{"product_id":"abf3-serie","title":"Kesselrohr Expander ABF3 Serie","description":"\u003cdiv class=\"hytool-abf3-series\" lang=\"de\"\u003e\n\u003cstyle type=\"text\/css\"\u003e.hytool-abf3-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-abf3-series *{box-sizing:border-box;}\n    .hytool-abf3-series h2,.hytool-abf3-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-abf3-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-abf3-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-abf3-series p{margin:0 0 14px;}\n    .hytool-abf3-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-abf3-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-abf3-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-abf3-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-abf3-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-abf3-series .uses li{margin:6px 0;}\n    .hytool-abf3-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-abf3-series .graph-img{width:100%;max-width:460px;height:auto;display:block;margin:0 auto;border-radius:10px;image-rendering:auto;}\n    .hytool-abf3-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-abf3-series table{width:100%;border-collapse:collapse;table-layout:auto;}\n    .hytool-abf3-series th,.hytool-abf3-series td{border:1px solid var(--line);padding:5px 5px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;}\n    .hytool-abf3-series .data-table{font-size:clamp(8px,.82vw,11px);line-height:1.18;min-width:1120px;}\n    .hytool-abf3-series thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-abf3-series thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-abf3-series tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-abf3-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-abf3-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-abf3-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-abf3-series{font-size:15px;}.hytool-abf3-series th,.hytool-abf3-series td{padding:4px 3px;}.hytool-abf3-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003eABF3 Serie Kesselrohraufweiter mit Lager und 30° Bördelung\u003c\/h2\u003e\n\n\u003cp\u003eDie ABF3 Serie kombiniert die 30°-Bördelgeometrie der AF3 Serie mit einem integrierten Lager. Dadurch werden Reibungsaufbau und Antriebswiderstand reduziert, was ruhigere Aufweitzyklen, eine gleichmäßigere Bearbeitung und eine längere Werkzeugstandzeit ermöglicht.\u003c\/p\u003e\n\n\u003cp\u003eDie robuste Konstruktion mit selbstgehaltenen Rollen im Käfig ist für das Aufweiten und Bördeln von Kesselrohrenden ausgelegt. Überlappende Bördelrollen verhindern Riefen und Absätze am Rohr. Die Serie ist besonders für produktive Anwendungen geeignet, bei denen Rohrenden zuverlässig aufgeweitet und gleichzeitig angeformt werden müssen.\u003c\/p\u003e\n\n\u003cdiv class=\"badges\"\u003e\n\u003cspan class=\"badge\"\u003emit integriertem Lager\u003c\/span\u003e \u003cspan class=\"badge\"\u003e30° Bördelwinkel\u003c\/span\u003e \u003cspan class=\"badge\"\u003eRohr-O.D. 7\/8\" bis 4.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003efür hohe Produktivität\u003c\/span\u003e\n\u003c\/div\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"info-box\"\u003e\n\u003ch3\u003eEinsatzbereich und Vorteile\u003c\/h3\u003e\n\n\u003cul class=\"uses\"\u003e\n\t\u003cli\u003ewirtschaftlicher Kesselrohraufweiter für Anwendungen mit Bördelung der Rohrenden\u003c\/li\u003e\n\t\u003cli\u003erobuste Konstruktion mit selbstgehaltenen Rollen im Käfig\u003c\/li\u003e\n\t\u003cli\u003ebewährtes, langlebiges Werkzeugdesign\u003c\/li\u003e\n\t\u003cli\u003eüberlappende Bördelrollen verhindern Riefen und Absätze an Kesselrohren\u003c\/li\u003e\n\t\u003cli\u003edas Lager reduziert Reibungsaufbau und ermöglicht ruhigere Aufweitzyklen\u003c\/li\u003e\n\t\u003cli\u003edie Lagerung erhöht die nutzbare Lebensdauer des Werkzeugs\u003c\/li\u003e\n\t\u003cli\u003efür produktive Anwendungen, bei denen Rohrenden aufgeweitet und gebördelt werden müssen\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/section\u003e\n\n\u003csection aria-label=\"ABF3 Serie technische Grafik\" class=\"graph-wrap\"\u003e\u003cimg alt=\"ABF3 Serie Kesselrohraufweiter mit Lager, Rohrbodenstärke, Rohrüberstand und 30 Grad Bördelwinkel\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eAuswahltabelle ABF3 Serie\u003c\/h3\u003e\n\n\u003cp\u003eDie Tabelle enthält ausschließlich die Werkzeugauswahl. Sie ordnet Rohr-Außendurchmesser, Rohrwandstärke, Mindest-Innendurchmesser, maximale Aufweitung und ABF3-Werkzeugnummern den verfügbaren Rohrbodenstärken zu. Wir haben alle Ersatzteile im Angebot. Bitte sprechen Sie uns an.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"ABF3 Serie Auswahltabelle Seite 1\" class=\"data-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 1\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 2\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMindest-I.D.\u003cbr\u003e\n\t\t\tWerkzeug tritt ein\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Aufweitung\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"5\"\u003eWerkzeugnummer nach Rohrbodenstärke\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand inch\u003c\/th\u003e\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\t\t\t\u003cth\u003e7\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e1.1\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e1.5\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e2.1\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e2.5\/8\"\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/thead\u003e\n\t\u003ctbody\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e7\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\t\t\t\u003ctd\u003e18,1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.712\u003c\/td\u003e\n\t\t\t\u003ctd\u003e20,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.803\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-81\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-81\/3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e7\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\t\t\t\u003ctd\u003e18,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.724\u003c\/td\u003e\n\t\t\t\u003ctd\u003e20,7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.814\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-83\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-83\/3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e7\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\t\t\t\u003ctd\u003e18,8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.740\u003c\/td\u003e\n\t\t\t\u003ctd\u003e21,1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.830\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-85\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-85\/3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e7\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\t\t\t\u003ctd\u003e19,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.763\u003c\/td\u003e\n\t\t\t\u003ctd\u003e21,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.850\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-87\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-87\/3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e7\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e19–20\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.042–.035\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.1\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\t\t\t\u003ctd\u003e19,7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.775\u003c\/td\u003e\n\t\t\t\u003ctd\u003e22,3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.877\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-89\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-89\/3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.1\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\t\t\t\u003ctd\u003e20,1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.791\u003c\/td\u003e\n\t\t\t\u003ctd\u003e22,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.881\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-91\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-91\/3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.1\/8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.148\u003c\/td\u003e\n\t\t\t\u003ctd\u003e20,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.811\u003c\/td\u003e\n\t\t\t\u003ctd\u003e23,1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.909\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-97\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u0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td\u003e\n\t\t\t\u003ctd\u003e.120–.095\u003c\/td\u003e\n\t\t\t\u003ctd\u003e2.1\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.238\u003c\/td\u003e\n\t\t\t\u003ctd\u003e42,9\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.688\u003c\/td\u003e\n\t\t\t\u003ctd\u003e49,5\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.948\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-191\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-191\/3\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-191\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-191\/5\u003c\/td\u003e\n\t\t\t\u003ctd\u003eABF3-191\/6\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\n\u003cp class=\"note\"\u003e \u003c\/p\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eKurzbeschreibung\u003c\/h3\u003e\n\n\u003cp\u003eDie ABF3 Serie Kesselrohraufweiter mit Lager ist für das Aufweiten und 30°-Bördeln von Kesselrohren ausgelegt. Das integrierte Lager reduziert Reibung, verbessert den Werkzeuglauf und erhöht die Standzeit. Überlappende Bördelrollen verhindern Riefenbildung und sorgen für gleichmäßige Rohrenden bei produktiven Wartungs- und Fertigungsarbeiten.\u003c\/p\u003e\n\n\u003cp\u003e\u003cstrong\u003eWir haben alle Ersatzteile im Angebot. Bitte sprechen Sie uns an.\u003c\/strong\u003e\u003c\/p\u003e\n\u003c\/section\u003e\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56794583859526,"sku":"ABF3 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/abf3-seriepng-60740.png?v=1781599845","url":"https:\/\/hytool.de\/en\/products\/abf3-serie","provider":"hytool","version":"1.0","type":"link"}