{"id":28890,"date":"2026-05-07T22:12:42","date_gmt":"2026-05-07T20:12:42","guid":{"rendered":"https:\/\/v4.cubeconcepts.de\/?page_id=28890"},"modified":"2026-05-07T22:12:45","modified_gmt":"2026-05-07T20:12:45","slug":"regelenergie","status":"publish","type":"page","link":"https:\/\/cubeconcepts.de\/fr\/batteriespeicher\/regelenergie\/","title":{"rendered":"\u00c9nergie de r\u00e9glage"},"content":{"rendered":"\n<head>\n<script type=\"application\/ld+json\">\n{\"@context\":\"https:\/\/schema.org\",\"@type\":\"WebPage\",\"name\":\"Regelenergie BESS \u2014 FCR \u00b7 aFRR \u00b7 mFRR \u00b7 Arbitrage | CUBE CONCEPTS\",\"url\":\"https:\/\/cubeconcepts.de\/batteriespeicher\/regelenergie\/\",\"description\":\"Industriespeicher ab 1 MW erzielt t\u00e4glich Erl\u00f6se aus FCR, aFRR und Spotarbitrage. 200.000\u2013300.000 \u20ac\/MW\/Jahr FTM-Erl\u00f6spotenzial.\",\"inLanguage\":\"de-DE\",\"publisher\":{\"@type\":\"Organization\",\"name\":\"CUBE CONCEPTS GmbH\",\"url\":\"https:\/\/cubeconcepts.de\"}}\n<\/script>\n<script type=\"application\/ld+json\">\n{\"@context\":\"https:\/\/schema.org\",\"@type\":\"BreadcrumbList\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Startseite\",\"item\":\"https:\/\/cubeconcepts.de\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Batteriespeicher\",\"item\":\"https:\/\/cubeconcepts.de\/batteriespeicher\/\"},{\"@type\":\"ListItem\",\"position\":3,\"name\":\"Regelenergie FCR \/ aFRR\",\"item\":\"https:\/\/cubeconcepts.de\/batteriespeicher\/regelenergie\/\"}]}\n<\/script>\n<script type=\"application\/ld+json\">\n{\"@context\":\"https:\/\/schema.org\",\"@type\":\"FAQPage\",\"mainEntity\":[\n{\"@type\":\"Question\",\"name\":\"Was ist FCR und wie verdient ein Batteriespeicher damit?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"FCR (Frequency Containment Reserve) reagiert in \u226430 Sek. 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.inline-cta{flex-direction:column;gap:14px}\n}\n@media(min-width:769px) and (max-width:1024px){\n  .faktoren-grid{grid-template-columns:repeat(2,1fr)!important}\n  .phasen-grid{grid-template-columns:1fr 1fr!important}\n  \/* icp already 2-col *\/\n  .icp-card.primary{grid-column:1\/-1}\n}\n\n\/* Hamburger Menu *\/\n.nav-hamburger{display:none;flex-direction:column;gap:5px;cursor:pointer;padding:8px;background:none;border:none}\n.nav-hamburger span{display:block;width:22px;height:2px;background:#fff;border-radius:2px;transition:all .3s}\n@media(max-width:768px){\n  .nav-hamburger{display:flex}\n  .nav-links{display:none;position:absolute;top:56px;left:0;right:0;background:var(--dark);flex-direction:column;gap:0;padding:8px 0;z-index:200;border-top:1px solid rgba(255,255,255,.1)}\n  .nav-links.open{display:flex}\n  .nav-links a{padding:12px 24px;font-size:14px;color:rgba(255,255,255,.85)}\n  .nav-links a.active,.nav-links a:hover{color:#fff;background:rgba(255,255,255,.05)}\n  .nav-cta{margin:8px 24px;border-radius:4px;text-align:center}\n  nav{position:relative}\n}\n\nsection[id]{scroll-margin-top:70px}\n.no-animate{opacity:1!important;transform:none!important}\n\n\/* Dark-section H2 weiss *\/\n#quellen h2,#cta h2,#icp h2,#referenzen h2{color:#fff!important}\n\n\/* Regelenergie v31 \u2014 section-specific *\/\n#referenzen h2,#cta h2{color:#fff!important}\n.kanal-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:24px 28px;position:relative}\n.kanal-badge{display:inline-block;font-size:11px;font-weight:700;letter-spacing:.08em;text-transform:uppercase;padding:3px 10px;border-radius:4px;margin-bottom:14px}\n.kanal-badge.up{background:rgba(126,186,40,.15);color:#4a7a00}\n.kanal-badge.down{background:rgba(200,50,50,.1);color:#c03030}\n.kanal-title{font-family:'Barlow Condensed',sans-serif;font-size:22px;font-weight:800;color:var(--dark);margin-bottom:6px}\n.kanal-sub{font-size:12px;color:var(--blue);font-weight:700;margin-bottom:14px;letter-spacing:.04em}\n.kanal-row{display:flex;gap:8px;margin-bottom:6px;font-size:14px;line-height:1.5}\n.kanal-lbl{font-weight:700;color:var(--muted);min-width:110px;flex-shrink:0}\n.kanal-note{margin-top:12px;font-size:12px;background:var(--gray);border-radius:6px;padding:8px 12px;color:var(--muted);line-height:1.5}\n.req-grid{display:grid;grid-template-columns:repeat(5,1fr);gap:16px;margin:24px 0}\n.req-card{background:#fff;border:1px solid var(--border);border-radius:8px;padding:16px;text-align:center}\n.req-num{font-family:'Barlow Condensed',sans-serif;font-size:24px;font-weight:800;color:var(--blue);line-height:1}\n.req-lbl{font-size:12px;color:var(--muted);margin-top:4px;line-height:1.4}\n.icp-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:24px 28px;border-left:4px solid var(--blue)}\n.icp-role{font-size:12px;font-weight:700;letter-spacing:.08em;text-transform:uppercase;color:var(--blue);margin-bottom:6px}\n.icp-q{font-size:16px;font-weight:600;color:var(--dark);margin-bottom:12px;font-style:italic}\n.icp-a{font-size:14px;color:var(--text);line-height:1.65}\n.icp-badge{display:inline-block;margin-top:10px;font-size:11px;font-weight:700;background:var(--lb);color:var(--blue);border-radius:4px;padding:3px 8px}\n.erloes-row{display:grid;grid-template-columns:1fr 180px;align-items:start;padding:14px 0;border-bottom:1px solid var(--border);gap:16px}\n.erloes-lbl{font-size:15px;color:var(--dark);font-weight:500}\n.erloes-val{font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--blue);text-align:right;white-space:nowrap}\n.erloes-src{font-size:11px;color:var(--muted);text-align:right;margin-top:2px}\n.tages-row{display:grid;grid-template-columns:120px 1fr;gap:0;border-bottom:1px solid var(--border)}\n.tages-time{font-size:12px;font-weight:700;color:var(--blue);padding:12px 16px;background:var(--lb);border-right:1px solid var(--border)}\n.tages-act{font-size:13px;color:var(--text);padding:12px 16px;line-height:1.5}\n.profil-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:22px 26px}\n.profil-head{font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:800;color:var(--dark);margin-bottom:4px}\n.profil-sub{font-size:13px;color:var(--blue);font-weight:600;margin-bottom:12px}\n.step-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:22px;}\n.step-num{font-family:'Barlow Condensed',sans-serif;font-size:48px;font-weight:800;color:var(--blue);line-height:1}\n.step-title{font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:800;color:var(--dark);margin:8px 0 6px}\n.vergl-table{width:100%;border-collapse:collapse;margin-top:20px}\n.vergl-table th{background:var(--dark);color:#fff;padding:12px 16px;text-align:left;font-family:'Barlow Condensed',sans-serif;font-size:15px;font-weight:700}\n.vergl-table td{padding:11px 16px;border-bottom:1px solid var(--border);font-size:14px;line-height:1.5}\n.vergl-table tr:nth-child(even) td{background:var(--gray)}\n.vergl-table td:first-child{font-weight:600;color:var(--dark)}\n.ein-card{border:1px solid var(--border);border-radius:8px;overflow:hidden;margin-bottom:14px}\n.ein-q{background:var(--gray);padding:16px 20px;font-size:15px;font-weight:600;color:var(--dark)}\n.ein-a{padding:16px 20px;font-size:14px;color:var(--text);line-height:1.7}\n.hub-card{background:#fff;border:1px solid var(--border);border-radius:10px;padding:22px;text-decoration:none;display:block}\n.hub-card:hover{border-color:var(--blue)}\n.hub-title{font-family:'Barlow Condensed',sans-serif;font-size:17px;font-weight:800;color:var(--dark);margin-bottom:4px}\n.hub-sub{font-size:13px;color:var(--muted);line-height:1.5}\n.faq-item{border-bottom:1px solid var(--border)}\n.faq-q{width:100%;text-align:left;background:none;border:none;padding:18px 0;font-size:15px;font-weight:600;color:var(--dark);cursor:pointer;display:flex;justify-content:space-between;align-items:center;gap:12px}\n.faq-a{display:none;padding-bottom:18px;font-size:14px;color:var(--muted);line-height:1.75}\n<\/style>\n<\/head>\n<body>\n\n\n<!-- 01 HERO -->\n<section class=\"section\" id=\"hero\" style=\"position:relative;background-image:url('data:image\/jpeg;base64,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24px 64px;overflow:hidden\">\n  <div style=\"position:absolute;inset:0;background:rgba(7,25,34,0.85);z-index:0\"><\/div>\n  <div class=\"content-wrap\" style=\"position:relative;z-index:1\">\n    <div role=\"navigation\" aria-label=\"Breadcrumb\" style=\"font-size:12px;color:rgba(255,255,255,.45);margin-bottom:18px;background:none;padding:0;height:auto;display:block\">\n      <a href=\"\/\" style=\"color:rgba(255,255,255,.45);text-decoration:none\">Startseite<\/a>\n      <span style=\"margin:0 6px\">\u203a<\/span>\n      <a href=\"\/batteriespeicher\/\" style=\"color:rgba(255,255,255,.45);text-decoration:none\">Batteriespeicher<\/a>\n      <span style=\"margin:0 6px\">\u203a<\/span>\n      <span style=\"color:rgba(255,255,255,.75)\">Regelenergie<\/span>\n    <\/div>\n    <div class=\"eyebrow\" style=\"color:var(--green)\">FCR \u00b7 aFRR \u00b7 mFRR \u00b7 Spotarbitrage \u00b7 FTM-Vermarktung<\/div>\n    <h1 style=\"color:#fff;max-width:840px;margin-bottom:16px\">Regelenergie &amp; FTM \u2014 Erl\u00f6se f\u00fcr Industriespeicher<\/h1>\n    <p style=\"font-family:'Barlow Condensed',sans-serif;font-size:26px;font-weight:700;color:#fff;max-width:700px;margin-bottom:10px;line-height:1.25\">Ein Industriespeicher ab 1&thinsp;MW erzielt t\u00e4glich Erl\u00f6se aus FCR, aFRR, mFRR und Spotarbitrage \u2014 vollautomatisch, unabh\u00e4ngig vom Produktionsbetrieb.<\/p>\n    <p style=\"font-size:16px;color:rgba(255,255,255,.75);max-width:660px;margin-bottom:32px;line-height:1.7\">Die meisten Anbieter verkaufen Hardware oder Strom. CUBE CONCEPTS baut das System dahinter.<\/p>\n    <div style=\"display:flex;flex-wrap:wrap;gap:16px;margin-bottom:28px\">\n      <div style=\"background:rgba(255,255,255,.08);border:1px solid rgba(255,255,255,.15);border-radius:8px;padding:18px 24px;text-align:center;min-width:180px\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:26px;font-weight:800;color:#fff;line-height:1\">200.000\u2013300.000&thinsp;\u20ac<\/div>\n        <div style=\"font-size:12px;color:rgba(255,255,255,.6);margin-top:4px\">FTM-Bruttoerl\u00f6se pro MW\/Jahr<\/div>\n        <div style=\"font-size:11px;color:rgba(255,255,255,.35);margin-top:2px\">KPMG AG, Feb. 2026<\/div>\n      <\/div>\n      <div style=\"background:rgba(126,186,40,.15);border:1px solid rgba(126,186,40,.3);border-radius:8px;padding:18px 24px;text-align:center;min-width:180px\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:32px;font-weight:800;color:var(--green);line-height:1\">+40&thinsp;%<\/div>\n        <div style=\"font-size:12px;color:rgba(255,255,255,.6);margin-top:4px\">aFRR-Wachstum 2026<\/div>\n        <div style=\"font-size:11px;color:rgba(255,255,255,.35);margin-top:2px\">ISEA RWTH Aachen<\/div>\n      <\/div>\n      <div style=\"background:rgba(255,255,255,.08);border:1px solid rgba(255,255,255,.15);border-radius:8px;padding:18px 24px;text-align:center;min-width:180px\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:32px;font-weight:800;color:#fff;line-height:1\">\u22651&thinsp;MW<\/div>\n        <div style=\"font-size:12px;color:rgba(255,255,255,.6);margin-top:4px\">Direktzugang FCR &amp; aFRR<\/div>\n        <div style=\"font-size:11px;color:rgba(255,255,255,.35);margin-top:2px\">ab 750&thinsp;kW via Pooling<\/div>\n      <\/div>\n      <div style=\"background:rgba(234,88,12,.12);border:1px solid rgba(234,88,12,.3);border-radius:8px;padding:18px 24px;text-align:center;min-width:180px\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:22px;font-weight:800;color:#f97316;line-height:1\">4. Aug. 2029<\/div>\n        <div style=\"font-size:12px;color:rgba(255,255,255,.6);margin-top:4px\">\u00a7118 IBN-Deadline<\/div>\n        <div style=\"font-size:11px;color:rgba(255,255,255,.35);margin-top:2px\">20 Jahre Netzentgeltbefreiung<\/div>\n      <\/div>\n    <\/div>\n    <div style=\"display:inline-flex;align-items:center;gap:8px;background:rgba(234,88,12,.12);border:1px solid rgba(234,88,12,.3);border-radius:6px;padding:7px 14px;margin-bottom:28px\">\n      <span style=\"font-size:13px;color:rgba(255,255,255,.75)\">\u00a7118-Deadline: 4.&thinsp;August&thinsp;2029 \u2014<\/span>\n      <strong style=\"color:#f97316\"><span id=\"days-hero\">1.221<\/span> Tage verbleibend<\/strong>\n    <\/div>\n    <div>\n      <a href=\"\/kontakt\/\" style=\"display:inline-block;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:18px;font-weight:700;padding:14px 32px;border-radius:6px;text-decoration:none\">FTM-Potenzial berechnen \u2014 kostenlos \u2192<\/a>\n      <div style=\"margin-top:10px;font-size:12px;color:rgba(255,255,255,.45)\">Kostenlos \u00b7 1\u20132 Wochen \u00b7 Kein Commitment<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n<nav class=\"nav-reader\" aria-label=\"Seitennavigation\" style=\"background:#fff;border-top:2px solid var(--border);border-bottom:1px solid var(--border);padding:10px 0;position:sticky;bottom:0;z-index:90;overflow-x:auto;white-space:nowrap\">\n  <div style=\"max-width:1080px;margin:0 auto;padding:0 24px;display:flex;gap:8px;align-items:center\">\n    <span style=\"font-size:11px;font-weight:700;letter-spacing:.08em;text-transform:uppercase;color:var(--muted);margin-right:8px;flex-shrink:0\">Springe zu:<\/span>\n    <a href=\"#kanaele\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">FTM-Kan\u00e4le<\/a>\n    <a href=\"#qualifikation\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Qualifikation<\/a>\n    <a href=\"#wirtschaftlichkeit\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Erl\u00f6se<\/a>\n    <a href=\"#steuerung\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Steuerung<\/a>\n    <a href=\"#erloesmix\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Strategie<\/a>\n    <a href=\"#wettbewerb\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Markt<\/a>\n    <a href=\"#einwand\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">Einw\u00e4nde<\/a>\n    <a href=\"#faq\" style=\"font-size:12px;font-weight:600;color:var(--blue);padding:4px 10px;border-radius:4px;background:var(--lb);text-decoration:none;flex-shrink:0\">FAQ<\/a>\n  <\/div>\n<\/nav>\n\n<!-- 02 KANAELE -->\n<section class=\"section\" id=\"kanaele\" style=\"background:#fff\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Die vier FTM-Erl\u00f6skan\u00e4le<\/div>\n    <h2>FCR \u00b7 aFRR \u00b7 mFRR \u00b7 Spotarbitrage \u2014 ein Portfolio, vier Erl\u00f6squellen<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:32px\">Kein einzelner Kanal maximiert dauerhaft den Ertrag. Die CUBE EfficiencyUnit gewichtet FCR, aFRR, mFRR und Arbitrage t\u00e4glich neu \u2014 nach Marktpreisen, HLZ-Fenstern und Ihrer Lastprognose.<\/p>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:20px;margin-bottom:24px\">\n      <div class=\"kanal-card\">\n        <div class=\"kanal-badge down\">FCR \u2198 R\u00fcckl\u00e4ufig<\/div>\n        <div class=\"kanal-title\">Frequency Containment Reserve<\/div>\n        <div class=\"kanal-sub\">Prim\u00e4rregelleistung \u00b7 Reaktionszeit \u226430 Sekunden<\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Verg\u00fctung<\/span><span>Kapazit\u00e4tspreis pay-as-bid, st\u00fcndliche Auktionen<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Degradation<\/span><span>~0,3 Vollzyklen\/Tag \u2014 gering<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Trend<\/span><span>2022\/23 ertragsst\u00e4rkster Kanal \u2014 seit 2023 strukturell r\u00fcckl\u00e4ufig<\/span><\/div>\n        <div class=\"kanal-note\">Bleibt Portfoliobaustein. Quelle: regelleistung.net<\/div>\n      <\/div>\n      <div class=\"kanal-card\" style=\"border-color:var(--blue);border-width:2px\">\n        <div class=\"kanal-badge up\">aFRR \u2197 +40 % 2026<\/div>\n        <div class=\"kanal-title\">Automatic Frequency Restoration Reserve<\/div>\n        <div class=\"kanal-sub\">Sekund\u00e4rregelleistung \u00b7 vollst\u00e4ndig in 5 Minuten<\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Verg\u00fctung<\/span><span>Kapazit\u00e4tspreis + Arbeitspreis, t\u00e4gl. + w\u00f6chentl. Auktionen<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Optimum<\/span><span>2h-System (0,5C) \u2014 st\u00e4rkster FTM-Kanal 2026<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Trend<\/span><span style=\"font-weight:600;color:var(--dark)\">+40 % Wachstum 2026 \u2014 strukturell vorteilhaft f\u00fcr BESS<\/span><\/div>\n        <div class=\"kanal-note\">Quelle: ISEA RWTH Aachen, Battery Revenue Index 2025<\/div>\n      <\/div>\n      <div class=\"kanal-card\">\n        <div class=\"kanal-badge down\">mFRR \u2198 Erg\u00e4nzungskanal<\/div>\n        <div class=\"kanal-title\">Manual Frequency Restoration Reserve<\/div>\n        <div class=\"kanal-sub\">Minutenreserve \u00b7 Aktivierung innerhalb 12,5 Minuten<\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Verg\u00fctung<\/span><span>Kapazit\u00e4ts- + Arbeitspreis, t\u00e4gliche Auktionen (pay-as-bid)<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Volumen<\/span><span>~600 MW 2024 \u2014 strukturell r\u00fcckl\u00e4ufig seit 2014<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Einschr\u00e4nkung<\/span><span>Manuelle Aktivierung verschenkt BESS-Reaktionszeitvorteil<\/span><\/div>\n        <div class=\"kanal-note\">Erg\u00e4nzungskanal wenn FCR + aFRR nicht voll ausgelastet. Quelle: regelleistung.net \u00b7 FfE Aug. 2025<\/div>\n      <\/div>\n      <div class=\"kanal-card\">\n        <div class=\"kanal-badge up\">Arbitrage \u2197 Wachsend<\/div>\n        <div class=\"kanal-title\">Day-Ahead &amp; Intraday \u00b7 Spotarbitrage<\/div>\n        <div class=\"kanal-sub\">EPEX SPOT \u00b7 Preisdifferenz Kauf-\/Verkaufszeitpunkt<\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Mechanismus<\/span><span>Laden bei negativen\/g\u00fcnstigen Preisen, Entladen bei hohen Preisen<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Marktdaten<\/span><span>457 Stunden negative Strompreise 2024 in Deutschland<\/span><\/div>\n        <div class=\"kanal-row\"><span class=\"kanal-lbl\">Trend<\/span><span>W\u00e4chst mit zunehmendem EE-Anteil<\/span><\/div>\n        <div class=\"kanal-note\">Stabilisiert bei niedrigen Regelenergiepreisen. Quelle: EPEX SPOT \/ BNetzA 2024<\/div>\n      <\/div>\n    <\/div>\n    <div style=\"background:var(--lb);border-left:4px solid var(--blue);border-radius:0 8px 8px 0;padding:16px 20px\">\n      <strong>Portfolio-Strategie:<\/strong> Die CUBE EfficiencyUnit gewichtet FCR, aFRR, mFRR als Erg\u00e4nzungskanal und Arbitrage t\u00e4glich neu \u2014 nach Marktpreisen, HLZ-Fenstern und Ihrer Lastprognose. Kein fixer Kanalplan, keine manuelle Umstellung n\u00f6tig.\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 03 QUALIFIKATION -->\n<section class=\"section\" id=\"qualifikation\" style=\"background:var(--gray)\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Voraussetzungen<\/div>\n    <h2>Ab wann kann ein Batteriespeicher an der Regelenergie teilnehmen?<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:28px\">F\u00fcnf Faktoren bestimmen das FTM-Potenzial an Ihrem Standort. CUBE CONCEPTS analysiert alle f\u00fcnf im ersten Schritt \u2014 kostenlos, auf Basis Ihrer Lastgangdaten.<\/p>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:24px;margin-bottom:28px\">\n      <div>\n        <h3 style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--dark);margin-bottom:16px\">Mindestanforderungen<\/h3>\n        <div class=\"req-grid\" style=\"grid-template-columns:repeat(4,1fr)\">\n          <div class=\"req-card\">\n            <div class=\"req-num\">\u22651&thinsp;MW<\/div>\n            <div class=\"req-lbl\">Direktzugang FCR &amp; aFRR<\/div>\n          <\/div>\n          <div class=\"req-card\">\n            <div class=\"req-num\">750&thinsp;kW<\/div>\n            <div class=\"req-lbl\">Einstieg via Pooling m\u00f6glich<\/div>\n          <\/div>\n          <div class=\"req-card\">\n            <div class=\"req-num\">\u226430&thinsp;s<\/div>\n            <div class=\"req-lbl\">FCR-Reaktionszeit<\/div>\n          <\/div>\n          <div class=\"req-card\">\n            <div class=\"req-num\">5&thinsp;Min<\/div>\n            <div class=\"req-lbl\">aFRR vollst\u00e4ndige Reaktionszeit<\/div>\n          <\/div>\n        <\/div>\n        <div style=\"background:var(--lb);border-radius:8px;padding:14px 18px;font-size:14px;color:var(--text)\">\n          <strong>Direktzugang:<\/strong> RLM-Z\u00e4hler + \u00dcNB-Protokoll Pflicht. Pr\u00e4qualifikation durch CUBE CONCEPTS Full-Service.\n        <\/div>\n      <\/div>\n      <div>\n        <h3 style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--dark);margin-bottom:16px\">F\u00fcnf Faktoren f\u00fcr den Business Case<\/h3>\n        <div style=\"display:flex;flex-direction:column;gap:8px\">\n          <div style=\"display:flex;gap:12px;background:#fff;border-radius:8px;padding:12px 16px;align-items:flex-start\">\n            <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--blue);flex-shrink:0;width:28px\">01<\/div>\n            <div><div style=\"font-weight:600;font-size:14px;color:var(--dark)\">Netzanschlussleistung<\/div><div style=\"font-size:13px;color:var(--muted)\">Freie Anschlussleistung bestimmt FTM-f\u00e4hige Kapazit\u00e4t<\/div><\/div>\n          <\/div>\n          <div style=\"display:flex;gap:12px;background:#fff;border-radius:8px;padding:12px 16px;align-items:flex-start\">\n            <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--blue);flex-shrink:0;width:28px\">02<\/div>\n            <div><div style=\"font-weight:600;font-size:14px;color:var(--dark)\">Speicherdimensionierung (C-Rate)<\/div><div style=\"font-size:13px;color:var(--muted)\">2h-System (0,5C) f\u00fcr aFRR\/Arbitrage \u00b7 1h-System (1C) f\u00fcr FCR<\/div><\/div>\n          <\/div>\n          <div style=\"display:flex;gap:12px;background:#fff;border-radius:8px;padding:12px 16px;align-items:flex-start\">\n            <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--blue);flex-shrink:0;width:28px\">03<\/div>\n            <div><div style=\"font-weight:600;font-size:14px;color:var(--dark)\">Regelzone<\/div><div style=\"font-size:13px;color:var(--muted)\">50Hertz \u00b7 Amprion \u00b7 TenneT \u00b7 TransnetBW \u2014 unterschiedliche Kapazit\u00e4tspreise<\/div><\/div>\n          <\/div>\n          <div style=\"display:flex;gap:12px;background:#fff;border-radius:8px;padding:12px 16px;align-items:flex-start\">\n            <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--blue);flex-shrink:0;width:28px\">04<\/div>\n            <div><div style=\"font-weight:600;font-size:14px;color:var(--dark)\">BTM-Profil \u00a719 \/ \u00a7118<\/div><div style=\"font-size:13px;color:var(--muted)\">\u00a719 Antragsfrist: 30. September \u00b7 \u00a7118 nur bei IBN bis 4.8.2029 \u00b7 Planungsvorlauf 6\u201312 Monate<\/div><\/div>\n          <\/div>\n          <div style=\"display:flex;gap:12px;background:#fff;border-radius:8px;padding:12px 16px;align-items:flex-start\">\n            <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--blue);flex-shrink:0;width:28px\">05<\/div>\n            <div><div style=\"font-weight:600;font-size:14px;color:var(--dark)\">BTM\/FTM-Aufteilung<\/div><div style=\"font-size:13px;color:var(--muted)\">Verbleibende Kapazit\u00e4t nach BTM-Abdeckung bestimmt FTM-Potenzial<\/div><\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/div>\n    <div style=\"margin-top:24px\">\n      <a href=\"\/kontakt\/\" style=\"display:inline-flex;align-items:center;gap:10px;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:17px;font-weight:700;padding:12px 28px;border-radius:6px;text-decoration:none\">Standortanalyse anfragen \u2192<\/a>\n      <div style=\"font-size:12px;color:var(--muted);margin-top:6px\">CUBE CONCEPTS analysiert alle 5 Faktoren \u2014 kostenlos auf Basis Ihrer Lastgangdaten<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 04 ICP -->\n<section class=\"section\" id=\"icp\" style=\"background:#fff\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">F\u00fcr wen ist Regelenergie relevant<\/div>\n    <h2>Welches Profil trifft auf Sie zu?<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:32px\">Vier Entscheidungsprofile \u2014 unterschiedliche Fragen, dieselbe Grundlage: Open-Book-Kalkulation auf Basis Ihrer Standortdaten.<\/p>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:20px\">\n      <div class=\"icp-card\">\n        <div class=\"icp-role\">Investitionsentscheidung &amp; Bilanzklarheit<\/div>\n        <div class=\"icp-q\">\u201eWelcher IRR ist realistisch \u2014 und wie verbuchen wir das?&#8221;<\/div>\n        <div class=\"icp-a\">IRR 10,5 % (KPMG AG, Feb. 2026). Off-Balance nach IFRS im BESS Contracting m\u00f6glich. Open-Book-Kalkulation auf Basis Ihres Lastgangs \u2014 CUBE BatterySizer berechnet \u00fcber 250 Betriebsvarianten standortspezifisch.<\/div>\n        <div class=\"icp-badge\">0 \u20ac CAPEX \u00b7 Off-Balance IFRS \u00b7 Open-Book<\/div>\n      <\/div>\n      <div class=\"icp-card\">\n        <div class=\"icp-role\">Nachhaltigkeitsziele &amp; CSRD-Berichterstattung<\/div>\n        <div class=\"icp-q\">\u201eWie wirkt FTM-Vermarktung auf unsere CO\u2082-Bilanz?&#8221;<\/div>\n        <div class=\"icp-a\">Regelenergie-Teilnahme = messbarer systemdienlicher Beitrag zur Netzstabilit\u00e4t. KPMG bescheinigt BESS \u201eemissionsfreie Flexibilit\u00e4t&#8221;. In CSRD-Berichte integrierbar \u2014 bislang von kaum einem Anbieter strukturiert kommuniziert.<\/div>\n        <div class=\"icp-badge\">CSRD-kompatibel \u00b7 systemdienlich \u00b7 belegbar<\/div>\n      <\/div>\n      <div class=\"icp-card\">\n        <div class=\"icp-role\">Betriebssicherheit &amp; Anlagentechnik<\/div>\n        <div class=\"icp-q\">\u201eWie integriert sich der Speicher ohne Eingriff in unsere Produktion?&#8221;<\/div>\n        <div class=\"icp-a\">Vollautomatisch. Die CUBE EfficiencyUnit steuert FCR, aFRR und Arbitrage ohne Eingriff in SPS, Leittechnik oder Produktionssteuerung. 24\/7-Monitoring. Herstellerunabh\u00e4ngige Systemauslegung \u2014 mind. 3 Vergleichsangebote, LCOS-bewertet.<\/div>\n        <div class=\"icp-badge\">Vollautomatisch \u00b7 kein Eingriff \u00b7 24\/7<\/div>\n      <\/div>\n      <div class=\"icp-card\">\n        <div class=\"icp-role\">Energiebeschaffung &amp; Strombezugskosten<\/div>\n        <div class=\"icp-q\">\u201eWie erschlie\u00dfe ich ungenutztes FTM-Potenzial an meinem Netzanschluss?&#8221;<\/div>\n        <div class=\"icp-a\">Monatliche Abrechnung je Kanal, OPEX einzeln ausgewiesen \u2014 keine intransparente Pool-Abrechnung. KPMG-Benchmarks als Entscheidungsgrundlage. Kein Hersteller-Portfolio \u2014 Ihre Daten, Ihre Kalkulation.<\/div>\n        <div class=\"icp-badge\">Open-Book \u00b7 je Kanal \u00b7 kein Lock-in<\/div>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 05 WIRTSCHAFTLICHKEIT -->\n<section class=\"section\" id=\"wirtschaftlichkeit\" style=\"background:var(--gray)\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Erl\u00f6szahlen &amp; Business Case<\/div>\n    <h2>Was verdient ein Industriespeicher mit FTM-Vermarktung?<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:28px\">Zahlen auf Basis KPMG AG, Investment Case BESS, Feb. 2026. Alle Werte standortabh\u00e4ngig \u2014 Regelzone, C-Rate und BTM\/FTM-Aufteilung beeinflussen das Ergebnis.<\/p>\n    <div style=\"background:#fff;border-radius:12px;padding:28px 32px;margin-bottom:28px;border:1px solid var(--border)\">\n      <div class=\"erloes-row\" style=\"border-top:none;padding-top:0\">\n        <div class=\"erloes-lbl\"><strong>FTM-Bruttoerl\u00f6se gesamt<\/strong><\/div>\n        <div><div class=\"erloes-val\">200.000\u2013300.000&thinsp;\u20ac<\/div><div class=\"erloes-src\">pro MW\/Jahr \u00b7 KPMG AG, Feb. 2026<\/div><\/div>\n      <\/div>\n      <div class=\"erloes-row\">\n        <div class=\"erloes-lbl\">davon aFRR-Anteil<\/div>\n        <div><div class=\"erloes-val\" style=\"font-size:17px;color:var(--muted)\">dominant 2026<\/div><div class=\"erloes-src\">+40 % Wachstum \u00b7 ISEA RWTH Aachen<\/div><\/div>\n      <\/div>\n      <div class=\"erloes-row\">\n        <div class=\"erloes-lbl\">LCOS LFP \u2014 Benchmark<\/div>\n        <div><div class=\"erloes-val\" style=\"font-size:17px\">110&thinsp;\u20ac\/MWh<\/div><div class=\"erloes-src\">Vergleichsgr\u00f6\u00dfe f\u00fcr Herstellerausschreibung<\/div><\/div>\n      <\/div>\n      <div class=\"erloes-row\">\n        <div class=\"erloes-lbl\">LCOS ZnBr (Zink-Brom Flow)<\/div>\n        <div><div class=\"erloes-val\" style=\"font-size:17px\">104&thinsp;\u20ac\/MWh<\/div><div class=\"erloes-src\">Langzeitbetrieb-Alternative<\/div><\/div>\n      <\/div>\n      <div class=\"erloes-row\" style=\"border-bottom:none;padding-bottom:0\">\n        <div class=\"erloes-lbl\">LCOS NIB (Natrium-Ionen-Batterie)<\/div>\n        <div><div class=\"erloes-val\" style=\"font-size:17px;color:var(--muted)\">im Beobachtungsstatus<\/div><div class=\"erloes-src\">Na-Ion-Technologie \u00b7 KPMG AG, Feb. 2026<\/div><\/div>\n      <\/div>\n    <\/div>\n\n    <div style=\"background:var(--dark);border-radius:12px;padding:28px 32px;margin-bottom:24px\">\n      <div style=\"font-size:11px;font-weight:700;letter-spacing:.08em;text-transform:uppercase;color:var(--blue);margin-bottom:16px\">Praxisbeispiel \u2014 Industriestandort 1&thinsp;MW \/ 2&thinsp;MWh LFP \u00b7 FTM-Vermarktung<\/div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:20px\">\n        <div style=\"display:flex;flex-direction:column;gap:10px\">\n          <div style=\"display:flex;justify-content:space-between;font-size:14px;padding-bottom:10px;border-bottom:1px solid rgba(255,255,255,.1)\">\n            <span style=\"color:rgba(255,255,255,.65)\">FTM-Bruttoerl\u00f6se\/Jahr<\/span><span style=\"color:#fff;font-weight:700\">200.000\u2013300.000&thinsp;\u20ac<\/span>\n          <\/div>\n          <div style=\"display:flex;justify-content:space-between;font-size:14px;padding-bottom:10px;border-bottom:1px solid rgba(255,255,255,.1)\">\n            <span style=\"color:rgba(255,255,255,.65)\">OPEX\/Jahr (O&amp;M, Vermarktung)<\/span><span style=\"color:#fff\">\u221255.000&thinsp;\u20ac<\/span>\n          <\/div>\n          <div style=\"display:flex;justify-content:space-between;font-size:14px;padding-bottom:10px;border-bottom:1px solid rgba(255,255,255,.08)\">\n            <span style=\"color:rgba(255,255,255,.65)\">Netto-Markterl\u00f6s\/Jahr<\/span><span style=\"color:var(--blue);font-weight:700\">145.000\u2013245.000&thinsp;\u20ac<\/span>\n          <\/div>\n          <div style=\"display:flex;justify-content:space-between;font-size:14px\">\n            <span style=\"color:rgba(255,255,255,.65)\">Contracting-Anteil (25&thinsp;%)<\/span><span style=\"color:var(--green);font-weight:700\">~36.000\u201361.000&thinsp;\u20ac\/Jahr<\/span>\n          <\/div>\n        <\/div>\n        <div style=\"display:flex;flex-direction:column;gap:10px\">\n          <div style=\"display:flex;justify-content:space-between;font-size:14px;padding-bottom:10px;border-bottom:1px solid rgba(255,255,255,.1)\">\n            <span style=\"color:rgba(255,255,255,.65)\">GIK (ca. 250&thinsp;\u20ac\/kWh)<\/span><span style=\"color:#fff\">~500.000&thinsp;\u20ac<\/span>\n          <\/div>\n          <div style=\"display:flex;justify-content:space-between;font-size:14px;padding-bottom:10px;border-bottom:1px solid rgba(255,255,255,.1)\">\n            <span style=\"color:rgba(255,255,255,.65)\">Bei BESS Kauf: IRR<\/span><span style=\"color:#fff\">10,5&thinsp;%<\/span>\n          <\/div>\n          <div style=\"display:flex;justify-content:space-between;font-size:14px;padding-bottom:10px;border-bottom:1px solid rgba(255,255,255,.08)\">\n            <span style=\"color:rgba(255,255,255,.65)\">Amortisation<\/span><span style=\"color:var(--green);font-weight:700\">2\u20134 Jahre<\/span>\n          <\/div>\n          <div style=\"font-size:12px;color:rgba(255,255,255,.35);margin-top:4px\">Kauf: volle Kontrolle \u00b7 100&thinsp;% Netto-Erl\u00f6se<\/div>\n        <\/div>\n      <\/div>\n      <div style=\"margin-top:16px;padding-top:14px;border-top:1px solid rgba(255,255,255,.08);font-size:12px;color:rgba(255,255,255,.35)\">Richtwerte \u00b7 KPMG AG, Investment Case BESS, Feb. 2026 \u00b7 Standortspezifisch \u2014 Regelzone, C-Rate und BTM\/FTM-Aufteilung beeinflussen das Ergebnis \u00b7 Potenzialanalyse kostenlos<\/div>\n    <\/div>\n\n    <div style=\"margin-top:24px\">\n      <a href=\"\/kontakt\/\" style=\"display:inline-flex;align-items:center;gap:10px;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:17px;font-weight:700;padding:12px 28px;border-radius:6px;text-decoration:none\">Ihr FTM-Erl\u00f6spotenzial berechnen \u2192<\/a>\n      <div style=\"font-size:12px;color:var(--muted);margin-top:6px\">CUBE BatterySizer berechnet \u00fcber 250 Betriebsvarianten standortspezifisch \u00b7 kostenlos<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 06 STEUERUNG -->\n<section class=\"section\" id=\"steuerung\" style=\"background:#fff\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Steuerungslogik &amp; t\u00e4gliche Konflikte<\/div>\n    <h2>Drei Konflikte t\u00e4glich \u2014 die CUBE EfficiencyUnit l\u00f6st sie automatisch<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:28px\">FCR, \u00a719-Compliance und Arbitrage konkurrieren t\u00e4glich um dieselbe Speicherkapazit\u00e4t. Die CUBE EfficiencyUnit priorisiert automatisch \u2014 ohne manuellen Eingriff.<\/p>\n    <div style=\"display:grid;grid-template-columns:repeat(3,1fr);gap:16px;margin-bottom:32px\">\n      <div style=\"background:var(--gray);border-radius:10px;padding:20px 22px;border-top:3px solid var(--blue)\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:36px;font-weight:800;color:var(--blue);line-height:1\">01<\/div>\n        <div style=\"font-weight:700;color:var(--dark);margin:8px 0 6px;font-size:15px\">FCR vs. Peak Shaving<\/div>\n        <p style=\"font-size:14px;color:var(--text);margin-bottom:8px\">FCR bindet ~50&thinsp;% SoC symmetrisch \u2014 Kapazit\u00e4t die f\u00fcr Peak Shaving fehlt.<\/p>\n        <div style=\"font-size:13px;color:var(--blue);font-weight:600\">L\u00f6sung: St\u00fcndliche Neupriorisierung nach HLZ + Lastprognose + Marktpreis<\/div>\n      <\/div>\n      <div style=\"background:var(--gray);border-radius:10px;padding:20px 22px;border-top:3px solid var(--blue)\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:36px;font-weight:800;color:var(--blue);line-height:1\">02<\/div>\n        <div style=\"font-weight:700;color:var(--dark);margin:8px 0 6px;font-size:15px\">Arbitrage vs. \u00a719-HLZ<\/div>\n        <p style=\"font-size:14px;color:var(--text);margin-bottom:8px\">G\u00fcnstige Ladephasen kollidieren mit HLZ-Fenstern \u2014 Laden gef\u00e4hrdet \u00a719-Anspruch.<\/p>\n        <div style=\"font-size:13px;color:var(--blue);font-weight:600\">L\u00f6sung: HLZ t\u00e4glich hinterlegt, Ladevorg\u00e4nge automatisch gesperrt<\/div>\n      <\/div>\n      <div style=\"background:var(--gray);border-radius:10px;padding:20px 22px;border-top:3px solid var(--blue)\">\n        <div style=\"font-family:'Barlow Condensed',sans-serif;font-size:36px;font-weight:800;color:var(--blue);line-height:1\">03<\/div>\n        <div style=\"font-weight:700;color:var(--dark);margin:8px 0 6px;font-size:15px\">Zyklusschwellenwert<\/div>\n        <p style=\"font-size:14px;color:var(--text);margin-bottom:8px\">Zu geringe Preisspanne = Zyklus kostet mehr als er bringt.<\/p>\n        <div style=\"font-size:13px;color:var(--blue);font-weight:600\">L\u00f6sung: Break-even dynamisch berechnet \u2014 nur profitable Zyklen werden ausgef\u00fchrt<\/div>\n      <\/div>\n    <\/div>\n    <h3 style=\"font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:800;color:var(--dark);margin-bottom:16px\">Illustrativer Tagesablauf \u2014 Multi-Use-Betrieb<\/h3>\n    <div style=\"border:1px solid var(--border);border-radius:10px;overflow:hidden;max-width:680px\">\n      <div class=\"tages-row\"><div class=\"tages-time\">22:00\u201306:00<\/div><div class=\"tages-act\"><strong>G\u00fcnstig laden<\/strong> \u2014 Arbitrage-Laden. FCR-Bereitschaft auf 50&thinsp;% SoC parallel.<\/div><\/div>\n      <div class=\"tages-row\"><div class=\"tages-time\">06:00\u201308:00<\/div><div class=\"tages-act\"><strong>Morgenrampe<\/strong> \u2014 \u00a719-HLZ pr\u00fcfen. Peak-Shaving-Bereitschaft aufbauen.<\/div><\/div>\n      <div class=\"tages-row\"><div class=\"tages-time\">08:00\u201312:00<\/div><div class=\"tages-act\"><strong>Peak Shaving aktiv<\/strong> \u2014 HLZ-Fenster. \u00a719-Compliance automatisch dokumentiert.<\/div><\/div>\n      <div class=\"tages-row\"><div class=\"tages-time\">12:00\u201316:00<\/div><div class=\"tages-act\"><strong>PV \/ Nachladen<\/strong> \u2014 Eigenverbrauch oder g\u00fcnstige Preisfenster.<\/div><\/div>\n      <div class=\"tages-row\"><div class=\"tages-time\">16:00\u201320:00<\/div><div class=\"tages-act\"><strong>Abendspitze<\/strong> \u2014 Peak Shaving + Arbitrage-Entladung. HLZ gesperrt.<\/div><\/div>\n      <div class=\"tages-row\" style=\"border-bottom:none\"><div class=\"tages-time\">20:00\u201322:00<\/div><div class=\"tages-act\"><strong>FCR \/ Standby<\/strong> \u2014 50&thinsp;% SoC. \u00a719-Jahresdokumentation l\u00e4uft.<\/div><\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 07 ERLOESMIX -->\n<section class=\"section\" id=\"erloesmix\" style=\"background:var(--gray)\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Erl\u00f6smix nach Standortprofil<\/div>\n    <h2>Welche Strategie passt zu Ihrem Standort?<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:28px\">Kein Kanal-Lock-in \u2014 die Strategie folgt dem Markt und Ihrem Lastprofil, nicht dem Hersteller.<\/p>\n    <div style=\"display:grid;grid-template-columns:1fr 1fr;gap:20px\">\n      <div class=\"profil-card\">\n        <div class=\"profil-head\">Profil 1 \u2014 Hoher Leistungspreis<\/div>\n        <div class=\"profil-sub\">Prim\u00e4r: BTM \u2014 Peak Shaving &amp; \u00a719<\/div>\n        <p style=\"font-size:14px;color:var(--text);margin-bottom:12px\">Der Leistungspreis bestraft eine einzige 15-Minuten-Spitze f\u00fcr 12 Monate. BTM bringt sofortigen, messbaren Wert.<\/p>\n        <div style=\"font-size:13px;color:var(--muted)\">BTM kommt zuerst \u2014 FTM erg\u00e4nzt in HLZ-freien Fenstern. \u00a719 Antragsfrist: 30. September.<\/div>\n        <div style=\"margin-top:12px\"><a href=\"\/batteriespeicher\/peak-shaving\/\" style=\"font-size:13px;font-weight:600;color:var(--blue)\">\u2192 Peak Shaving &amp; \u00a719<\/a><\/div>\n      <\/div>\n      <div class=\"profil-card\" style=\"border-color:var(--blue);border-width:2px\">\n        <div class=\"profil-head\">Profil 2 \u2014 Freie Netzkapazit\u00e4t<\/div>\n        <div class=\"profil-sub\">Prim\u00e4r: FTM \u2014 aFRR + Arbitrage<\/div>\n        <p style=\"font-size:14px;color:var(--text);margin-bottom:12px\">Freie Netzanschlusskapazit\u00e4t ist die Eintrittskarte in die Regelenergiem\u00e4rkte. 200.000\u2013300.000&thinsp;\u20ac\/MW\/Jahr FTM-Bruttoerl\u00f6se.<\/p>\n        <div style=\"font-size:13px;color:var(--muted)\">FTM kommt zuerst \u2014 derselbe Speicher wechselt ohne Hardware-Tausch sp\u00e4ter in BTM-Betrieb (MiSPeL ab Mitte 2026).<\/div>\n        <div style=\"margin-top:12px\"><a href=\"\/modelle\/cpfs\/\" style=\"font-size:13px;font-weight:600;color:var(--blue)\">\u2192 CPFS Drei-Phasen-Modell<\/a><\/div>\n      <\/div>\n      <div class=\"profil-card\">\n        <div class=\"profil-head\">Profil 3 \u2014 PV-Anlage vorhanden<\/div>\n        <div class=\"profil-sub\">Prim\u00e4r: BTM \u2014 Eigenverbrauch + Peak Shaving<\/div>\n        <p style=\"font-size:14px;color:var(--text);margin-bottom:12px\">FCR m\u00f6glich. Arbitrage durch EEG-Vorgaben eingeschr\u00e4nkt. MiSPeL \u00f6ffnet ab Mitte 2026 PV + FTM kombiniert.<\/p>\n        <div style=\"font-size:13px;color:var(--muted)\">Ab MiSPeL: erstmals PV-Anlage und FTM-Vermarktung gleichzeitig ohne Verg\u00fctungskonflikt.<\/div>\n      <\/div>\n      <div class=\"profil-card\">\n        <div class=\"profil-head\">Profil 4 \u2014 Ab MiSPeL Mitte 2026<\/div>\n        <div class=\"profil-sub\">BTM + FTM kombiniert \u2014 Vollkombi<\/div>\n        <p style=\"font-size:14px;color:var(--text);margin-bottom:12px\">MiSPeL (BNetzA EEG \u00a76b) erm\u00f6glicht erstmals PV-Anlage und FTM-Vermarktung ohne Verg\u00fctungskonflikt \u2014 Arbitrage + EEG kombiniert.<\/p>\n        <div style=\"font-size:13px;color:var(--muted)\">Kein Kanal-Lock-in \u2014 Strategie folgt dem Markt, nicht dem Hersteller.<\/div>\n      <\/div>\n    <\/div>\n    <div style=\"margin-top:28px\">\n      <a href=\"\/kontakt\/\" style=\"display:inline-flex;align-items:center;gap:10px;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:17px;font-weight:700;padding:12px 28px;border-radius:6px;text-decoration:none\">Welches Profil passt zu Ihrem Standort \u2192<\/a>\n      <div style=\"font-size:12px;color:var(--muted);margin-top:6px\">Lastgang einsenden \u2014 CUBE CONCEPTS analysiert kostenlos<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 08 PRAEQUAL -->\n<section class=\"section\" id=\"praequal\" style=\"background:#fff\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Pr\u00e4qualifikation Full-Service<\/div>\n    <h2>Von der Lastganganalyse bis zum laufenden Betrieb \u2014 was CUBE CONCEPTS \u00fcbernimmt<\/h2>\n    <div style=\"display:grid;grid-template-columns:repeat(4,1fr);gap:16px;margin-top:28px\">\n      <div class=\"step-card\">\n        <div class=\"step-num\">01<\/div>\n        <div class=\"step-title\">Lastganganalyse &amp; Open-Book-Kalkulation<\/div>\n        <p style=\"font-size:14px;color:var(--muted)\">CUBE BatterySizer analysiert freie Netzkapazit\u00e4t, \u00a719-Qualifikation und optimale Speicherdimensionierung \u2014 alle FTM- und BTM-Hebel mit Euro-Betr\u00e4gen.<\/p>\n        <div style=\"font-size:12px;font-weight:700;color:var(--blue);margin-top:10px\">Kostenlos \u00b7 1\u20132 Wochen<\/div>\n      <\/div>\n      <div class=\"step-card\">\n        <div class=\"step-num\">02<\/div>\n        <div class=\"step-title\">Systemkonfiguration &amp; \u00dcNB-Abstimmung<\/div>\n        <p style=\"font-size:14px;color:var(--muted)\">RLM-Z\u00e4hler, \u00dcNB-Protokoll, Herstellerausschreibung \u2014 mind. 3 Angebote, LCOS-bewertet, herstellerunabh\u00e4ngig.<\/p>\n        <div style=\"font-size:12px;font-weight:700;color:var(--blue);margin-top:10px\">2\u20134 Monate<\/div>\n      <\/div>\n      <div class=\"step-card\">\n        <div class=\"step-num\">03<\/div>\n        <div class=\"step-title\">Technische Tests &amp; Pr\u00e4qualifikation \u00dcNB<\/div>\n        <p style=\"font-size:14px;color:var(--muted)\">Montage, Netzanschluss, CUBE EfficiencyUnit-Konfiguration, Pr\u00e4qualifikation beim \u00dcNB \u2014 FCR \u226430 Sek., aFRR 5 Min.<\/p>\n        <div style=\"font-size:12px;font-weight:700;color:var(--blue);margin-top:10px\">3\u20136 Monate<\/div>\n      <\/div>\n      <div class=\"step-card\">\n        <div class=\"step-num\">04<\/div>\n        <div class=\"step-title\">Laufender Betrieb &amp; Abrechnung<\/div>\n        <p style=\"font-size:14px;color:var(--muted)\">Gebotsabgabe, Dispatch, monatliche Abrechnung je Kanal (OPEX einzeln ausgewiesen). 24\/7-Monitoring, \u00a719-Compliance dokumentiert.<\/p>\n        <div style=\"font-size:12px;font-weight:700;color:var(--blue);margin-top:10px\">20+ Jahre<\/div>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 09 WETTBEWERB -->\n<section class=\"section\" id=\"wettbewerb\" style=\"background:var(--gray)\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Marktpositionierung<\/div>\n    <h2>Markteinordnung \u2014 warum Open-Book statt Pool-Optimierer?<\/h2>\n    <p class=\"lead\" style=\"max-width:720px;margin-bottom:28px\">Die meisten Anbieter verkaufen Hardware oder Strom. CUBE CONCEPTS baut das System dahinter.<\/p>\n    <table class=\"vergl-table\">\n      <thead><tr><th style=\"width:22%\">Kriterium<\/th><th style=\"width:39%\">Anbieter-Optimierer<\/th><th style=\"width:39%\">CUBE CONCEPTS<\/th><\/tr><\/thead>\n      <tbody>\n        <tr><td>Kalkulationsbasis<\/td><td>Portfolio\/Hersteller \u2014 optimiert f\u00fcr eigene Auslastung<\/td><td style=\"font-weight:600;color:var(--dark)\">Ihr Lastgang \u2014 standortspezifisch, vor Ihrer Festlegung<\/td><\/tr>\n        <tr><td>Open-Book<\/td><td>Intern \u2014 vor Vertragsabschluss nicht einsehbar<\/td><td style=\"font-weight:600;color:var(--dark)\">Alle Annahmen offen \u00b7 vor Ihrer Festlegung \u00b7 keine Verhandlungsposition<\/td><\/tr>\n        <tr><td>Erl\u00f6smix<\/td><td>Oft einkanalig \u2014 Hersteller-Optimum<\/td><td style=\"font-weight:600;color:var(--dark)\">FCR + aFRR + mFRR als Erg\u00e4nzungskanal + Arbitrage dynamisch<\/td><\/tr>\n        <tr><td>EMS-Priorit\u00e4t<\/td><td>Anbietererl\u00f6s \u2014 \u00a719 nachrangig<\/td><td style=\"font-weight:600;color:var(--dark)\">Kundeninteresse \u2014 \u00a719 + Peak Shaving immer vorrangig<\/td><\/tr>\n        <tr><td>Pr\u00e4qualifikation<\/td><td>Kundenseite \u2014 eigener Aufwand<\/td><td style=\"font-weight:600;color:var(--dark)\">Full-Service CUBE \u2014 inkl. \u00dcNB-Abstimmung<\/td><\/tr>\n        <tr><td>Abrechnung<\/td><td>Pool, OPEX intransparent<\/td><td style=\"font-weight:600;color:var(--dark)\">Netto-Markterl\u00f6se je Kanal, OPEX einzeln ausgewiesen<\/td><\/tr>\n      <\/tbody>\n    <\/table>\n    <div style=\"background:var(--lb);border-left:4px solid var(--blue);border-radius:0 8px 8px 0;padding:16px 20px;margin-top:20px\">\n      <p style=\"font-size:15px;margin:0\">Unsere Open-Book-Kalkulation ist keine Verhandlungsposition \u2014 sie ist die Grundlage, auf der Partnerschaft funktioniert. Open-Book bedeutet Transparenz innerhalb der Gesch\u00e4ftsbeziehung \u2014 keine \u00f6ffentliche Offenlegung von Projektdaten.<\/p>\n    <\/div>\n    <div style=\"margin-top:24px\">\n      <a href=\"\/kontakt\/\" style=\"display:inline-flex;align-items:center;gap:10px;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:17px;font-weight:700;padding:12px 28px;border-radius:6px;text-decoration:none\">Open-Book-Kalkulation anfragen \u2192<\/a>\n      <div style=\"font-size:12px;color:var(--muted);margin-top:6px\">Lastgang \u00fcbermitteln \u2014 wir zeigen Ihr Potenzial auf Basis Ihrer Daten, nicht unseres Portfolios<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 10 EINWAND -->\n<section class=\"section\" id=\"einwand\" style=\"background:#fff\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">Typische Einw\u00e4nde<\/div>\n    <h2>Die h\u00e4ufigsten Einw\u00e4nde \u2014 direkt beantwortet<\/h2>\n    <div style=\"max-width:800px;margin-top:24px\">\n      <div class=\"ein-card\">\n        <div class=\"ein-q\">\u201e\u00a719-Compliance leidet wenn FTM l\u00e4uft.&#8221;<\/div>\n        <div class=\"ein-a\">\u00a719-Compliance und Peak Shaving haben immer Vorrang. FTM l\u00e4uft ausschlie\u00dflich in HLZ-freien Zeitfenstern. Die CUBE EfficiencyUnit sperrt Ladevorg\u00e4nge automatisch \u2014 kein manueller Eingriff, revisionssicher dokumentiert. \u00a719 Antragsfrist: 30. September.<\/div>\n      <\/div>\n      <div class=\"ein-card\">\n        <div class=\"ein-q\">\u201eWas wenn FCR-Preise weiter fallen?&#8221;<\/div>\n        <div class=\"ein-a\">Portfolio-Strategie: FCR + aFRR + mFRR als Erg\u00e4nzungskanal + Arbitrage werden t\u00e4glich dynamisch gewichtet. aFRR ist 2026 +40&thinsp;% (ISEA RWTH Aachen) \u2014 der Kanalwechsel erfolgt ohne Hardware-\u00c4nderung. FCR bleibt Portfoliobaustein, kein alleiniges Standbein.<\/div>\n      <\/div>\n      <div class=\"ein-card\">\n        <div class=\"ein-q\">\u201eWir haben keine freie Netzkapazit\u00e4t.&#8221;<\/div>\n        <div class=\"ein-a\">\u00dcber 60&thinsp;% der industriellen Anschl\u00fcsse haben mehr freie Kapazit\u00e4t als intern bekannt. CUBE BatterySizer analysiert \u00fcber 250 Betriebsvarianten auf Basis Ihrer Lastgangdaten \u2014 kostenlos, vor Ihrer Entscheidung.<\/div>\n      <\/div>\n      <div class=\"ein-card\">\n        <div class=\"ein-q\">\u201eWir wissen noch nicht ob wir Contracting oder Kauf wollen.&#8221;<\/div>\n        <div class=\"ein-a\">Das ist kein Hinderungsgrund. Die Open-Book-Kalkulation zeigt beide Modelle nebeneinander \u2014 auf Basis desselben Standorts, derselben Zahlen. Contracting (0&thinsp;\u20ac CAPEX, 25&thinsp;% Anteil) oder Kauf (100&thinsp;% Erl\u00f6se, IRR 10,5&thinsp;%): CUBE CONCEPTS rechnet beides durch, bevor Sie sich festlegen.<\/div>\n      <\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 11 REFERENZEN -->\n<section class=\"section\" id=\"referenzen\" style=\"background:var(--dark);position:relative;overflow:hidden\">\n  <div class=\"content-wrap\" style=\"padding-top:56px;padding-bottom:56px\">\n    <div class=\"eyebrow\">Referenzen<\/div>\n    <h2 style=\"color:#fff;margin-bottom:16px\">Tier-1-Referenzen \u2014 europaweit \u00b7 auf demselben Fundament<\/h2>\n    <p style=\"color:rgba(255,255,255,.75);max-width:680px;margin-bottom:8px;font-size:16px;line-height:1.7\">\u00dcber 150 realisierte PV-Projekte, europaweite Multi-Site-Rollouts. Jetzt Batteriespeicher \u2014 auf demselben Fundament, mit demselben Anspruch.<\/p>\n    <p style=\"color:rgba(255,255,255,.5);font-size:14px;margin-bottom:24px\">Anonym, auf Anfrage referenzierbar.<\/p>\n    <div style=\"display:flex;flex-wrap:wrap;gap:10px;margin-bottom:24px\">\n      <div style=\"background:rgba(255,255,255,.1);border:1px solid rgba(255,255,255,.2);border-radius:6px;padding:8px 16px;font-size:14px;font-weight:600;color:#fff\">TI Automotive<\/div>\n      <div style=\"background:rgba(255,255,255,.1);border:1px solid rgba(255,255,255,.2);border-radius:6px;padding:8px 16px;font-size:14px;font-weight:600;color:#fff\">Magna International<\/div>\n      <div style=\"background:rgba(255,255,255,.1);border:1px solid rgba(255,255,255,.2);border-radius:6px;padding:8px 16px;font-size:14px;font-weight:600;color:#fff\">Valeo<\/div>\n      <div style=\"background:rgba(255,255,255,.1);border:1px solid rgba(255,255,255,.2);border-radius:6px;padding:8px 16px;font-size:14px;font-weight:600;color:#fff\">Voestalpine<\/div>\n      <div style=\"background:rgba(255,255,255,.1);border:1px solid rgba(255,255,255,.2);border-radius:6px;padding:8px 16px;font-size:14px;font-weight:600;color:#fff\">Tenneco<\/div>\n      <div style=\"background:rgba(255,255,255,.1);border:1px solid rgba(255,255,255,.2);border-radius:6px;padding:8px 16px;font-size:14px;font-weight:600;color:#fff\">ITW<\/div>\n    <\/div>\n    <div style=\"margin-top:8px;font-size:13px;color:rgba(255,255,255,.35)\">Energieprojekte europaweit<\/div>\n    <div style=\"margin-top:24px\">\n      <a href=\"\/kontakt\/\" style=\"display:inline-flex;align-items:center;gap:10px;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:17px;font-weight:700;padding:12px 28px;border-radius:6px;text-decoration:none\">Qualifiziert sich auch Ihr Standort \u2192<\/a>\n      <div style=\"font-size:12px;color:rgba(255,255,255,.5);margin-top:6px\">Lastgang einsenden \u2014 CUBE CONCEPTS pr\u00fcft kostenlos und unverbindlich<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 12 FAQ -->\n<section class=\"section\" id=\"faq\" style=\"background:var(--gray)\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">H\u00e4ufige Fragen<\/div>\n    <h2>Regelenergie &amp; FTM \u2014 Antworten f\u00fcr Entscheider<\/h2>\n    <div style=\"max-width:800px;margin-top:28px\">\n      <div class=\"faq-item\"><button class=\"faq-q\">Was ist FCR und wie verdient ein Batteriespeicher damit?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">FCR (Frequency Containment Reserve) reagiert in \u226430 Sek. Verg\u00fctung: Kapazit\u00e4tspreis pay-as-bid, st\u00fcndliche Auktionen (regelleistung.net). ~0,3 Vollzyklen pro Tag \u2014 geringe Degradation. Seit 2023 r\u00fcckl\u00e4ufig, bleibt aber Portfoliobaustein.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Was ist aFRR und warum ist es 2026 der st\u00e4rkste FTM-Kanal?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">aFRR (Sekund\u00e4rregelleistung) reagiert vollst\u00e4ndig in 5 Min. Kapazit\u00e4tspreis + Arbeitspreis, t\u00e4gliche und w\u00f6chentliche Auktionen. +40 % Wachstum 2026 laut ISEA RWTH Aachen Battery Revenue Index 2025. 2h-System (0,5C) optimal.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Ab welcher Gr\u00f6\u00dfe kann ein Batteriespeicher an der Regelenergie teilnehmen?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Direktzugang FCR &#038; aFRR: \u22651 MW (Pr\u00e4qualifikation beim \u00dcNB). Pooling: ab 750 kW. FCR-Reaktionszeit \u226430 Sek., aFRR vollst\u00e4ndig in 5 Min. Pr\u00e4qualifikation als Full-Service durch CUBE CONCEPTS.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Wie hoch ist das FTM-Erl\u00f6spotenzial eines Industriespeichers?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">200.000\u2013300.000 \u20ac\/MW\/Jahr FTM-Bruttoerl\u00f6se (KPMG AG, Investment Case BESS, Feb. 2026). Standortspezifisch \u2014 LCOS LFP 110&thinsp;\u20ac\/MWh (Benchmark Herstellerausschreibung). Potenzialanalyse kostenlos.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Wie koordiniert die CUBE EfficiencyUnit FCR, aFRR und Peak Shaving?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">T\u00e4gliche Neupriorisierung nach HLZ, Lastprognose und Marktpreis. \u00a719-Compliance und Peak Shaving haben immer Vorrang. FTM l\u00e4uft nur in HLZ-freien Zeitfenstern \u2014 \u00a719 Antragsfrist: 30. September \u2014 revisionssicher dokumentiert.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Was ist der Unterschied zwischen CUBE und einem klassischen Pool-Optimierer?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">CUBE rechnet auf Basis Ihres Lastgangs \u2014 Open-Book, alle Annahmen offen vor Ihrer Festlegung. Pool-Optimierer rechnen auf Basis ihres Portfolios. Ergebnis: Kalkulation im Kundeninteresse, nicht im Anbieterinteresse.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Wie funktioniert Spotarbitrage mit einem Batteriespeicher?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Laden bei negativen oder g\u00fcnstigen Preisen, Entladen bei hohen Preisen. 457 Stunden negative Strompreise 2024 in Deutschland. Erg\u00e4nzungskanal \u2014 stabilisiert Erl\u00f6se bei niedrigen Regelenergiepreisen. Quelle: EPEX SPOT \/ BNetzA 2024.<\/div><\/div>\n      <div class=\"faq-item\"><button class=\"faq-q\">Kann ein Batteriespeicher FTM und BTM gleichzeitig betreiben?<span style=\"font-size:20px;font-weight:300;color:var(--blue)\">+<\/span><\/button><div class=\"faq-a\">Ja \u2014 die CUBE EfficiencyUnit koordiniert automatisch. BTM (\u00a719 Antragsfrist 30. September) hat Vorrang. FTM l\u00e4uft in freien Kapazit\u00e4tsfenstern. MiSPeL: PV + FTM ab Mitte 2026 kombiniert. \u00a7118: IBN bis 4. August 2029 \u2014 20 Jahre.<\/div><\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 13 CTA -->\n<section class=\"section\" id=\"cta\" style=\"background:var(--dark);padding:72px 24px;text-align:center\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\">N\u00e4chster Schritt<\/div>\n    <h2 style=\"color:#fff;max-width:680px;margin:0 auto 20px\">FTM-Potenzial analysieren \u2014 standortspezifisch und kostenlos<\/h2>\n    <p style=\"color:rgba(255,255,255,.75);max-width:620px;margin:0 auto 28px;font-size:16px;line-height:1.75\">CUBE CONCEPTS berechnet auf Basis Ihres Lastgangs: freie Netzkapazit\u00e4t, optimale Speicherdimensionierung, FCR\/aFRR\/Arbitrage-Potenzial und Ihre Erl\u00f6serwartung \u2014 Open-Book, vor Ihrer Entscheidung.<\/p>\n    <div style=\"display:inline-flex;align-items:center;gap:8px;background:rgba(234,88,12,.12);border:1px solid rgba(234,88,12,.3);border-radius:6px;padding:8px 14px;margin-bottom:24px\">\n      <span style=\"font-size:13px;color:rgba(255,255,255,.75)\">\u00a7118-Deadline: 4.&thinsp;August&thinsp;2029 \u2014<\/span>\n      <strong style=\"color:#f97316\"><span id=\"days-cta\">1.221<\/span> Tage verbleibend<\/strong>\n    <\/div>\n    <div>\n      <a href=\"\/kontakt\/\" style=\"display:inline-block;background:var(--green);color:#fff;font-family:'Barlow Condensed',sans-serif;font-size:20px;font-weight:700;padding:16px 40px;border-radius:6px;text-decoration:none\">Lastgang einsenden \u2014 kostenlose Potenzialanalyse \u2192<\/a>\n      <div style=\"margin-top:12px;font-size:12px;color:rgba(255,255,255,.4)\">Kostenlos \u00b7 1\u20132 Wochen \u00b7 Kein Commitment \u00b7 \u00a7118-Deadline: 4. August 2029<\/div>\n    <\/div>\n  <\/div>\n<\/section>\n\n<!-- 14 HUB -->\n<section class=\"section\" id=\"hub\" style=\"background:var(--lb)\">\n  <div class=\"content-wrap\">\n    <div class=\"eyebrow\" style=\"color:var(--blue)\">Weiterf\u00fchrende Themen<\/div>\n    <h2 style=\"color:var(--dark);margin-bottom:8px\">Batteriespeicher \u2014 alle Themen im \u00dcberblick<\/h2>\n    <p style=\"font-size:16px;color:var(--text);margin-bottom:32px;max-width:680px\">Batteriespeicher, die Energiekosten senken. Regulatorik zum Hebel machen. Erl\u00f6spotenzial an Ihrem Netzanschluss aktivieren \u2014 heute.<\/p>\n    <div style=\"display:grid;grid-template-columns:repeat(4,1fr);gap:16px\">\n      <a href=\"\/batteriespeicher\/erloese\/\" class=\"hub-card\"><div class=\"hub-title\">Erl\u00f6se &amp; LCOS<\/div><div class=\"hub-sub\">BTM-Einsparungen + FTM-Markterl\u00f6se \u2014 Zahlen, Quellen, Kalkulation<\/div><\/a>\n      <a href=\"\/batteriespeicher\/peak-shaving\/\" class=\"hub-card\"><div class=\"hub-title\">Peak Shaving &amp; \u00a719<\/div><div class=\"hub-sub\">Leistungspreis senken, \u00a719 Antragsfrist 30. September beachten<\/div><\/a>\n      <a href=\"\/batteriespeicher\/multi-use\/\" class=\"hub-card\"><div class=\"hub-title\">Multi-Use BTM + FTM<\/div><div class=\"hub-sub\">Beide Erl\u00f6squellen kombinieren \u2014 Vollkombi ab Phase III<\/div><\/a>\n      <a href=\"\/modelle\/cpfs\/\" class=\"hub-card\"><div class=\"hub-title\">CUBE Profit Flex Solution<\/div><div class=\"hub-sub\">Das \u00fcbergeordnete Betriebsmodell: FTM, BTM und Vollkombi<\/div><\/a>\n    <\/div>\n  <\/div>\n<\/section>\n\n\n<script>\ndocument.querySelectorAll('.faq-item').forEach(item => {\n  const btn = item.querySelector('.faq-q');\n  const ans = item.querySelector('.faq-a');\n  btn.addEventListener('click', () => {\n    const open = ans.style.display === 'block';\n    document.querySelectorAll('.faq-a').forEach(a => { a.style.display='none'; });\n    document.querySelectorAll('.faq-q span').forEach(s => { s.textContent='+'; });\n    if(!open){ ans.style.display='block'; btn.querySelector('span').textContent='\u2212'; }\n  });\n});\n(function(){\n  var dl=new Date('2029-08-04T00:00:00');\n  function upd(){\n    var d=Math.max(0,Math.floor((dl-new Date())\/86400000));\n    ['days-hero','days-cta'].forEach(id=>{var e=document.getElementById(id);if(e)e.textContent=d.toLocaleString('de-DE');});\n  }\n  upd(); setInterval(upd,3600000);\n})();\nconst obs=new IntersectionObserver(es=>es.forEach(e=>{if(e.isIntersecting){e.target.classList.add('active');obs.unobserve(e.target);}},{threshold:0.1,rootMargin:'0px 0px -40px 0px'}));\ndocument.querySelectorAll('.fade-up').forEach(el=>{if(el.getBoundingClientRect().top>window.innerHeight)obs.observe(el);else el.classList.add('active');});\n<\/script>\n","protected":false},"excerpt":{"rendered":"<p>Startseite \u203a Batteriespeicher \u203a Regelenergie FCR \u00b7 aFRR \u00b7 mFRR \u00b7 Spotarbitrage \u00b7 FTM-Vermarktung Regelenergie &amp; FTM \u2014 Erl\u00f6se f\u00fcr Industriespeicher Ein Industriespeicher ab 1&thinsp;MW erzielt t\u00e4glich Erl\u00f6se aus FCR, aFRR, mFRR und Spotarbitrage \u2014 vollautomatisch, unabh\u00e4ngig vom Produktionsbetrieb. Die meisten Anbieter verkaufen Hardware oder Strom. CUBE CONCEPTS baut das System dahinter. 200.000\u2013300.000&thinsp;\u20ac FTM-Bruttoerl\u00f6se pro [&hellip;]<\/p>\n","protected":false},"author":131,"featured_media":0,"parent":28816,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_acf_changed":false,"footnotes":""},"class_list":["post-28890","page","type-page","status-publish","hentry"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Regelenergie | CUBE CONCEPTS<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/cubeconcepts.de\/fr\/batteriespeicher\/regelenergie\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Regelenergie | CUBE CONCEPTS\" \/>\n<meta property=\"og:description\" content=\"Startseite \u203a Batteriespeicher \u203a Regelenergie FCR \u00b7 aFRR \u00b7 mFRR \u00b7 Spotarbitrage \u00b7 FTM-Vermarktung Regelenergie &amp; FTM \u2014 Erl\u00f6se f\u00fcr Industriespeicher Ein Industriespeicher ab 1&thinsp;MW erzielt t\u00e4glich Erl\u00f6se aus FCR, aFRR, mFRR und Spotarbitrage \u2014 vollautomatisch, unabh\u00e4ngig vom Produktionsbetrieb. 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