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	<title>Maschinenbau Brutscher | Ihr Experte für Präzisionsteile im Maschinenbau, Prototyp-Erstellung und vieles mehr</title>
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	<title>Maschinenbau Brutscher | Ihr Experte für Präzisionsteile im Maschinenbau, Prototyp-Erstellung und vieles mehr</title>
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		<title>Was Einkäufer wissen müssen: Kriterien für die Auswahl des richtigen Zerspanungsdienstleisters</title>
		<link>https://brutscher-maschinenbau.de/was-einkaeufer-wissen-muessen-kriterien-fuer-die-auswahl-des-richtigen-zerspanungsdienstleisters/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=was-einkaeufer-wissen-muessen-kriterien-fuer-die-auswahl-des-richtigen-zerspanungsdienstleisters</link>
		
		<dc:creator><![CDATA[Michael Brutscher]]></dc:creator>
		<pubDate>Mon, 06 Oct 2025 15:41:43 +0000</pubDate>
				<category><![CDATA[Maschinenbau (allgemein)]]></category>
		<guid isPermaLink="false">https://brutscher-maschinenbau.de/?p=2028</guid>

					<description><![CDATA[In der Welt des Maschinenbaus ist die Zerspanung ein unverzichtbarer Prozess. Ob Prototypen, Kleinserien oder die Massenproduktion von Präzisionsteilen – die Qualität der gefertigten Komponenten entscheidet oft über den Erfolg eines Endprodukts. Für Einkäufer ist die Wahl des richtigen Zerspanungsdienstleisters daher eine der wichtigsten Entscheidungen. Dabei geht es nicht nur um den Preis, sondern um [&#8230;]]]></description>
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									<p><span style="font-weight: 400;">In der Welt des Maschinenbaus ist die </span><b>Zerspanung</b><span style="font-weight: 400;"> ein unverzichtbarer Prozess. Ob Prototypen, Kleinserien oder die Massenproduktion von Präzisionsteilen – die Qualität der gefertigten Komponenten entscheidet oft über den Erfolg eines Endprodukts. Für Einkäufer ist die Wahl des richtigen </span><b>Zerspanungsdienstleisters</b><span style="font-weight: 400;"> daher eine der wichtigsten Entscheidungen. Dabei geht es nicht nur um den Preis, sondern um eine Vielzahl von Faktoren, die die gesamte Wertschöpfungskette beeinflussen.</span></p>
<p><span style="font-weight: 400;">In diesem Blogartikel beleuchten wir die entscheidenden Kriterien, die Einkäufer bei der </span><b>Auswahl eines Zerspanungsdienstleisters</b><span style="font-weight: 400;"> berücksichtigen sollten.</span></p>
<h2><b>1. Qualität und Präzision: Das A und O der Zerspanung</b></h2>
<p><span style="font-weight: 400;">Das Wichtigste zuerst: </span><b>Qualität</b><span style="font-weight: 400;">. Ein zuverlässiger Zerspanungsdienstleister zeichnet sich durch seine Fähigkeit aus, Teile mit höchster Präzision zu fertigen, die exakt den vorgegebenen Toleranzen entsprechen. Achten Sie auf folgende Punkte:</span></p>
<ul>
<li style="font-weight: 400;" aria-level="1"><b>Zertifizierungen:</b><span style="font-weight: 400;"> Besitzt der Dienstleister Zertifizierungen wie </span><b>ISO 9001</b><span style="font-weight: 400;"> oder spezielle branchenspezifische Normen (z.B. </span><b>AS9100</b><span style="font-weight: 400;"> für die Luft- und Raumfahrt)? Diese Standards belegen ein etabliertes Qualitätsmanagementsystem.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Mess- und Prüftechnik:</b><span style="font-weight: 400;"> Wie werden die gefertigten Teile geprüft? Ein guter Dienstleister verfügt über moderne </span><b>Messtechnik</b><span style="font-weight: 400;"> (z.B. 3D-Koordinatenmessgeräte) und kann die Qualität der Bauteile lückenlos dokumentieren.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Materialexpertise:</b><span style="font-weight: 400;"> Kann der Dienstleister mit einer Vielzahl von Materialien umgehen? Von Standard-Stählen über Aluminium und Kunststoffe bis hin zu schwer zerspanbaren Materialien wie Titan oder Inconel.</span></li>
</ul>
<p> </p>
<h2><b>2. Technologische Ausstattung und Fertigungskompetenz</b></h2>
<p><span style="font-weight: 400;">Die Leistungsfähigkeit eines Zerspanungsdienstleisters hängt stark von seinem Maschinenpark ab. Moderne, gut gewartete CNC-Maschinen ermöglichen nicht nur eine höhere Präzision, sondern auch eine effizientere Fertigung.</span></p>
<ul>
<li style="font-weight: 400;" aria-level="1"><b>Maschinenpark:</b><span style="font-weight: 400;"> Fragen Sie nach dem Maschinenpark. Werden 3-Achs-, 4-Achs- oder sogar </span><b>5-Achs-Fräsmaschinen</b><span style="font-weight: 400;"> eingesetzt? Letztere ermöglichen die Bearbeitung komplexer Geometrien in einer einzigen Aufspannung, was Zeit und Kosten spart.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Fertigungsverfahren:</b><span style="font-weight: 400;"> Bietet der Dienstleister neben CNC-Fräsen und -Drehen auch andere Verfahren an? Dazu gehören beispielsweise </span><b>CNC-Schleifen</b><span style="font-weight: 400;">, </span><b>Erodieren</b><span style="font-weight: 400;"> (Drahterodieren, Senkerodieren) oder </span><b>Laserbearbeitung</b><span style="font-weight: 400;">. Eine breite Palette an Fertigungsmöglichkeiten kann die Komplexität in der Lieferkette reduzieren.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>CAM-Software:</b><span style="font-weight: 400;"> Welche </span><b>CAM-Software</b><span style="font-weight: 400;"> (Computer-Aided Manufacturing) wird genutzt? Eine leistungsstarke Software ist essenziell für die effiziente Programmierung komplexer Werkstücke.</span></li>
</ul>
<p> </p>
<h2><b>3. Flexibilität und Zuverlässigkeit in der Lieferkette</b></h2>
<p><span style="font-weight: 400;">Ein guter Partner im Maschinenbau zeichnet sich durch seine Flexibilität und seine Zuverlässigkeit aus. Gerade bei eiligen Prototypen oder unerwarteten Änderungen im Produktionsplan ist das essenziell.</span></p>
<ul>
<li style="font-weight: 400;" aria-level="1"><b>Flexibilität bei Stückzahlen:</b><span style="font-weight: 400;"> Kann der Dienstleister sowohl Einzelteile als auch </span><b>Kleinserien</b><span style="font-weight: 400;"> und </span><b>Großserien</b><span style="font-weight: 400;"> fertigen? Ein Partner, der mit Ihnen wächst, ist Gold wert.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Termintreue:</b><span style="font-weight: 400;"> Wie steht es um die </span><b>Lieferzeiten</b><span style="font-weight: 400;">? Ein verlässlicher Dienstleister hält seine Zusagen ein und kommuniziert frühzeitig, falls es zu Verzögerungen kommt.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Kommunikation:</b><span style="font-weight: 400;"> Wie einfach ist die Kommunikation? Ein direkter Ansprechpartner, der Sie über den Projektstand informiert, schafft Vertrauen und sorgt für einen reibungslosen Ablauf.</span></li>
</ul>
<h2><b>4. Referenzen und Kundenservice</b></h2>
<p><span style="font-weight: 400;">Bevor Sie eine langfristige Partnerschaft eingehen, sollten Sie sich ein Bild von den Erfahrungen anderer Kunden machen.</span></p>
<ul>
<li style="font-weight: 400;" aria-level="1"><b>Referenzen:</b><span style="font-weight: 400;"> Kann der Dienstleister </span><b>Referenzprojekte</b><span style="font-weight: 400;"> vorweisen, idealerweise in Ihrer Branche? Positive Erfahrungen anderer Unternehmen sind ein starkes Zeichen für die Kompetenz und Zuverlässigkeit.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Kundenservice:</b><span style="font-weight: 400;"> Wie reagiert der Dienstleister auf Anfragen? Ein guter Service beginnt bereits bei der ersten Kontaktaufnahme. Wird schnell und kompetent auf Ihre technischen Fragen eingegangen?</span></li>
</ul>
<h2><b>Fazit</b></h2>
<p><span style="font-weight: 400;">Die </span><b>Auswahl eines Zerspanungsdienstleisters</b><span style="font-weight: 400;"> ist mehr als nur ein Preisvergleich. Es geht um den Aufbau einer strategischen Partnerschaft, die auf </span><b>Qualität, Präzision, technologischer Kompetenz</b><span style="font-weight: 400;"> und </span><b>Zuverlässigkeit</b><span style="font-weight: 400;"> basiert. Indem Sie diese Kriterien sorgfältig prüfen, stellen Sie sicher, dass Ihre Komponenten nicht nur termingerecht, sondern auch in höchster Qualität gefertigt werden – die Grundlage für jedes erfolgreiche Produkt im Maschinenbau.</span></p>
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		<title>Nachhaltige Energie für die Berge: Reparatur der Wasserkraftturbine am Prinz-Luitpold-Haus durch Brutscher Maschinenbau</title>
		<link>https://brutscher-maschinenbau.de/nachhaltige-energie-fuer-die-berge-reparatur-der-wasserkraftturbine-am-prinz-luitpold-haus-durch-brutscher-maschinenbau/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=nachhaltige-energie-fuer-die-berge-reparatur-der-wasserkraftturbine-am-prinz-luitpold-haus-durch-brutscher-maschinenbau</link>
		
		<dc:creator><![CDATA[Florian Lingner]]></dc:creator>
		<pubDate>Fri, 18 Jul 2025 09:57:55 +0000</pubDate>
				<category><![CDATA[Maschinenbau (allgemein)]]></category>
		<guid isPermaLink="false">https://brutscher-maschinenbau.de/?p=1919</guid>

					<description><![CDATA[Das Prinz-Luitpold-Haus, eine traditionsreiche Berghütte des Deutschen Alpenvereins (DAV), ist ein Wahrzeichen der alpinen Kultur und ein beliebter Stützpunkt für Wanderer und Bergsteiger. Gleichzeitig steht die Hütte für Nachhaltigkeit und Umweltschutz, denn ihre Energieversorgung basiert auf einer eigenen Wasserkraftturbine. Diese musste kürzlich umfassend repariert werden – eine Aufgabe, die von der Brutscher Maschinenbau GmbH mit [&#8230;]]]></description>
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									<p><span style="font-weight: 400;">Das Prinz-Luitpold-Haus, eine traditionsreiche Berghütte des Deutschen Alpenvereins (DAV), ist ein Wahrzeichen der alpinen Kultur und ein beliebter Stützpunkt für Wanderer und Bergsteiger. Gleichzeitig steht die Hütte für Nachhaltigkeit und Umweltschutz, denn ihre Energieversorgung basiert auf einer eigenen Wasserkraftturbine. Diese musste kürzlich umfassend repariert werden – eine Aufgabe, die von der Brutscher Maschinenbau GmbH mit großer Expertise und Präzision ausgeführt wurde. Neben der Reparatur spielte auch unser umfassendes </span><a href="https://brutscher-maschinenbau.de/leistungen/reverse-engineering/"><b>Know-how im Bereich Reverse Engineering</b></a><span style="font-weight: 400;"> eine zentrale Rolle. In diesem Beitrag erfahren Sie alles über die Geschichte des Projekts, die Herausforderungen bei der Reparatur und die innovativen Lösungen, die zur Wiederinbetriebnahme der Turbine führten.</span></p>
<h2><b>Das Prinz-Luitpold-Haus: Ein Ort mit Geschichte</b></h2>
<p><span style="font-weight: 400;">Seit seiner Eröffnung im Jahr 1888 zählt das Prinz-Luitpold-Haus zu den bedeutendsten Berghütten der Alpenregion. Als eine der ersten Unterkünfte des Deutschen Alpenvereins bot es Wanderern und Bergsteigern Schutz vor den oft rauen Wetterbedingungen der Hochalpen.</span></p>
<p><span style="font-weight: 400;">Die Hütte liegt auf einer Höhe von 1.846 Metern und besticht nicht nur durch ihre Geschichte, sondern auch durch ihre beeindruckende Lage: Von der Sonnenterrasse aus eröffnet sich ein Panoramablick auf die umliegenden Gipfel des Allgäus. Über die Jahre wurde die Hütte mehrfach modernisiert, um den Komfort für Gäste zu erhöhen – ein Beispiel dafür, wie Tradition und Moderne in Einklang gebracht werden können.</span></p>
<p><span style="font-weight: 400;">Ein besonderes Merkmal des Prinz-Luitpold-Hauses ist sein Engagement für Nachhaltigkeit. Die Energieversorgung erfolgt über eine hauseigene Wasserkraftturbine, die den Strombedarf der Hütte deckt und damit eine klimafreundliche Alternative zu fossilen Brennstoffen bietet.</span></p>
<p><b>Ein Problem, das schnelles Handeln erforderte</b></p>
<p><span style="font-weight: 400;">Vor kurzem stand das Prinz-Luitpold-Haus vor einer Herausforderung: Die Wasserkraftturbine, das Herzstück der Energieversorgung, zeigte massive Schäden, die ihren Betrieb unmöglich machten. Da die Turbine die gesamte Stromversorgung der Berghütte sicherstellt, war eine schnelle und effiziente Lösung erforderlich, um den nachhaltigen Betrieb des Hauses nicht zu gefährden.</span></p>
<p><span style="font-weight: 400;">Die Brutscher Maschinenbau GmbH wurde mit der Reparatur beauftragt. Gemeinsam mit der <a href="https://www.dav-allgaeu-immenstadt.de/" target="_blank" rel="noopener">DAV-Sektion Allgäu-Immenstadt</a>, die den Ausbau der Anlage organisierte, und weiteren Partnern wurde ein Plan erarbeitet, um die Turbine aus ihrer anspruchsvollen Berglage ins Tal zu transportieren, umfassend zu reparieren und wieder in Betrieb zu nehmen.</span></p>
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									<h3><b>Diagnose: Die Schäden an der Turbine</b></h3>
<p><span style="font-weight: 400;">Die erste Inspektion der Turbine offenbarte eine Reihe von schwerwiegenden Defekten, die ihren Betrieb unmöglich machten. Die Hauptprobleme umfassten:</span></p>
<ul>
<li style="font-weight: 400;" aria-level="1"><b>Zerstörte Rotorlagerungen:</b><span style="font-weight: 400;"> Diese Schäden führten zu Instabilität und erhöhtem Verschleiß während des Betriebs.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Defekte Rotordichtungen:</b><span style="font-weight: 400;"> Ohne funktionierende Dichtungen konnten Leckagen und der Eintritt von Verunreinigungen nicht mehr verhindert werden.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Einseitig eingelaufene Turbinenwelle:</b><span style="font-weight: 400;"> Der Verschleiß durch Kontakt mit dem Gehäuse beeinträchtigte die Funktionalität massiv.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Deformiertes Turbinengehäuse:</b><span style="font-weight: 400;"> Strukturelle Schäden gefährdeten die Stabilität der gesamten Anlage.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Defekte Kupplung:</b><span style="font-weight: 400;"> Die Verbindung zwischen Turbine und Generator war nicht mehr funktionsfähig.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Stark beschädigte Aufhängung der Düsenverstellung:</b><span style="font-weight: 400;"> Präzise Steuerung und Effizienz der Turbine waren dadurch stark eingeschränkt.</span></li>
</ul>
<p> </p>
<p><span style="font-weight: 400;">Trotz dieser umfassenden Mängel gab es auch eine gute Nachricht: Das Schaufelrad war noch in einem guten Zustand und konnte weiterverwendet werden.</span></p>								</div>
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									<h3><b>Reverse Engineering: Präzision durch Innovation</b></h3>
<p><span style="font-weight: 400;">Ein besonderes Highlight dieses Projekts war der Einsatz von </span><b>Reverse Engineering</b><span style="font-weight: 400;">, einer Kernkompetenz der Brutscher Maschinenbau GmbH. Reverse Engineering kam vor allem bei der Rekonstruktion beschädigter oder nicht mehr erhältlicher Bauteile zum Einsatz. Mit modernsten Technologien und Fachwissen konnten wir eine detaillierte Analyse der beschädigten Komponenten durchführen und diese präzise nachbauen.</span></p>
<p><span style="font-weight: 400;">Dies war insbesondere bei der </span><b>Konstruktion der neuen Rotorwelle, der Düsenaufhängung und der Rotordichtungen</b><span style="font-weight: 400;"> entscheidend. Durch Reverse Engineering waren wir in der Lage, die ursprüngliche Geometrie und Funktion der Bauteile zu rekonstruieren, Schwachstellen zu identifizieren und die Bauteile gezielt zu optimieren. So konnten wir nicht nur die ursprüngliche Leistung der Turbine wiederherstellen, sondern auch ihre Effizienz und Lebensdauer erhöhen.</span></p>								</div>
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									<h3><b>Die Reparatur: Präzision und Innovation im Einsatz</b></h3>
<p><span style="font-weight: 400;">Die Brutscher Maschinenbau GmbH setzte ihre langjährige Erfahrung in der Reparatur von Spezialmaschinen ein, um die Turbine wieder voll funktionsfähig zu machen. Jeder Schritt wurde sorgfältig geplant und ausgeführt, um die Lebensdauer der Anlage zu verlängern und ihre Leistung zu optimieren.</span></p>
<p><b>Die wichtigsten Maßnahmen im Überblick:</b></p>
<ol>
<li style="font-weight: 400;" aria-level="1"><b>Konstruktive Anpassungen der Wellenlagerung:</b><span style="font-weight: 400;"> Die Lagerung wurde überarbeitet, um eine bessere Lastverteilung und längere Lebensdauer zu gewährleisten.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Reparatur des Turbinengehäuses:</b><span style="font-weight: 400;"> Alle Verformungen und Verschleißspuren wurden fachgerecht behoben.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Modifikation des Grundrahmens:</b><span style="font-weight: 400;"> Stabilität und Vibrationsresistenz der gesamten Anlage wurden durch gezielte Anpassungen erhöht.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Erneuerung der Lagerböcke:</b><span style="font-weight: 400;"> Neue Lagerböcke aus hochwertigem Material wurden angefertigt und installiert.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Herstellung einer neuen Rotorwelle:</b><span style="font-weight: 400;"> Die neue Welle wurde speziell konstruiert, um höhere Belastungen standzuhalten und die Effizienz zu steigern.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Erneuerung der Rotordichtungen:</b><span style="font-weight: 400;"> Neue Dichtungen verhindern Leckagen und schützen die Turbine vor Verunreinigungen.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Anfertigung einer neuen Düsenaufhängung:</b><span style="font-weight: 400;"> Eine einstellbare Konstruktion verbessert die Steuerbarkeit und Flexibilität der Turbine.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Revision des Generators:</b><span style="font-weight: 400;"> Der Generator wurde umfassend gewartet, um eine zuverlässige Stromproduktion sicherzustellen.</span></li>
</ol>
<p> </p>
<p><b>Komplette Remontage der Anlage:</b><span style="font-weight: 400;"> Nach Abschluss aller Arbeiten wurde die Turbine in unserer Werkstatt wieder zusammengebaut und ausgiebig getestet.</span></p>								</div>
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									<h3><b>Der Weg zurück in die Berge</b></h3>
<p><span style="font-weight: 400;">Der Transport der reparierten Turbine zurück ins Prinz-Luitpold-Haus stellte eine logistische Herausforderung dar. Mithilfe eines Helikopters wurde die Anlage sicher an ihren Einsatzort gebracht – ein beeindruckendes Beispiel für Teamwork und Präzision.</span></p>
<h3><b>Inbetriebnahme: Ein Meilenstein für nachhaltige Energie</b></h3>
<p><span style="font-weight: 400;">Vor Ort wurde die Anlage von unserem Partner Elektro Caprano in Betrieb genommen. Alle Komponenten funktionierten reibungslos, und die Turbine konnte ihre Arbeit wieder aufnehmen – zur großen Erleichterung der Betreiber und der vielen Gäste, die das Prinz-Luitpold-Haus jährlich besuchen.</span></p>
<h3><b>Ein Blick in die Zukunft</b></h3>
<p><span style="font-weight: 400;">Die erfolgreiche Reparatur der Wasserkraftturbine zeigt, wie nachhaltige Techniklösungen durch Innovation und Zusammenarbeit erreicht werden können. Der Einsatz von Reverse Engineering hebt hervor, wie wir bei Brutscher Maschinenbau unsere Kernkompetenzen einsetzen, um auch komplexeste Herausforderungen zu meistern. Für das Prinz-Luitpold-Haus bedeutet dies, dass es auch in Zukunft auf umweltfreundliche Energie setzen kann. Dies ist nicht nur ein Gewinn für die Betreiber der Hütte, sondern auch für die Umwelt und die vielen Menschen, die diesen besonderen Ort schätzen.</span></p>
<h3><b>Wir sind Ihr Partner für nachhaltige Lösungen</b></h3>
<p><span style="font-weight: 400;">Die Brutscher Maschinenbau GmbH ist stolz darauf, Teil dieses Projekts zu sein und einen Beitrag zur Förderung erneuerbarer Energien geleistet zu haben. Haben auch Sie eine Herausforderung im Bereich Maschinenbau, Spezialreparaturen oder Reverse Engineering? Kontaktieren Sie uns – gemeinsam finden wir eine Lösung, die Technik und Nachhaltigkeit vereint.</span></p>
<p><b>Unser Einsatz für eine bessere Zukunft: Gemeinsam gestalten wir die Energie von morgen.</b></p>								</div>
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		<title>Innovation durch Präzision: Forschung und Entwicklung bei Brutscher Maschinenbau</title>
		<link>https://brutscher-maschinenbau.de/forschung-und-entwicklung-maschinenbau/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=forschung-und-entwicklung-maschinenbau</link>
		
		<dc:creator><![CDATA[Michael Brutscher]]></dc:creator>
		<pubDate>Tue, 25 Feb 2025 17:42:43 +0000</pubDate>
				<category><![CDATA[Maschinenbau (allgemein)]]></category>
		<guid isPermaLink="false">https://brutscher-maschinenbau.de/?p=1906</guid>

					<description><![CDATA[Forschung und Entwicklung (F&#38;E) sind der Motor für technologische Innovationen und Fortschritt in allen Industrien. Im Maschinenbau, einer Branche, die seit Jahrzehnten als Rückgrat der deutschen Wirtschaft gilt, ist dieser Bereich besonders bedeutend. Brutscher Maschinenbau aus Sonthofen im Allgäu hat F&#38;E zu einem zentralen Bestandteil seiner Unternehmensphilosophie gemacht. Durch zukunftsweisende Technologien, kreative Lösungen und ein [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><span style="font-weight: 400;">Forschung und Entwicklung (F&amp;E) sind der Motor für technologische Innovationen und Fortschritt in allen Industrien. Im Maschinenbau, einer Branche, die seit Jahrzehnten als Rückgrat der deutschen Wirtschaft gilt, ist dieser Bereich besonders bedeutend. Brutscher Maschinenbau aus Sonthofen im Allgäu hat F&amp;E zu einem zentralen Bestandteil seiner Unternehmensphilosophie gemacht. Durch zukunftsweisende Technologien, kreative Lösungen und ein erfahrenes Team gelingt es dem Unternehmen, Maßstäbe in der Branche zu setzen.</span></p>
<h3><b>Forschung und Entwicklung als Schlüssel zum Erfolg</b></h3>
<p><span style="font-weight: 400;">Seit seiner Gründung haben wir uns </span><span style="font-weight: 400;">konsequent der Aufgabe verschrieben, individuelle Lösungen für anspruchsvolle Kunden zu entwickeln. Der Fokus auf F&amp;E erlaubt es dem Unternehmen, nicht nur auf Kundenwünsche einzugehen, sondern diese sogar zu übertreffen. Ob es um die Entwicklung neuer Produkte, die Optimierung bestehender Technologien oder die Implementierung innovativer Verfahren geht – wir kombinieren Kreativität mit technologischem Know-how, um die besten Ergebnisse zu erzielen.</span></p>
<p><span style="font-weight: 400;">Ein besonderes Merkmal des Unternehmens ist seine Bereitschaft, in modernste Technologien und die Weiterbildung seiner Mitarbeiter zu investieren. Nur so können wir gewährleisten, dass wir den Anforderungen eines sich ständig wandelnden Marktes gerecht werden.</span></p>
<h3><b>Leistungen von Brutscher Maschinenbau im Bereich F&amp;E</b></h3>
<p><span style="font-weight: 400;">Unsere Kompetenz Bereich Forschung und Entwicklung spiegelt sich in einem breiten Leistungsspektrum wider:</span></p>
<h4><b>1. Prototypenerstellung</b></h4>
<p><span style="font-weight: 400;">Die Entwicklung von Prototypen ist ein unverzichtbarer Schritt, um neue Ideen in die Realität umzusetzen. Bei Brutscher Maschinenbau wird dies mit höchster Präzision und Flexibilität durchgeführt. Prototypen können aus verschiedenen Materialien gefertigt werden, entweder als Anschauungsmodelle aus dem 3D-Drucker oder als voll funktionsfähige Bauteile. Hierbei stehen Qualität und eine schnelle Umsetzung im Fokus, um die Zeit bis zur Marktreife eines Produkts zu minimieren.</span></p>
<h4><b>2. Reverse Engineering</b></h4>
<p><span style="font-weight: 400;">Im Maschinenbau kommt es häufig vor, dass Ersatzteile für ältere Maschinen nicht mehr verfügbar sind. Hier setzen wir auf <a href="https://brutscher-maschinenbau.de/leistungen/reverse-engineering/">Reverse Engineering</a> – eine Methode, mit der defekte oder veraltete Bauteile digitalisiert und rekonstruiert werden können. Mit modernsten Messmethoden wird das Bauteil erfasst, analysiert und anschließend neu gefertigt. Diese innovative Herangehensweise gewährleistet eine hohe Kompatibilität und Langlebigkeit der Bauteile.</span></p>
<h4><b>3. 3D-Konstruktion</b></h4>
<p><span style="font-weight: 400;">Die Basis jedes hochwertigen Endprodukts liegt in der Konstruktion. Mithilfe moderner CAD-Systeme erstellt Brutscher Maschinenbau präzise 3D-Modelle, die sämtliche Aspekte eines Bauteils berücksichtigen. Diese Modelle dienen als Grundlage für die Produktion und ermöglichen es, selbst komplexe Geometrien und technische Anforderungen präzise umzusetzen.</span></p>
<h4><b>4. CNC-Bearbeitung</b></h4>
<p><span style="font-weight: 400;">Der Maschinenpark von Brutscher Maschinenbau ist mit modernsten <a href="https://brutscher-maschinenbau.de/leistungen/cnc-bearbeitung-2/">CNC-Bearbeitungszentren</a> ausgestattet. Dadurch können Bauteile in höchster Präzision und Qualität gefertigt werden. Die CNC-Technologie erlaubt eine flexible Anpassung an kundenspezifische Anforderungen und garantiert gleichzeitig eine gleichbleibend hohe Fertigungsgenauigkeit.</span></p>
<h3><b>Innovationen, die Maßstäbe setzen: Das patentierte Gleitlagersystem</b></h3>
<p><span style="font-weight: 400;">Ein herausragendes Beispiel für die Innovationskraft von Brutscher Maschinenbau ist das patentierte Gleitlagersystem. Diese Technologie hebt sich durch ihre außergewöhnliche Effizienz, Langlebigkeit und Zuverlässigkeit von der Konkurrenz ab. Das Gleitlagersystem zeigt, wie durch intensive Forschung und Entwicklungsarbeit zukunftsweisende Lösungen entstehen können, die Kunden weltweit begeistern.</span></p>
<h3><b>Der ganzheitliche Ansatz: Von der Idee bis zur Montage</b></h3>
<p><span style="font-weight: 400;">Bei Brutscher Maschinenbau werden Projekte von Anfang bis Ende betreut. Dies bedeutet, dass der gesamte Prozess – von der ersten Idee über die Konstruktion und Fertigung bis hin zur Montage – aus einer Hand angeboten wird. Dieser ganzheitliche Ansatz garantiert nicht nur höchste Effizienz, sondern auch ein Höchstmaß an Qualität und Präzision.</span></p>
<p><span style="font-weight: 400;">Darüber hinaus arbeiten wir eng mit unseren Kunden zusammen, um sicherzustellen, dass jede Lösung individuell auf deren Bedürfnisse zugeschnitten ist. Dieser partnerschaftliche Ansatz sorgt dafür, dass das Unternehmen als strategischer Partner wahrgenommen wird, der für Zuverlässigkeit und Innovation steht.</span></p>
<h3><b>Investitionen in die Zukunft: Menschen und Technologien</b></h3>
<p><span style="font-weight: 400;">Hinter jedem Erfolg stehen Menschen – bei Brutscher Maschinenbau ist dies nicht anders. Wir legen großen Wert auf die Weiterbildung unserer Mitarbeiter und die Förderung neuer Talente. Gleichzeitig investieren wir  kontinuierlich in modernste Technologien, um stets an der Spitze der Innovation zu bleiben.</span></p>
<p><span style="font-weight: 400;">Durch diese zukunftsorientierte Ausrichtung sind wir in der Lage, nicht nur auf aktuelle Marktanforderungen zu reagieren, sondern auch aktiv neue Standards in der Branche zu setzen.</span></p>
<h3><b>Fazit: Forschung und Entwicklung als DNA von Brutscher Maschinenbau</b></h3>
<p><span style="font-weight: 400;">Wir haben erkannt, dass Forschung und Entwicklung der Schlüssel zu langfristigem Erfolg sind. Durch innovative Technologien, maßgeschneiderte Lösungen und eine klare Fokussierung auf die Bedürfnisse der Kunden gelingt es dem Unternehmen, sich von der Konkurrenz abzuheben und als Innovationsführer im Maschinenbau zu etablieren.</span></p>
<p><img loading="lazy" decoding="async" class=" wp-image-1910 aligncenter" src="https://brutscher-maschinenbau.de/wp-content/uploads/2025/02/visual-selection-300x270.png" alt="" width="408" height="368" srcset="https://brutscher-maschinenbau.de/wp-content/uploads/2025/02/visual-selection-300x270.png 300w, https://brutscher-maschinenbau.de/wp-content/uploads/2025/02/visual-selection-768x691.png 768w, https://brutscher-maschinenbau.de/wp-content/uploads/2025/02/visual-selection.png 807w" sizes="(max-width: 408px) 100vw, 408px" /></p>
<p><span style="font-weight: 400;">Ob bei der Entwicklung neuer Produkte, der Optimierung von Prozessen oder der Umsetzung komplexer Kundenanforderungen – Brutscher Maschinenbau beweist, dass es durch Leidenschaft und Präzision möglich ist, Großes zu erreichen</span></p>
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		<title>Die Bedeutung von Qualitätssicherung im Maschinenbau: Warum sie der Schlüssel zu nachhaltigem Erfolg ist</title>
		<link>https://brutscher-maschinenbau.de/qualitaetsmanagement/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=qualitaetsmanagement</link>
		
		<dc:creator><![CDATA[Michael Brutscher]]></dc:creator>
		<pubDate>Sun, 02 Feb 2025 12:10:22 +0000</pubDate>
				<category><![CDATA[Maschinenbau (allgemein)]]></category>
		<guid isPermaLink="false">https://brutscher-maschinenbau.de/?p=1890</guid>

					<description><![CDATA[Im Maschinenbau ist Perfektion kein Ziel, sondern eine Notwendigkeit. Fehler können nicht nur hohe Kosten verursachen, sondern auch die Sicherheit gefährden – eine Herausforderung, der sich die Brutscher Maschinenbau GmbH mit ihrem umfassenden Qualitätsmanagementsystem gemäß DIN ISO 9001 erfolgreich stellt. Doch was genau bedeutet Qualitätssicherung, und warum ist sie für den Erfolg unseres Unternehmens entscheidend? [&#8230;]]]></description>
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<p><span style="font-weight: 400;">Im Maschinenbau ist Perfektion kein Ziel, sondern eine Notwendigkeit. Fehler können nicht nur hohe Kosten verursachen, sondern auch die Sicherheit gefährden – eine Herausforderung, der sich die Brutscher Maschinenbau GmbH mit ihrem umfassenden Qualitätsmanagementsystem gemäß DIN ISO 9001 erfolgreich stellt. Doch was genau bedeutet Qualitätssicherung, und warum ist sie für den Erfolg unseres Unternehmens entscheidend?</span></p>
<p></p>
<h3><b>Qualitätssicherung: Die Basis für Präzision und Zuverlässigkeit</b></h3>
<p><span style="font-weight: 400;">Die DIN ISO 9001 stellt einen internationalen Standard dar, der Unternehmen wie Brutscher verpflichtet, höchste Qualitätsstandards in all ihren Prozessen einzuhalten. Dabei ist Qualitätssicherung weit mehr als die reine Prüfung von Endprodukten – sie ist ein integraler Bestandteil der gesamten Wertschöpfungskette.</span></p>
<h4><b>1. Qualitätsmanagement von Anfang an</b></h4>
<p><span style="font-weight: 400;">Bereits in der Konzeptphase werden bei Brutscher Maschinenbau Standards definiert, die nicht nur die Funktionalität, sondern auch die Sicherheit und Langlebigkeit der Produkte gewährleisten. Von der Auswahl hochwertiger Materialien bis hin zur präzisen Fertigung wird jeder Schritt systematisch geplant, überwacht und kontinuierlich verbessert.</span></p>
<h4><b>2. Kontinuierliche Verbesserung (KVP) als Wettbewerbsvorteil</b></h4>
<p><span style="font-weight: 400;">Ein wichtiger Bestandteil der Qualitätssicherung nach DIN ISO 9001 ist der Ansatz der kontinuierlichen Verbesserung. Wir&nbsp; setzen&nbsp; modernste Technologien und automatisierte Prüfverfahren ein, um die Qualität auf einem konstant hohen Niveau zu halten. Gleichzeitig wird durch regelmäßige Analysen und Kundenfeedback sichergestellt, dass Produkte und Prozesse immer auf dem neuesten Stand bleiben.</span></p>
<p><span style="font-weight: 400;">&nbsp;</span></p>
<p></p>
<p><span style="font-weight: 400;">&nbsp;</span><img decoding="async" 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<p><span style="font-weight: 400;"><br></span></p>
<h3><b>Warum Qualitätssicherung der Schlüssel zum Erfolg ist</b></h3>
<h4><b>Präzision und Sicherheit im Fokus</b></h4>
<p><span style="font-weight: 400;">Im Maschinenbau machen kleine Fehler oft den Unterschied zwischen Erfolg und Stillstand. Bei uns sorgt ein lückenloses QS-System dafür, dass bereits während der Produktion potenzielle Schwachstellen erkannt und beseitigt werden. Die Einhaltung der DIN ISO 9001 garantiert dabei ein Höchstmaß an Verlässlichkeit und Sicherheit – Werte, die Brutscher für ihre Kunden unverzichtbar machen.</span></p>
<h4><b>Wirtschaftliche Effizienz und Kundenzufriedenheit</b></h4>
<p><span style="font-weight: 400;">Fehler, die beim Kunden auftreten, sind nicht nur kostspielig, sondern können auch das Vertrauen schädigen. Mit einem auf die ISO-Normen abgestimmten Qualitätsmanagementsystem reduziert Brutscher das Risiko solcher Probleme erheblich. So stärkt das Unternehmen seine Reputation als zuverlässiger Partner und Innovator im Maschinenbau.</span></p>
<h4><b>Nachhaltiger Wettbewerbsvorteil</b></h4>
<p><span style="font-weight: 400;">In einem stark globalisierten Marktumfeld wird Qualität zu einem entscheidenden Unterscheidungsmerkmal. Die Brutscher Maschinenbau GmbH hat dies erkannt und nutzt die Zertifizierung nach DIN ISO 9001, um ihre Prozesse auf höchstem Niveau zu standardisieren. Diese Zertifizierung ist ein klarer Beweis für die Fähigkeit des Unternehmens, den steigenden Anforderungen der Branche gerecht zu werden.</span></p>
<p><span style="font-weight: 400;">&nbsp;</span></p>
<p><span style="font-weight: 400;">&nbsp;</span><img decoding="async" 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<h4><b>Fazit: Qualität als Kernwert bei Brutscher Maschinenbau</b></h4>
<p><span style="font-weight: 400;">Die Brutscher Maschinenbau GmbH lebt Qualität als zentralen Bestandteil ihrer Unternehmensphilosophie. Durch die konsequente Einhaltung der DIN ISO 9001 und den Einsatz modernster QS-Methoden sichert das Unternehmen nicht nur die Langlebigkeit und Sicherheit seiner Produkte, sondern auch seinen Ruf als vertrauenswürdiger Partner im Maschinenbau.</span></p>
<p><span style="font-weight: 400;">Für uns ist Qualitätssicherung nicht nur eine Pflicht, sondern eine Chance, Kunden mit höchster Präzision, Zuverlässigkeit und Innovationskraft zu begeistern – und damit nachhaltig erfolgreich zu sein.</span></p>
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							Michael Brutscher						</h4>
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		<title>Fachkräfte im Maschinenbau: Wo finden Sie die besten Talente?</title>
		<link>https://brutscher-maschinenbau.de/fachkraefte-im-maschinenbau-wo-finden-sie-die-besten-talente/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=fachkraefte-im-maschinenbau-wo-finden-sie-die-besten-talente</link>
		
		<dc:creator><![CDATA[Michael Brutscher]]></dc:creator>
		<pubDate>Sun, 05 Jan 2025 14:49:49 +0000</pubDate>
				<category><![CDATA[Maschinenbau (allgemein)]]></category>
		<guid isPermaLink="false">https://brutscher-maschinenbau.de/?p=1746</guid>

					<description><![CDATA[Die aktuelle Situation im Maschinenbau Der Fachkräftemangel ist im Maschinenbau besonders spürbar. Laut einer Studie des VDMA (Verband Deutscher Maschinen- und Anlagenbau) fehlten 2023 allein in Deutschland über 30.000 Fachkräfte in der Branche. Die Gründe hierfür sind vielfältig: Das Problem ist akut, doch es gibt zahlreiche Lösungsansätze. Wo findet man die besten Talente? a) Hochschulen [&#8230;]]]></description>
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<p></p>



<h3 class="wp-block-heading" id="bh-Y70DzWBFiWzNj_ezamImr"><strong>Die aktuelle Situation im Maschinenbau</strong></h3>



<p id="bh-QPKJyxzJ_DSw7LJ0hJ8lk">Der Fachkräftemangel ist im Maschinenbau besonders spürbar. Laut einer Studie des VDMA (Verband Deutscher Maschinen- und Anlagenbau) fehlten 2023 allein in Deutschland über 30.000 Fachkräfte in der Branche. Die Gründe hierfür sind vielfältig:</p>



<ul id="bh-DnxxirGYJft8yHgL84jPm" class="wp-block-list">
<li><strong>Demografischer Wandel:</strong> Die geburtenstarken Jahrgänge gehen in Rente, während weniger junge Menschen nachrücken.</li>



<li><strong>Digitalisierung:</strong> Neue Technologien wie Industrie 4.0 und Automatisierung erfordern spezialisierte Kenntnisse, die auf dem Arbeitsmarkt knapp sind.</li>



<li><strong>Globalisierung:</strong> Internationale Konkurrenz macht es schwerer, die besten Talente lokal zu binden.</li>
</ul>



<p></p>



<p id="bh-f8I-RbpYLYJfaAUtZoqI2">Das Problem ist akut, doch es gibt zahlreiche Lösungsansätze.</p>



<p></p>



<h3 class="wp-block-heading"><strong>Wo findet man die besten Talente?</strong></h3>



<h4 class="wp-block-heading" id="bh-sBB4Jhbf8rZ0kIUhG4qu2"><strong>a) Hochschulen und Universitäten</strong></h4>



<p id="bh-sgJT55yxWL99--fw_aOtE">Maschinenbau gehört zu den beliebtesten Studiengängen in Deutschland. Universitäten und Fachhochschulen wie die RWTH Aachen, die TU München oder die Hochschule Esslingen gelten als exzellente Ausbildungsstätten. Unternehmen sollten frühzeitig mit Hochschulen kooperieren, um junge Talente zu identifizieren. Praktika, Werkstudentenstellen oder Abschlussarbeiten sind hervorragende Möglichkeiten, Studierende für das Unternehmen zu begeistern.&nbsp;</p>



<h4 class="wp-block-heading" id="bh-fvf1stGqipLWVYOHuok7w"><strong>b) Berufsschulen und duale Studiengänge</strong></h4>



<p id="bh-qL7dzlvc-55EmvYmPlszm">Nicht jeder Fachkräftemangel muss mit Akademikern gelöst werden. Berufsschulen und duale Studiengänge im Bereich Maschinenbau bieten eine praxisnahe Ausbildung, die besonders für technische Fachkräfte attraktiv ist. Unternehmen wie Brutscher Maschinenbau profitieren von einem starken Netzwerk zu regionalen Ausbildungszentren.</p>



<p><strong>Tipp:</strong> Laden Sie Berufsschüler zu Werksführungen ein, um einen Einblick in den Berufsalltag zu geben. Dies schafft Interesse und Vertrauen.</p>



<h3 class="wp-block-heading"><strong>Die Bedeutung einer starken Arbeitgebermarke</strong></h3>



<p id="bh-S3IHuPsbWCaus2uXJPuaC">Die besten Talente suchen nicht nur nach einem Job – sie suchen nach einem Unternehmen, das zu ihren Werten und Lebenszielen passt. Hier kommt Employer Branding ins Spiel. Ein modernes, attraktives Arbeitsumfeld mit Weiterentwicklungsmöglichkeiten und Work-Life-Balance ist oft entscheidender als das Gehalt.</p>



<h4 class="wp-block-heading" id="bh--zK0eGXNtHHfbP6F4nXZv"><strong>Maßnahmen für ein starkes Employer Branding:</strong></h4>



<ul id="bh-1ZiW1iocZOo7bW9KlGLyY" class="wp-block-list">
<li><strong>Flexibilität:</strong> Bieten Sie Homeoffice-Optionen oder flexible Arbeitszeiten an.</li>



<li><strong>Weiterbildung:</strong> Investieren Sie in Schulungen, um Fachkräfte auf dem neuesten Stand zu halten.</li>



<li><strong>Nachhaltigkeit:</strong> Zeigen Sie Engagement für Umwelt und Gesellschaft, um junge Talente anzusprechen.</li>
</ul>



<p>Bei Brutscher Maschinenbau gibt es die sog. <a href="https://brutscher-maschinenbau.de/unternehmen-praezisionsteile/offene-stellen/" data-type="link" data-id="https://brutscher-maschinenbau.de/unternehmen-praezisionsteile/offene-stellen/"><strong>Work-Berg-Balance.</strong></a></p>



<p></p>



<h3 class="wp-block-heading" id="bh-9T9QBNfqJFi1JeKhwIBUd"><strong>Fachkräfte binden – nicht nur finden</strong></h3>



<p id="bh-LdO8iGXnViu2IQzyd_8hs">Die Suche nach Talenten ist nur die halbe Miete. Mindestens genauso wichtig ist es, diese langfristig an das Unternehmen zu binden. Eine hohe Mitarbeiterzufriedenheit ist der Schlüssel zu einer niedrigen Fluktuation und einer starken Unternehmenskultur.</p>



<h4 class="wp-block-heading" id="bh-9iHjQsfzkoKCrZRIVepIW"><strong>Bindungsstrategien:</strong></h4>



<ul id="bh-k2h7mudkltg9WiEyH47Ku" class="wp-block-list">
<li><strong>Feedback-Kultur:</strong> Regelmäßige Gespräche und offene Kommunikation fördern Vertrauen.</li>



<li><strong>Attraktive Benefits:</strong> Von betrieblicher Altersvorsorge bis hin zu Gesundheitsprogrammen – Zusatzleistungen machen den Unterschied.</li>



<li><strong>Karriereplanung:</strong> Zeigen Sie Ihren Mitarbeitern klare Perspektiven auf.</li>
</ul>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="586" src="https://brutscher-maschinenbau.de/wp-content/uploads/2025/01/image-1024x586.png" alt="Mitarbeiterbindung_Brutscher_Maschinenbau" class="wp-image-1747" srcset="https://brutscher-maschinenbau.de/wp-content/uploads/2025/01/image-1024x586.png 1024w, https://brutscher-maschinenbau.de/wp-content/uploads/2025/01/image-300x172.png 300w, https://brutscher-maschinenbau.de/wp-content/uploads/2025/01/image-768x440.png 768w, https://brutscher-maschinenbau.de/wp-content/uploads/2025/01/image.png 1261w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<h3 class="wp-block-heading" id="bh-6viaCf0Es-ZLWBkpnE8wr"><strong>Fazit</strong></h3>



<p id="bh-RtxxfGoES0VDhevqzbKZF">Die Suche nach den besten Talenten im Maschinenbau erfordert Kreativität, Engagement und strategisches Denken. Mit einer Mischung aus Hochschulkooperationen, internationaler Rekrutierung und einer starken Arbeitgebermarke kann Brutscher Maschinenbau den Fachkräftemangel nicht nur bewältigen, sondern auch als Chance nutzen, neue Talente und innovative Ideen ins Unternehmen zu holen.</p>



<p id="bh-FZWJZ-TGi2UXXXglXSDp3"><a href="https://brutscher-maschinenbau.de/"><strong>Brutscher Maschinenbau</strong> </a>ist nicht nur ein leistungsstarker Partner in der Branche, sondern auch ein Arbeitgeber, der auf die Zukunft vorbereitet ist. Lassen Sie uns gemeinsam daran arbeiten, die besten Köpfe für den Maschinenbau zu begeistern!</p>



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		<title>Maschinenbau für Einsteiger: Ein Leitfaden</title>
		<link>https://brutscher-maschinenbau.de/maschinenbau-leitfaden/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=maschinenbau-leitfaden</link>
		
		<dc:creator><![CDATA[Michael Brutscher]]></dc:creator>
		<pubDate>Fri, 29 Nov 2024 20:08:50 +0000</pubDate>
				<category><![CDATA[Maschinenbau (allgemein)]]></category>
		<guid isPermaLink="false">https://brutscher-maschinenbau.de/?p=1678</guid>

					<description><![CDATA[  Worum geht es beim Maschinenbau? Der Maschinenbau ist eine der ältesten und vielseitigsten Ingenieurwissenschaften. Er bildet die Grundlage für viele moderne Technologien und Produkte, die wir täglich nutzen – von Autos über Windkraftanlagen bis hin zu komplexen Fertigungsrobotern. Dieser Leitfaden richtet sich an Einsteiger, die mehr über Maschinenbau erfahren möchten: Was steckt dahinter, welche [&#8230;]]]></description>
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<p> </p>

<h1 class="wp-block-heading">Worum geht es beim Maschinenbau?</h1>

<p>Der Maschinenbau ist eine der ältesten und vielseitigsten Ingenieurwissenschaften. Er bildet die Grundlage für viele moderne Technologien und Produkte, die wir täglich nutzen – von Autos über Windkraftanlagen bis hin zu komplexen Fertigungsrobotern. Dieser Leitfaden richtet sich an Einsteiger, die mehr über Maschinenbau erfahren möchten: Was steckt dahinter, welche Grundlagen sind wichtig, und welche Schritte führen zu einer erfolgreichen Karriere in diesem Bereich?</p>

<figure class="wp-block-image size-full is-resized"><img loading="lazy" decoding="async" width="810" height="299" class="wp-image-1682" style="width: 618px; height: auto;" src="https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image.png" alt="" srcset="https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image.png 810w, https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-300x111.png 300w, https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-768x283.png 768w" sizes="(max-width: 810px) 100vw, 810px" /></figure>

<h2 class="wp-block-heading"><strong><strong>Was ist Maschinenbau?</strong></strong></h2>

<p>Maschinenbau umfasst die Entwicklung, Konstruktion, Produktion und Wartung von Maschinen und technischen Systemen. Dabei vereint er Naturwissenschaften wie Physik und Mathematik mit praktischen Anwendungsfeldern wie Mechanik, Materialwissenschaft und Mechatronik.</p>

<p>Typische Maschinenbauprodukte reichen von kleinen Bauteilen, etwa Zahnrädern, bis hin zu groß angelegten Anlagen wie Kraftwerken. Ingenieure im Maschinenbau beschäftigen sich sowohl mit theoretischen Berechnungen als auch mit der praktischen Umsetzung in der Werkstatt oder Fabrik.</p>

<figure class="wp-block-image size-large is-resized"><img loading="lazy" decoding="async" width="1024" height="556" class="wp-image-1683" style="width: 613px; height: auto;" src="https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-1-1024x556.png" alt="" srcset="https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-1-1024x556.png 1024w, https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-1-300x163.png 300w, https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-1-768x417.png 768w, https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-1.png 1028w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>

<p> </p>

<h2 class="wp-block-heading"><strong><strong>Die Grundlagen des Maschinenbaus</strong></strong></h2>

<p><strong>1. Mechanik</strong></p>

<p id="bh-yVEDrKps4mMiLk3Fv8N-M">Mechanik ist das Herzstück des Maschinenbaus. Sie beschäftigt sich mit Kräften, Bewegungen und der Wechselwirkung zwischen Körpern. Ein grundlegendes Verständnis von Statik, Dynamik und Festigkeitslehre ist unerlässlich.</p>

<ul id="bh-jAik0RSeLuPBbksEDyh6v" class="wp-block-list">
<li><strong>Statik</strong>: Analysiert, wie Kräfte auf ruhende Körper wirken.</li>

<li><strong>Dynamik</strong>: Betrachtet Bewegungen und die Einwirkung von Kräften.</li>

<li><strong>Festigkeitslehre</strong>: Untersucht, wie Materialien Belastungen standhalten.</li>
</ul>

<h4 id="bh-GpJsJlK7zbIK4EBQfn2qZ" class="wp-block-heading"><strong>2. Werkstoffkunde</strong></h4>

<p id="bh-IXSJbUNzjQ1mpx-nD4uuC">Die Wahl des richtigen Materials ist entscheidend für die Funktionalität und Langlebigkeit eines Produkts. Werkstoffkunde vermittelt Kenntnisse über Metalllegierungen, Kunststoffe und Verbundwerkstoffe sowie deren Eigenschaften.</p>

<h4 id="bh-oreXNqnFt8s-txgJNl8fb" class="wp-block-heading"><strong>3. Konstruktion</strong></h4>

<p id="bh-3QXgaKlIqwuPjhi8zEgib">Im Konstruktionsprozess wird eine Idee in ein detailliertes Design überführt. CAD-Software (Computer-Aided Design) spielt hier eine Schlüsselrolle. Ingenieure erstellen Modelle und Zeichnungen, die als Grundlage für die Fertigung dienen.</p>

<h4 id="bh-v1XC9eQTZCcmUX18FFY18" class="wp-block-heading"><strong>4. Thermodynamik</strong></h4>

<p id="bh-bVQOZlbOI1_FKWzrWzymj">Thermodynamik untersucht die Energieumwandlung, etwa in Motoren oder Heizsystemen. Dieses Wissen ist besonders wichtig für die Entwicklung energieeffizienter Technologien.</p>

<h4 id="bh-Pm5AeXH7zOd8DOlJFx89a" class="wp-block-heading"><strong>5. Produktionstechnik</strong></h4>

<p>Die Herstellung von Maschinen und Bauteilen erfordert präzise Fertigungsverfahren wie Drehen, Fräsen, Schweißen und 3D-Druck. Moderne Produktionsmethoden, etwa automatisierte Fertigungsstraßen, revolutionieren die Branche.</p>

<h4 class="wp-block-heading"><strong><strong>Maschinenbau in der Praxis</strong></strong></h4>

<p><strong>Branchen und Anwendungen</strong></p>

<p id="bh-SaVZZ5GAfNp7edWvk8mI9">Maschinenbau findet Anwendung in nahezu allen Bereichen der Industrie. Einige Beispiele:</p>

<ul id="bh--VNEIKmS_IOvm4CMPCkji" class="wp-block-list">
<li><strong>Automobilindustrie</strong>: Entwicklung von Motoren, Getrieben und Fahrwerksystemen.</li>

<li><strong>Luft- und Raumfahrt</strong>: Konstruktion von Flugzeugen und Raumsonden.</li>

<li><strong>Energie</strong>: Bau von Windkraftanlagen, Turbinen und Solarsystemen.</li>

<li><strong>Medizintechnik</strong>: Entwicklung präziser Geräte wie MRT-Scanner und Prothesen.</li>
</ul>

<h4 id="bh-lVvqynOp-RneIFpdd7NS7" class="wp-block-heading"><strong>Moderne Trends</strong></h4>

<p>Der Maschinenbau verändert sich durch digitale Technologien. Themen wie <strong>Industrie 4.0</strong>, <strong>künstliche Intelligenz</strong> und <strong>nachhaltige Fertigung</strong> prägen die Zukunft der Branche. Vernetzte Systeme, Sensorik und Datenanalyse erhöhen die Effizienz und eröffnen neue Möglichkeiten.</p>

<h5 class="wp-block-heading"><strong>Karriere im Maschinenbau</strong></h5>

<h4 id="bh-zk61L2UKKgsM8pHrQMm3C" class="wp-block-heading"><strong>Studium und Ausbildung</strong></h4>

<p id="bh-X08jZaczjg647yJcHWfGy">Ein Studium im Maschinenbau vermittelt theoretisches Wissen und praktische Fertigkeiten. Alternativ bietet eine Ausbildung zum Industriemechaniker oder Mechatroniker einen praxisnahen Einstieg.</p>

<h4 id="bh-xqlsupzpn6KYwUdIymqE6" class="wp-block-heading"><strong>Schlüsselkompetenzen</strong></h4>

<p id="bh-2jmgMQpfAB30bBKNgAlOK">Neben technischen Kenntnissen sind folgende Fähigkeiten gefragt:</p>

<ul id="bh-mvwuOGVSJ2btYXPELe9eW" class="wp-block-list">
<li>Problemlösungsdenken</li>

<li>Teamarbeit</li>

<li>Kommunikationsfähigkeit</li>

<li>Affinität zu digitalen Tools und Software</li>
</ul>

<h4 id="bh-QX_8XI0trccdHrxidO1oy" class="wp-block-heading"><strong>Berufschancen</strong></h4>

<p id="bh-f6QO8L2N9iyWf6FQTHee-">Maschinenbauingenieure und <a href="https://brutscher-maschinenbau.de/unternehmen-praezisionsteile/offene-stellen/">Fachkräfte</a> sind weltweit gefragt. Die Bandbreite reicht von Forschung und Entwicklung über Fertigung bis hin zu Projektmanagement und Vertrieb.</p>

<h3 id="bh-6EiwsLWrGHhBiIB4FU-pZ" class="wp-block-heading"><strong>Fazit</strong></h3>

<p>Maschinenbau ist eine spannende, vielseitige Disziplin, die sowohl Tradition als auch Innovation vereint. Wer sich für Technik, Naturwissenschaften und kreative Problemlösungen begeistert, findet hier einen zukunftssicheren Berufszweig. Mit einem soliden Verständnis der Grundlagen, praktischer Erfahrung und einem Blick für neue Technologien können Einsteiger in diesem Feld Großes erreichen.</p>

<figure class="wp-block-image size-full is-resized"><img loading="lazy" decoding="async" width="774" height="796" class="wp-image-1684" style="width: 569px; height: auto;" src="https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-2.png" alt="" srcset="https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-2.png 774w, https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-2-292x300.png 292w, https://brutscher-maschinenbau.de/wp-content/uploads/2024/11/image-2-768x790.png 768w" sizes="(max-width: 774px) 100vw, 774px" /></figure>

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		<title>Reverse Engineering im Maschinenbau</title>
		<link>https://brutscher-maschinenbau.de/reverse-engineering/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=reverse-engineering</link>
		
		<dc:creator><![CDATA[Michael Brutscher]]></dc:creator>
		<pubDate>Wed, 22 Nov 2023 08:28:58 +0000</pubDate>
				<category><![CDATA[Reverse Engineering]]></category>
		<guid isPermaLink="false">https://brutscher-maschinenbau.de/?p=990</guid>

					<description><![CDATA[Wie funktioniert Reverse Engineering? Die Technologie hat in den letzten Jahren enorme Fortschritte gemacht. Eine der bemerkenswertesten Innovationen ist die Möglichkeit, Produkte durch Reverse Engineering zu reproduzieren. Diese Methode hat insbesondere im Maschinenbau Anwendung gefunden. Reverse Engineering ist ein Prozess, bei dem ein Produkt oder eine Maschine analysiert und dann in Teile zerlegt wird, um [&#8230;]]]></description>
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<h2 class="wp-block-heading">Wie funktioniert Reverse Engineering?</h2>



<p>Die Technologie hat in den letzten Jahren enorme Fortschritte gemacht. Eine der bemerkenswertesten Innovationen ist die Möglichkeit, Produkte durch Reverse Engineering zu reproduzieren. Diese Methode hat insbesondere im Maschinenbau Anwendung gefunden. Reverse Engineering ist ein Prozess, bei dem ein Produkt oder eine Maschine analysiert und dann in Teile zerlegt wird, um Informationen über deren Konstruktion und Funktionsweise zu sammeln. In diesem Blogbeitrag werden wir uns mit den wichtigsten Aspekten von Reverse Engineering im Maschinenbau auseinandersetzen.</p>



<h2 class="wp-block-heading"><strong>Vorteile von Reverse Engineering im Maschinenbau</strong></h2>



<p>Die Vorteile von Reverse Engineering im Maschinenbau sind zahlreich. Zum einen kann diese Methode dazu beitragen, bestehende Maschinen zu verbessern und zu optimieren. Sie kann auch dazu beitragen, Maschinen zu reparieren und Ersatzteile herzustellen, die nicht mehr auf dem Markt erhältlich sind. Darüber hinaus kann Reverse Engineering auch dazu beitragen, die Kosten für die Konstruktion von Maschinen zu senken, indem sie als Vorlage für zukünftige Entwicklungen dienen.</p>



<h2 class="wp-block-heading"><strong>Herausforderungen bei Reverse Engineering im Maschinenbau</strong></h2>



<p>Obwohl Reverse Engineering im Maschinenbau zahlreiche Vorteile bietet, gibt es auch einige Herausforderungen, die es zu bewältigen gilt. Eine der größten Herausforderungen besteht darin, alle notwendigen Informationen über eine Maschine zu sammeln. Dazu gehören beispielsweise die genauen Maße, die Materialien, die in der Konstruktion verwendet wurden, und die Funktionsweise der Maschine. Es kann auch schwierig sein, eine Maschine zu analysieren, die bereits in Betrieb ist und nicht demontiert werden kann.</p>



<h2 class="wp-block-heading"><strong>Anwendungen von Reverse Engineering im Maschinenbau</strong></h2>



<p>Reverse Engineering im Maschinenbau wird in verschiedenen Bereichen eingesetzt. Eine der häufigsten Anwendungen ist die Herstellung von Ersatzteilen für Maschinen, die nicht mehr auf dem Markt erhältlich sind. Außerdem wird diese Methode auch verwendet, um bestehende Maschinen zu verbessern und zu optimieren. Reverse Engineering kann auch dazu beitragen, den Konstruktionsprozess von Maschinen zu optimieren und zu beschleunigen.</p>



<h2 class="wp-block-heading"><strong>Praktische Anwendung von Reverse Engineering</strong></h2>



<p>Ein wichtiges Beispiel für die praktische Anwendung von Reverse Engineering im Maschinenbau ist die Herstellung von Ersatzteilen. In vielen Fällen sind Ersatzteile für eine Maschine nicht mehr auf dem Markt erhältlich oder es ist schwierig, sie zu finden. Das kann dazu führen, dass eine Maschine stillgelegt werden muss, obwohl sie ansonsten noch in gutem Zustand ist. Durch Reverse Engineering können jedoch Ersatzteile hergestellt werden, die der Originalspezifikation entsprechen. Dadurch kann die Lebensdauer der Maschine verlängert werden und es müssen keine teuren Neuanschaffungen getätigt werden.</p>



<p>Ein weiteres Beispiel für die praktische Anwendung von Reverse Engineering im Maschinenbau ist die Optimierung von bestehenden Maschinen. Durch die Analyse einer Maschine können Schwachstellen und Verbesserungsmöglichkeiten identifiziert werden. Anschließend können Änderungen vorgenommen werden, um die Maschine effektiver und effizienter zu machen. Das kann dazu beitragen, die Produktivität zu steigern und die Kosten zu senken.</p>



<h2 class="wp-block-heading"><strong>Zukunft von Reverse Engineering im Maschinenbau</strong></h2>



<p>Reverse Engineering wird im Maschinenbau auch in Zukunft eine wichtige Rolle spielen. Insbesondere in Ländern mit einer hohen Fertigungsindustrie, wie zum Beispiel Deutschland oder Japan, wird die Methode immer wichtiger werden. Auch die zunehmende Komplexität von Maschinen und die Notwendigkeit, Ersatzteile für ältere Maschinen herzustellen, wird dazu beitragen, dass Reverse Engineering an Bedeutung gewinnt.</p>



<h2 class="wp-block-heading"><strong>Fazit</strong></h2>



<p>Reverse Engineering ist eine wichtige Methode im Maschinenbau, die zahlreiche Vorteile bietet. Insbesondere die Herstellung von Ersatzteilen und die Optimierung von bestehenden Maschinen sind wichtige Anwendungsgebiete. Reverse Engineering wird auch in Zukunft eine wichtige Rolle spielen und dazu beitragen, den Maschinenbau effektiver und effizienter zu machen. Es ist jedoch wichtig, die Herausforderungen von Reverse Engineering zu berücksichtigen und die Methode entsprechend einzusetzen.</p>
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							Michael Brutscher						</h4>
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