Der Hersteller für Trapezprofile & Großhändler für Sandwichpaneele
Hoffmann Trapezbleche aus Niedersachsen
Wir sind Hoffmann 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)
Unser Know-how:
Als etabliertes und familiengeführtes Unternehmen mit über 40 Jahren Erfahrung sind wir auf die Herstellung qualitativ erstklassiger Trapezbleche für diverse Anwendungsbereiche spezialisiert. Unsere Produkte wie Trapez- Well- und Sandwichpaneele finden Verwendung in Industrie, Gewerbe, Landwirtschaft und Außenarchitektur.
Herstellung
- Moderner Maschinenpark:
Unsere Trapezbleche werden nach den Vorgaben der europäischen Norm DIN EN 1090-1, Teil 4 und 5 hergestellt. Durch kontinuierliche Investitionen in neue Produktionsanlagen sichern wir unsere hohe Effizienz, Qualität und Liefergeschwindigkeit für unsere Kunden.
Handel 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)
- Hohe Flexibilität & Kundenzufriedenheit:
Wir sind ein marktorientiertes Unternehmen, das sich stets zu Verbesserung und maximaler Kundenzufriedenheit verpflichtet fühlt. Top-Preise und schnelle Reaktionszeiten sind nur zwei unserer Stärken. Sie haben die Wahl, ob Sie Ihre Waren kurzfristig an unserem Hauptsitz in Nordhorn oder in unserer Zweigstelle in Klein Berßen abholen oder sich diese europaweit liefern lassen.
kostenlose Beratung und Support unter +49 5921-80-82-0 oder per Email info@trapezbleche.com
Trapezbleche in bester Qualität
nach DIN EN 1090
Profitieren Sie von zahlreichen Farben nach RAL-Farbstandard und Oberflächenbeschichtungen für jedes Einsatzgebiet.
Stellen Sie jetzt Ihre Anfrage für Trapezbleche direkt beim Hersteller
Unsere Verkaufsberater sind für Sie da
zum Team
jetzt anfragen
Bestseller - Produkte
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![](/fileadmin/_processed_/1/8/csm_blech_mit-anti-vlies_RAL7016_52471dc55a.jpg)
Dach Trapezblech - 20/115 RAL 7016 + Antitropfvlies
- Farbe RAL 7016
- Antitropfbeschichtung auf der Rückseite
- Beschichtung: B-Seite 25µ Polyester / Rückseitenschutzlack
- Materialstärke: 0,50mm
- Baubreite: 1035mm
![](/fileadmin/_processed_/e/0/csm_SIPD_40_8012_ddba54963f.jpg)
Dach Sandwichpaneel - SIPD 80/40 RAL 8012
- Farbe: RAL 8012
- Beschichtung: B-Seite 25µ Polyester / Rückseitenschutzlack
- Gesamtstärke 80mm, Kernstärke 40mm
- Baubreite: 1000mm
![](/fileadmin/_processed_/d/a/csm_Italpannelli_30_7016_caa658682b.jpg)
Wand Sandwichpaneel - MEC 30 SB RAL 7016
- Farbe: RAL 7016
- Leicht liniert, sichtbare Befestigung
- Kernstärke 30mm
- Baubreite: 1000mm
Hoffmann Unternehmensgruppe
2024
Trapezbleche im Detail
Trapezbleche sind Bauelemente aus Stahl oder Aluminium, die durch ein spezielles Umformverfahren aus Flachblech hergestellt werden. Dadurch erhalten sie eine hohe Stabilität und Festigkeit. Trapezbleche werden häufig als Dach- oder Wandverkleidung verwendet und benötigen im Vergleich zu anderen Baumaterialien nur eine geringe Unterkonstruktion. Sie sind einfach zu verarbeiten, kostengünstig und langlebig.
- Kostengünstig:
Wir bieten Ihnen unsere Trapezbleche für Dach und Wand zu Topkonditionen an. Hierbei können Sie auch zwischen
Trapezblechen in 1. Wahl & 2. Wahl Trapezblechen bzw. Restposten Trapezblech entscheiden.
- Recyclingfähig:
Trapezbleche sind recyclingfähig und nachhaltig.
- Vielseitig:
Trapezbleche finden neben dem klassischen Einsatz als Dacheindeckung aus Blech auch in anderen Bereichen Verwendung, z. B. als Wandverkleidung mit Trapezblechen, Fassaden mit Stahlblechen, Carport mit Trapezprofilen, Garagendächer mit Trapezblechen u. v. m.
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Europäische Aufbau- und Resilienzfazilität
Die Europäische Union fördert zusammen mit dem Bundesministerium für Wirtschaft und Klimaschutz über die europäische Aufbau- und Resilienzfazilität (ARF) die Maßnahme Innovationsprämie.