wVqj98Nb8p19Mdiz16IcPlfairOX63BecDvWIiFyoOmQJX5lsj0fmmqMW/ezIMJcWAAAAQLO8ij03w+De5FZ39pj4rzhh66raGC77jlWq7g0iIt/WvJnZ5rzUExY03JS75NNXclKc97zZb3GTmRPvsX+qKyvv62ZsAAAAQKMGbOwZ1JvcWurKGyQ59j7xmxQ/T99ZUFbtWjcYpoh89nbOlpkrHnNKOGr15uX5qa6HekTsm9riou6256P6ypIb3IwNAAAAaNKAjT0/kmptaxMp/qjaeZ2kNF1RjDk1TiN99/Vov/qZSPk/a/q86tnjox6Lnue1b3GzB5NJsQv8LXuOV3ecL1i0/viXTl173/50zVKXzWym1/dPzP+j66EesW9x848yOF7Z89VVi4wd+cvWipzf/7XCeUYAAABAm7QXexoL5xuNwQGRGQ0iDRmRAcFG4/zCRveu7+s7ucFoDA0clbhXRPYmjgoMNRo3nPTqUY9Fz/M61J09JvZX9ojftMXbHrqSMXXSBlmxIv52py79svXJrus6/nNyM2c5XVptZ71w0iQJk3teZxo2LXnY20nG5CP3r38+ynlGAAAAQJuUH3CdQHt13vOpmXuqLZ3DIp5Yv+2NJb/p66S92lqx889/WHfA1Nwhw4IeXLojL2vW6N4+teno2rRFW480d/jrpz/7xuubEsd59fZOH2gumG3If7L2+KLvbAIDAAAAoGHer/aYdyRNXXrp2Q+u2rpaji9sXRYb9bLpuzu4mg8sDJ22O2KzqdVms31zNnf0rgfvTi3q2cxlLVsV8+CucTv+3WX7pu61kMK5kfP2NrvO0F+a9mQdWlB1iMwDAAAADDbervaop1YHPfDOyrP1L0wQEVFL04fFb1t4qDUvweVkvCkr8P49PV0iYi16+hePfby5tuZP47rXW4IXjnj/i7ce1Un3bW2hz1gdRQAAAADoD96u9lQf+ZtFEiY70ozf5JnJ0rmr9GPXrsbaE5bei5JFRHT3xMbIudJzLSIiLR++U+x8h5ghek64nHv3oz5O3gAAAACAj3gZexprT1gkJiKkZ0CnG+kvnRVm18Ryhz5YpMJ80WVQRCwdX4qINFQWi0wx9G4z0wWMEjlZ9x/nXgAAAADwKS9jz/XrXW4jQWFRIl3Xr7sM6mLnpfqb1vxl/786VBG1o+l0XuZL5T3l62qnS7uMGTNRpFN1nQQAAAAAfMnL2OMtXcKmU9sfqUoN092i6O5Kyv7E+Phcf5GxI/XunQAAAADw0/ghsUf91mlZ5vPmC33GmTsmpe34xGqz2WzWy4e3pP3q6zOdzsd5RLq+7b3/raW1USQ8KKBnAAAAAAB8zcvYYzBMETGdu9STWNQvWi0SPiHE5R6372o+fbBcEhYndB/nCYmIcT3688V/r4hEG8c4PQEAAAAAvuVl7JFxv54jsv9EhT33qBUn9os+KcbpzrY+tB99Ob149Lp1yUHdnw0TZunF9N4Zx5t6ms+8Z5KEhyZ9T3YCAAAAgB/B29hzZ2LGutGWnFX55zpUuXY+f1WOdU7u4ql+IiJSmq4oxpwap3a1o+l0Xsp9jx1Oer88M7q7S0Si03Ln+Bdn5JRcuSZq69GcDOdQBAAAAAD9wdvYI37RmeVHlvv9JUZ3izJ8RuH43VV7Um6QV85vmTDMELe2ZtZbdZ+8/ujontAjIkEp+ae2zzzx9NhblVtC0y89X1bhFIoAAAAAoB8oNpvNfeyHai6Ybch/svb4ot4X8gAAAADAQOH1as8NNe3JOrSg6hCZBwAAAMDA5IvVHgAAAAAYwH78ag8AAAAADGj/A+3oK4lL95XcAAAAAElFTkSuQmCC[/img]

moet je uit het net halen.

Daarom:


[img=1106,51]data:image/png;base64,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[/img]

Resultaat
EPEXFrank: netFrank: 1 bruikbare batterij-kWhEcopower: netEcopower: 1 bruikbare batterij-kWh
–10 ct6,0326,702 ct7,3248,138 ct
–5 ct11,69312,992 ct12,73014,144 ct
0 ct17,35319,281 ct18,13620,151 ct
+5 ct23,01325,570 ct23,54226,158 ct
+10 ct28,67331,859 ct28,94832,164 ct
+15 ct34,33338,148 ct34,35438,171 ct
 

6. Een belangrijke conclusie

Met jouw 1.500 kWh/jaar en zonder capaciteitstarief komt Frank in deze vergelijking bij alle vijf EPEX-prijzen iets voordeliger uit.

Het verschil wordt zelfs vrij klein bij hoge EPEX:
  • –10 ct: Frank voordeel ≈ 1,44 ct/kWh
  • –5 ct:1,15 ct/kWh
  • 0 ct:0,87 ct/kWh
  • +5 ct:0,59 ct/kWh
  • +10 ct:0,31 ct/kWh
  • +15 ct:0,02 ct/kWh
Dat komt doordat Ecopower een lagere EPEX-factor (1,02) heeft dan Frank (1,068), maar Ecopower bij slechts 1.500 kWh/jaar een hogere vaste kost heeft. Ecopower zelf bevestigt de 1,02-formule en €5/maand abonnement.

En nog één cruciale nuance voor jouw batterij

Voor een batterij die je met goedkope netstroom laadt, is bovenstaande tabel nuttig.

Maar als je batterij vooral met zonne-energie wordt geladen, is dit nog niet de juiste economische vergelijking. Dan moeten we per kWh ook meenemen:

wat je misloopt aan injectievergoeding wanneer je een zonne-kWh in de batterij stopt, plus het 10% batterijverlies.

Dat kan de optimale laadgrens behoorlijk veranderen. Bovendien is bij Ecopower de injectievergoeding vanaf augustus 2026:


[img=1106,41]data:image/png;base64,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[/img]

en bij Frank:


[img=1106,41]data:image/png;base64,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[/img]

waarbij de particuliere terugleververgoeding bij beide vrijgesteld is van btw. (Ecopower)

Dat is eigenlijk de volgende berekening die ik zou maken: bij welke EPEX-prijs is het financieel interessant om een overtollige zonne-kWh in je batterij te stoppen in plaats van ze direct aan Frank/Ecopower te injecteren, inclusief die 10% batterijverliezen.