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	<title>Andreas Datentechnik Reitz &#8211; CAD/CAM Programmiersoftware für CNC Maschinen und Industrieroboter</title>
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	<title>Andreas Datentechnik Reitz &#8211; CAD/CAM Programmiersoftware für CNC Maschinen und Industrieroboter</title>
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		<title>P3d und iiQworks</title>
		<link>https://cnc-technik.de/2026/03/31/p3d-und-iiqworks/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Tue, 31 Mar 2026 15:24:37 +0000</pubDate>
				<category><![CDATA[3D Druck P3D]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[#CNC]]></category>
		<category><![CDATA[#iqqworks]]></category>
		<category><![CDATA[#KUKA]]></category>
		<category><![CDATA[#P3D]]></category>
		<category><![CDATA[#robotics]]></category>
		<category><![CDATA[#visual components]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=3451</guid>

					<description><![CDATA[Entdecken Sie die Zukunft des 3D-Drucks mit unserer innovativen Softwarelösung P3D! Integriert in KUKA iiQWorks und Visual Components, revolutioniert P3D den robotergestützten Large-Scale-Druck. Mit einem besonderen Fokus auf geodesischen Drucktechniken ermöglichen wir die Herstellung komplexer Bauteile ohne Infill oder Stützstrukturen. Profitieren Sie von reduziertem Materialverbrauch, verkürzten Druckzeiten und höherer Bauteilfestigkeit. Unsere intelligenten Slicing-Strategien garantieren kollisionsfreie Werkzeugwege und eine nahtlose Prozesskette von der Simulation bis zur Fertigung. Setzen Sie neue Maßstäbe in der additiven Fertigung und erfahren Sie mehr über die Möglichkeiten von P3D!]]></description>
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									<p>Wir haben unsere Softwarelösung <strong>P3D</strong> erfolgreich als Add-on in <strong>KUKA iiQWorks</strong> sowie in <strong>Visual Components</strong> integriert.</p><p>Damit erweitern wir bestehende Simulations- und Programmierumgebungen gezielt um leistungsfähige Funktionen für robotergestütztes Large-Scale-3D-Drucken.</p><p>Ein besonderer Fokus liegt auf dem <strong>geodesischen Druck</strong>. Diese Technologie ermöglicht es, komplexe Bauteile ohne Infill oder Stützstrukturen zu fertigen. Dadurch ergeben sich entscheidende Vorteile:</p><ul><li><p>Reduzierter Materialverbrauch</p></li><li><p>Deutlich verkürzte Druckzeiten</p></li><li><p>Höhere Bauteilfestigkeit durch lastgerechte Bahnführung</p></li><li><p>Optimale Nutzung der robotischen Freiheitsgrade</p></li></ul><p>Gerade im Bereich des großformatigen Drucks ist dies ein wesentlicher Effizienzfaktor.</p><p><strong>P3D</strong> bietet hierfür die optimale Lösung:<br />Durch intelligente Slicing-Strategien wie Geodesic, Helix oder Contour erzeugt die Software hochkomplexe, kollisionsfreie Werkzeugwege direkt auf dem Bauteil. Die nahtlose Integration in iiQWorks und Visual Components ermöglicht zudem eine durchgängige Prozesskette von der Simulation bis zur realen Fertigung.</p><p>Damit setzen wir neue Maßstäbe im Bereich der robotischen additiven Fertigung.</p><p>#P3D, #KUKA, #iiQWorks, #VisualComponents, #LargeScalePrinting, #GeodesicPrinting, #AdditiveManufacturing, #Robotics</p>								</div>
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		<item>
		<title>Strukturgruppen in ENCYCAM</title>
		<link>https://cnc-technik.de/2026/03/13/strukturgruppen-encycam-cad-cam-programmiersoftware/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Fri, 13 Mar 2026 11:15:35 +0000</pubDate>
				<category><![CDATA[ency]]></category>
		<category><![CDATA[#automation]]></category>
		<category><![CDATA[#Automatisierung]]></category>
		<category><![CDATA[#CAM]]></category>
		<category><![CDATA[#CNC]]></category>
		<category><![CDATA[#encycam]]></category>
		<category><![CDATA[#industrie40]]></category>
		<category><![CDATA[#roboterprogrammierung]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=3439</guid>

					<description><![CDATA[In der komplexen Welt der Fertigung ist die effiziente Planung und Organisation von Operationen entscheidend für den Erfolg eines Unternehmens. Entdecken Sie, wie die Strukturgruppe von Operationen in der ENCY CAM-Software Ihnen helfen kann, Ihre Arbeitsabläufe zu vereinfachen und die Produktionsqualität maßgeblich zu verbessern. Mit einer hierarchischen Struktur, die den technologischen Prozessen ähnelt, optimiert diese Funktion Ihre Prozesse und automatisiert Abläufe. Erfahren Sie mehr über die Vorteile und Möglichkeiten, die Ihnen die CNC-Technik Reitz bietet, und wie Sie Ihre Fertigung auf das nächste Level heben können!]]></description>
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alt="ENCYCAM" title="Strukturgruppen in ENCYCAM 1">
<div style="font-size: 36px; font-weight: 600; color: #8a8a8a; line-height: 1.1;">Robotic / CNC Solutions</div>
</div>
<div style="font-size: 14px; display: flex; flex-wrap: wrap; gap: 18px 22px; margin-bottom: 14px;"><a style="color: #2b6fb5; text-decoration: none;" href="https://www.cnc-technik.de/date">Termin für Präsentation wählen</a> <a style="color: #2b6fb5; text-decoration: none;" href="https://cad-cam-olp.com/cadcam-shop" target="_blank" rel="noopener">CAD-CAM Shop</a> <a style="color: #2b6fb5; text-decoration: none;" href="http://datentechnik-reitz.ddns.net:8000/download-center/downloads.html" target="_blank" rel="noopener">Testversion</a> <a style="color: #2b6fb5; text-decoration: none;" href="https://www.cnc-technik.de">Informationen zu ENCYCAM</a> <a style="color: #2b6fb5; text-decoration: none;" href="https://www.p3d-slicer.com" target="_blank" rel="noopener">Informationen zu P3D Slicer</a> <a style="color: #2b6fb5; text-decoration: none;" href="https://p3d-slicer.com" target="_blank" rel="noopener">P3D Slicer Portal</a> <a style="color: #2b6fb5; text-decoration: none;" href="http://cnc-technik.de/linkedin">LinkedIn</a></div>
<div style="font-size: 13px; color: #666; line-height: 1.6;">CAD/CAM Systeme Datentechnik Reitz · Andreas Reitz · Geschäftsführer<br />Perfstraße 2 · 35216 Breidenstein<br />T +49 6461 7593437 · F +49 6461 7593438<br />E reitz@cnc-technik.de · W https://www.cnc-technik.de</div>
</div>
</div>
<div style="max-width: 800px; margin: 0 auto; padding: 24px; font-family: 'Segoe UI',sans-serif;">
<h1 style="color: #1a1a2e; font-size: 2em; margin-bottom: 12px;">Strukturgruppe von Operationen in ENCYCAM</h1>
<p style="font-size: 1.1em; color: #555; line-height: 1.6; font-style: italic;">In der komplexen Welt der Fertigung ist die effiziente Planung und Organisation von Operationen entscheidend für den Erfolg eines Unternehmens. Die Strukturgruppe von Operationen in der ENCY CAM-Software bietet eine leistungsstarke Möglichkeit, diesen Prozess zu optimieren und die Produktionsqualität maßgeblich zu verbessern. In diesem Artikel werfen wir einen Blick darauf, wie diese Funktion Ihnen helfen kann, Ihre Arbeitsabläufe zu vereinfachen und Ihre Prozesse zu automatisieren.</p>
<div style="margin: 12px 0 32px; font-size: 13px; color: #999;">Kategorie: CNC-Programmierung | 13.3.2026</div>
<section style="margin-bottom: 32px;">
<h2 style="color: #1a1a2e; font-size: 1.5em; border-bottom: 2px solid #0066cc; padding-bottom: 8px;">Anwendungsbereich:</h2>
<p style="line-height: 1.8; color: #333;">Die Gruppe, die erforderlich ist, um einen technologischen Prozess zu erstellen.</p>
</section>
<section style="margin-bottom: 32px;">
<h2 style="color: #1a1a2e; font-size: 1.5em; border-bottom: 2px solid #0066cc; padding-bottom: 8px;">Die Besonderheiten der Arbeit:</h2>
<p style="line-height: 1.8; color: #333;">Die Komponenten, die im Operationenbaum enthalten sind, haben eine hierarchische Struktur, die der Reihenfolge der technologischen Prozesse ähnelt. Knoten des Typs Teil oder Teilkopie sind im Knoten der Gruppe Strukturen geschachtelt. Der Knoten der Gruppe Vervielfältigen ist wiederum innerhalb der Knoten Teil und Teilkopie geschachtelt.<br /><br />Dementsprechend befinden sich die Operationen innerhalb dieser Knoten.<br /><br />Die Registerkarten, die sich in den Gruppen befinden, sind den Elementen im Gerätebaum ähnlich. Das Hinzufügen einer neuen Untergruppe in der Struktur reduziert die Anzahl der Registerkarten in der aktuellen Gruppe, und die geschachtelte Gruppe wird einige der gleichen Parameter wie die Hauptgruppe erben. Diese Parameter sind jedoch in der Hauptgruppe verborgen.</p>
<figure style="margin: 20px 0; text-align: center;"><img decoding="async" style="max-width: 100%; height: auto; border: 1px solid #e0e0e0; border-radius: 4px;" src="https://docs.encycam.com/ENCY/1/en/images/download/attachments/128533407/image2024-7-8_17-43-12.png" alt="Die Besonderheiten der Arbeit:" title="Strukturgruppen in ENCYCAM 2">
<figcaption style="font-size: 12px; color: #888; margin-top: 6px;">image2024-7-8_17-43-12.png</figcaption>
</figure>
<figure style="margin: 20px 0; text-align: center;"><img decoding="async" style="max-width: 100%; height: auto; border: 1px solid #e0e0e0; border-radius: 4px;" src="https://docs.encycam.com/ENCY/1/en/images/download/attachments/128533407/image2024-7-8_17-47-56.png" alt="Die Besonderheiten der Arbeit:" title="Strukturgruppen in ENCYCAM 3">
<figcaption style="font-size: 12px; color: #888; margin-top: 6px;">image2024-7-8_17-47-56.png</figcaption>
</figure>
</section>
<div style="margin-top: 40px; padding: 24px; background: #f8f9fa; border-top: 3px solid #0066cc; font-size: 14px; color: #444;"><strong>CNC-Technik Reitz</strong><br />Ihr Partner für ENCY &amp; CNC-Lösungen<br /><a style="color: #0066cc;" href="https://cnc-technik.de">cnc-technik.de</a></div>
</div>

<p> </p>
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		]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bauteil kopieren in ENCY – Teilekopie für Varianten und Mehrteil-Projekte</title>
		<link>https://cnc-technik.de/2026/02/23/bauteil-kopieren-in-ency-copy-of-part-fur-varianten-und-mehrteil-projekte/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Mon, 23 Feb 2026 16:30:36 +0000</pubDate>
				<category><![CDATA[ency]]></category>
		<category><![CDATA[#5Achsen]]></category>
		<category><![CDATA[#automatica]]></category>
		<category><![CDATA[#CAD]]></category>
		<category><![CDATA[#cadcam]]></category>
		<category><![CDATA[#CNC]]></category>
		<category><![CDATA[#ENCY #CAMSoftware #Postprozessor #Prozessoptimierung #Innovation #Softwarelösungen #Effizienzsteigerung]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=3412</guid>

					<description><![CDATA[Varianten gehören in der CNC-Fertigung zum Alltag. Kaum ein Bauteil bleibt unverändert – Bohrungen werden angepasst, Konturen modifiziert oder Aufspannungen [&#8230;]]]></description>
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<p>Varianten gehören in der CNC-Fertigung zum Alltag. Kaum ein Bauteil bleibt unverändert – Bohrungen werden angepasst, Konturen modifiziert oder Aufspannungen optimiert. Entscheidend ist dabei nicht nur,&nbsp;<em>dass</em>&nbsp;ein Bauteil kopiert wird, sondern&nbsp;<em>wie</em>&nbsp;diese Kopie in der Projektlogik weitergeführt wird. Genau hier setzt die Funktion&nbsp;<strong>„Copy of Part“</strong>&nbsp;in ENCY an.</p>



<h2 class="wp-block-heading">Copy of Part: Kopieren mit Struktur</h2>



<p>In vielen CAM-Systemen bedeutet Kopieren vor allem eines: Geometrie duplizieren und anschließend prüfen, welche Abhängigkeiten noch korrekt sind. ENCY geht einen strukturierten Weg. Die Kopie wird als eigenständiges Bauteil in der Projektstruktur geführt – nachvollziehbar, kontrollierbar und unabhängig vom Original.</p>



<figure class="wp-block-image"><a href="https://cnc-technik.de/wp-content/uploads/2026/02/142653085_multip.png"><img decoding="async" src="https://cnc-technik.de/wp-content/uploads/2026/02/142653085_multip.png" alt="ENCY Copy of Part – Prinzip der Bauteilkopie" title="Bauteil kopieren in ENCY – Teilekopie für Varianten und Mehrteil-Projekte 4"></a><figcaption class="wp-element-caption">Originaldarstellung aus ENCY 1026: Prinzip der Bauteilkopie („Copy of Part“).</figcaption></figure>



<h2 class="wp-block-heading">Varianten effizient ableiten</h2>



<p>Der große Vorteil zeigt sich bei Varianten und Serien: Statt Projekte neu aufzubauen, wird eine stabile Ausgangsbasis geschaffen, aus der weitere Bauteile gezielt abgeleitet werden können. Änderungen betreffen ausschließlich die Kopie – das Original bleibt unverändert erhalten.</p>



<figure class="wp-block-image"><img decoding="async" src="https://cnc-technik.de/wp-content/uploads/2026/02/142653085_image2024-7-9_15-50-25.png" alt="ENCY Copy of Part – Beispielansicht im Projekt" title="Bauteil kopieren in ENCY – Teilekopie für Varianten und Mehrteil-Projekte 5"><figcaption class="wp-element-caption">Originaldarstellung aus ENCY 1026: Beispielansicht einer Bauteilkopie im Projektkontext.</figcaption></figure>



<h2 class="wp-block-heading">Klare Trennung von Original und Kopie</h2>



<p>Ein entscheidender Faktor für stabile Prozesse ist die klare Trennung zwischen Referenzbauteil und Variante. ENCY stellt sicher, dass Änderungen an der Kopie keine unbeabsichtigten Auswirkungen auf das Ursprungsbauteil haben. Das schafft Sicherheit – insbesondere bei Serienfertigung und wiederkehrenden Aufträgen.</p>



<figure class="wp-block-image"><img decoding="async" src="https://cnc-technik.de/wp-content/uploads/2026/02/142653085_image2024-7-9_15-51-54.png" alt="ENCY Copy of Part – weitere Beispielansicht" title="Bauteil kopieren in ENCY – Teilekopie für Varianten und Mehrteil-Projekte 6"><figcaption class="wp-element-caption">Originaldarstellung aus ENCY 1026: Weitere Ansicht zur Arbeit mit kopierten Bauteilen.</figcaption></figure>



<h2 class="wp-block-heading">Fazit: Copy of Part als Werkzeug für kontrollierte Variantenbildung</h2>



<p>Die Funktion „Copy of Part“ ist in ENCY kein Komfortfeature, sondern ein strategisches Werkzeug. Sie ermöglicht es, Varianten systematisch zu erzeugen, ohne Übersicht, Struktur und Prozesssicherheit zu verlieren. Für Mehrteil-Projekte und Serienfertigung ist das ein klarer Vorteil.</p>



<p>#ENCY, #ENCYCAM, #Reitz, #DatentechnikReitz, #P3D, #CNC, #CAD, #CAM, #CADCAM, #Fräsen, #Drehen, #Automatisierung, #3DDrucken</p>



<p><strong>CAD/CAM Systeme Datentechnik Reitz</strong><br>Perfstraße 2<br>35216 Breidenstein<br>T +49 6461 7593437<br>F +49 6461 7593438<br>E&nbsp;<a href="mailto:reitz@cnc-technik.de">reitz@cnc-technik.de</a><br>W&nbsp;<a href="https://www.cnc-technik.de/">https://www.cnc-technik.de</a><br>P3D Slicer:&nbsp;<a href="https://p3d.slicer.com/" target="_blank" rel="noopener">https://p3d.slicer.com</a><br>LinkedIn:&nbsp;<a href="http://cnc-technik.de/linkedin">http://cnc-technik.de/linkedin</a></p>



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		<title>Bauteilgruppen in ENCY – wie Mehrteil-Projekte übersichtlich bleiben</title>
		<link>https://cnc-technik.de/2026/02/23/wie-mehrteil-projekte-ubersichtlich-bleiben/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Mon, 23 Feb 2026 12:58:46 +0000</pubDate>
				<category><![CDATA[ency]]></category>
		<category><![CDATA[#automation]]></category>
		<category><![CDATA[#Automatisierung]]></category>
		<category><![CDATA[#CAM]]></category>
		<category><![CDATA[#CNC]]></category>
		<category><![CDATA[#ency]]></category>
		<category><![CDATA[#industrie40]]></category>
		<category><![CDATA[#Industrierobotik]]></category>
		<category><![CDATA[#OfflineProgrammierung]]></category>
		<category><![CDATA[#roboterprogrammierung]]></category>
		<category><![CDATA[#robotik]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=3391</guid>

					<description><![CDATA[Sobald CNC-Projekte mehr als ein einzelnes Bauteil umfassen, ändert sich die Herausforderung grundlegend. Es geht nicht mehr nur darum, Werkzeugwege [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><a class="a2a_button_linkedin" href="https://www.addtoany.com/add_to/linkedin?linkurl=https%3A%2F%2Fcnc-technik.de%2F2026%2F02%2F23%2Fwie-mehrteil-projekte-ubersichtlich-bleiben%2F&amp;linkname=Bauteilgruppen%20in%20ENCY%20%E2%80%93%20wie%20Mehrteil-Projekte%20%C3%BCbersichtlich%20bleiben" title="LinkedIn" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_facebook" href="https://www.addtoany.com/add_to/facebook?linkurl=https%3A%2F%2Fcnc-technik.de%2F2026%2F02%2F23%2Fwie-mehrteil-projekte-ubersichtlich-bleiben%2F&amp;linkname=Bauteilgruppen%20in%20ENCY%20%E2%80%93%20wie%20Mehrteil-Projekte%20%C3%BCbersichtlich%20bleiben" title="Facebook" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_pinterest" href="https://www.addtoany.com/add_to/pinterest?linkurl=https%3A%2F%2Fcnc-technik.de%2F2026%2F02%2F23%2Fwie-mehrteil-projekte-ubersichtlich-bleiben%2F&amp;linkname=Bauteilgruppen%20in%20ENCY%20%E2%80%93%20wie%20Mehrteil-Projekte%20%C3%BCbersichtlich%20bleiben" title="Pinterest" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_whatsapp" href="https://www.addtoany.com/add_to/whatsapp?linkurl=https%3A%2F%2Fcnc-technik.de%2F2026%2F02%2F23%2Fwie-mehrteil-projekte-ubersichtlich-bleiben%2F&amp;linkname=Bauteilgruppen%20in%20ENCY%20%E2%80%93%20wie%20Mehrteil-Projekte%20%C3%BCbersichtlich%20bleiben" title="WhatsApp" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_tumblr" href="https://www.addtoany.com/add_to/tumblr?linkurl=https%3A%2F%2Fcnc-technik.de%2F2026%2F02%2F23%2Fwie-mehrteil-projekte-ubersichtlich-bleiben%2F&amp;linkname=Bauteilgruppen%20in%20ENCY%20%E2%80%93%20wie%20Mehrteil-Projekte%20%C3%BCbersichtlich%20bleiben" title="Tumblr" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_email" href="https://www.addtoany.com/add_to/email?linkurl=https%3A%2F%2Fcnc-technik.de%2F2026%2F02%2F23%2Fwie-mehrteil-projekte-ubersichtlich-bleiben%2F&amp;linkname=Bauteilgruppen%20in%20ENCY%20%E2%80%93%20wie%20Mehrteil-Projekte%20%C3%BCbersichtlich%20bleiben" title="Email" rel="nofollow noopener" target="_blank"></a><a class="a2a_dd addtoany_share_save addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fcnc-technik.de%2F2026%2F02%2F23%2Fwie-mehrteil-projekte-ubersichtlich-bleiben%2F&#038;title=Bauteilgruppen%20in%20ENCY%20%E2%80%93%20wie%20Mehrteil-Projekte%20%C3%BCbersichtlich%20bleiben" data-a2a-url="https://cnc-technik.de/2026/02/23/wie-mehrteil-projekte-ubersichtlich-bleiben/" data-a2a-title="Bauteilgruppen in ENCY – wie Mehrteil-Projekte übersichtlich bleiben"></a></p>
<figure class="wp-block-image size-full"><img fetchpriority="high" decoding="async" width="1156" height="188" src="https://cnc-technik.de/wp-content/uploads/2026/02/dtr.png" alt="dtr | CAD/CAM Programmiersoftware für CNC Maschinen und Industrieroboter" class="wp-image-3400" title="Bauteilgruppen in ENCY – wie Mehrteil-Projekte übersichtlich bleiben 7"></figure>



<p>Sobald CNC-Projekte mehr als ein einzelnes Bauteil umfassen, ändert sich die Herausforderung grundlegend. Es geht nicht mehr nur darum, Werkzeugwege zu berechnen, sondern darum, <strong>Struktur zu bewahren</strong>. Varianten, Baugruppen oder wiederkehrende Teile müssen so organisiert werden, dass Projekte verständlich bleiben – auch Wochen oder Monate später. Genau hier setzen <strong>Bauteilgruppen (Part Groups)</strong> in ENCY an.</p>



<h2 class="wp-block-heading">Warum Bauteilgruppen notwendig sind</h2>



<p>In klassischen CAM-Systemen werden mehrere Bauteile häufig nebeneinander abgelegt. Das funktioniert bei kleinen Projekten, führt aber schnell zu Unübersichtlichkeit, sobald Abläufe komplexer werden. ENCY verfolgt einen anderen Ansatz: Bauteile werden logisch gruppiert und erhalten damit einen festen Platz innerhalb der Projektstruktur.</p>



<p>Bauteilgruppen sind kein rein organisatorisches Mittel, sondern Teil der technischen Logik. Sie bestimmen, wie Bauteile zusammengehören und in welcher Reihenfolge sie verarbeitet werden.</p>



<figure class="wp-block-image size-large"><img decoding="async" src="https://cnc-technik.de/wp-content/uploads/2026/02/142649258_image2024-6-28_17-15-13.png" alt="142649258 image2024 6 28 17 15 13 | CAD/CAM Programmiersoftware für CNC Maschinen und Industrieroboter" title="Bauteilgruppen in ENCY – wie Mehrteil-Projekte übersichtlich bleiben 8"></figure>



<h2 class="wp-block-heading">Reihenfolge ist Teil des Prozesses</h2>



<p>Ein zentraler Aspekt von Bauteilgruppen ist ihre Reihenfolge. Diese Reihenfolge ist in ENCY bewusst definiert und wirkt sich direkt auf den Bearbeitungsablauf aus. Gerade bei Mehrteil-Projekten oder Serienfertigung sorgt das für reproduzierbare Ergebnisse und klare Abläufe.</p>



<p>Die Projektstruktur bildet damit nicht nur den Aufbau ab, sondern auch den tatsächlichen Prozess.</p>



<h2 class="wp-block-heading">Zusammenhang von Bauteilgruppe, Setup und Transformation</h2>



<p>Innerhalb einer Bauteilgruppe werden Setups definiert. Ein Setup beschreibt die konkrete Aufspannung, das Koordinatensystem und den Bezugspunkt. Transformationen sorgen dafür, dass identische Geometrien mehrfach genutzt werden können – etwa gespiegelt, gedreht oder versetzt – ohne die Originalgeometrie zu verändern.</p>



<p>Diese Trennung ist entscheidend:<br>Die Geometrie bleibt stabil, während Lage und Orientierung kontrolliert angepasst werden.</p>



<h2 class="wp-block-heading">Übersicht behalten bei komplexen Projekten</h2>



<p>Mit zunehmender Projektgröße wird Übersicht zum kritischen Faktor. ENCY unterstützt dabei, indem einzelne Bereiche gezielt sichtbar oder ausgeblendet werden können. So bleibt der Fokus stets auf der aktuell relevanten Bauteilgruppe oder dem aktiven Setup.</p>



<p>Diese Arbeitsweise reduziert Fehler, erleichtert Änderungen und macht Projekte auch für andere Anwender nachvollziehbar.</p>



<h2 class="wp-block-heading">Grundlage für Automatisierung und Wiederverwendung</h2>



<p>Bauteilgruppen schaffen die Basis für wiederverwendbare Prozesse. Bearbeitungsstrategien lassen sich auf ähnliche Bauteile übertragen, Varianten sauber ableiten und automatisierte Abläufe stabil aufbauen. Gerade im Zusammenspiel mit <strong>Automatisierung</strong> und <strong>Robotik</strong> ist diese klare Struktur ein entscheidender Vorteil.</p>



<h2 class="wp-block-heading">Fazit: Struktur entscheidet über Beherrschbarkeit</h2>



<p>Bauteilgruppen in ENCY sind kein theoretisches Konzept, sondern ein praktisches Werkzeug für den Alltag. Sie verbinden Struktur, Prozesslogik und Technik zu einem klaren Gesamtbild. Wer Mehrteil-Projekte langfristig beherrschen möchte, kommt an dieser Denkweise nicht vorbei.</p>



<p>#ENCY, #ENCYCAM, #Reitz, #DatentechnikReitz, #P3D, #CNC, #CAD, #CAM, #CADCAM, #Robotik, #Fräsen, #Drehen, #Automatisierung, #3DDrucken</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<p><strong>CAD/CAM Systeme Datentechnik Reitz</strong><br>Perfstraße 2<br>35216 Breidenstein<br>T +49 6461 7593437<br>F +49 6461 7593438<br>E <a>reitz@cnc-technik.de</a><br>W <a href="https://www.cnc-technik.de">https://www.cnc-technik.de</a><br>P3D Slicer: <a href="https://p3d.slicer.com" target="_blank" rel="noopener">https://p3d.slicer.com</a><br>LinkedIn: <a href="http://cnc-technik.de/linkedin">http://cnc-technik.de/linkedin</a></p>



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		<title>Maschinenmodelle zum Download</title>
		<link>https://cnc-technik.de/2025/06/21/maschinenmodelle/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Sat, 21 Jun 2025 13:17:01 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=2829</guid>

					<description><![CDATA[Beschreibung:https://www.youtube.com/watch?v=vBZngZE19rQLibrary: www.cnc-technik.de Unsere CNC-Maschinenbibliothek enthält über 2.000 hochwertige 3D-Modelle, die direkt für Ihre CNC-Simulationen eingesetzt werden können. Die Modelle stehen [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><a class="a2a_button_linkedin" href="https://www.addtoany.com/add_to/linkedin?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F06%2F21%2Fmaschinenmodelle%2F&amp;linkname=Maschinenmodelle%20zum%20Download" title="LinkedIn" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_facebook" href="https://www.addtoany.com/add_to/facebook?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F06%2F21%2Fmaschinenmodelle%2F&amp;linkname=Maschinenmodelle%20zum%20Download" title="Facebook" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_pinterest" href="https://www.addtoany.com/add_to/pinterest?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F06%2F21%2Fmaschinenmodelle%2F&amp;linkname=Maschinenmodelle%20zum%20Download" title="Pinterest" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_whatsapp" href="https://www.addtoany.com/add_to/whatsapp?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F06%2F21%2Fmaschinenmodelle%2F&amp;linkname=Maschinenmodelle%20zum%20Download" title="WhatsApp" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_tumblr" href="https://www.addtoany.com/add_to/tumblr?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F06%2F21%2Fmaschinenmodelle%2F&amp;linkname=Maschinenmodelle%20zum%20Download" title="Tumblr" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_email" href="https://www.addtoany.com/add_to/email?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F06%2F21%2Fmaschinenmodelle%2F&amp;linkname=Maschinenmodelle%20zum%20Download" title="Email" rel="nofollow noopener" target="_blank"></a><a class="a2a_dd addtoany_share_save addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fcnc-technik.de%2F2025%2F06%2F21%2Fmaschinenmodelle%2F&#038;title=Maschinenmodelle%20zum%20Download" data-a2a-url="https://cnc-technik.de/2025/06/21/maschinenmodelle/" data-a2a-title="Maschinenmodelle zum Download"></a></p>		<div data-elementor-type="wp-post" data-elementor-id="2829" class="elementor elementor-2829" data-elementor-post-type="post">
				<div class="elementor-element elementor-element-bcb170a e-flex e-con-boxed e-con e-parent" data-id="bcb170a" data-element_type="container" data-e-type="container" data-settings="{&quot;_ob_use_container_extras&quot;:&quot;no&quot;,&quot;_ob_column_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_glider_is_slider&quot;:&quot;no&quot;,&quot;_ob_column_has_pseudo&quot;:&quot;no&quot;}">
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				<div class="elementor-element elementor-element-87990fc ob-has-background-overlay elementor-widget elementor-widget-text-editor" data-id="87990fc" data-element_type="widget" data-e-type="widget" data-settings="{&quot;_ob_postman_use&quot;:&quot;no&quot;,&quot;_ob_perspektive_use&quot;:&quot;no&quot;,&quot;_ob_poopart_use&quot;:&quot;yes&quot;,&quot;_ob_shadough_use&quot;:&quot;no&quot;,&quot;_ob_allow_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_widget_stalker_use&quot;:&quot;no&quot;}" data-widget_type="text-editor.default">
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									<p>Beschreibung:<br><span style="font-style: inherit; font-weight: inherit;">https://www.youtube.com/watch?v=vBZngZE19rQ<br></span><span style="font-style: inherit; font-weight: inherit;">Library: www.cnc-technik.de</span></p>
<p>Unsere CNC-Maschinenbibliothek enthält über 2.000 hochwertige 3D-Modelle, die direkt für Ihre CNC-Simulationen eingesetzt werden können. Die Modelle stehen zum Download im ENCY, HYPER, CIMCO, STL</p>
<p>oder STEP Format zur Verfügung.</p>
<p>Zeitersparnis bei der Maschinenmodellierung:</p>
<p>Sofort einsatzbereit für Kollisionskontrollen und Simulationen- Kompatibilität mit gängigen CAD/CAM-Systemen- Kontinuierliche Erweiterung der Bibliothek Weitere Informationen und Zugang zur Bibliothek: https://www.cnc-technik.de</p>
<p>Our CNC machine library includes over 2,000 high-quality 3D models ready for direct use in your CNC simulations Models are available for download in ENCY, HYPER, CIMCO, STL or STEP formats.</p>
<p>Save time on machine modeling:</p>
<p>Ready-to-use for collision checks and simulations- Compatible with common CAD/CAM systems- Continuously expanding library For more information and access to the library: https://www.cnc-technik.de</p>
<p>CAD/CAM Systeme&nbsp;<br><span style="font-style: inherit; font-weight: inherit;">Datentechnik Reitz&nbsp;<br></span><span style="font-style: inherit; font-weight: inherit;">Perfstrasse 2<br></span><span style="font-style: inherit; font-weight: inherit;">35216 Breidenstein<br></span><span style="font-style: inherit; font-weight: inherit;">Tel.: 06461-7593437<br></span><span style="font-style: inherit; font-weight: inherit;">Fax: 06461-7593438<br></span><span style="font-style: inherit; font-weight: inherit;">Email: reitz@cnc-Technik.de<br></span><span style="font-style: inherit; font-weight: inherit;">www.cnc-Technik.de</span></p>
<p>Visit us at automatica<br><span style="font-style: inherit; font-weight: inherit;">Hall B6, Stand B206<br></span><span style="font-style: inherit; font-weight: inherit;">24.-27.06.2025 in Munich</span></p>
<p>#CNC #CAM #SprutCAM #Robotics #MachineModels #Postprozessor #Encyfile #STL #Download #Simulation #FreeCADData #cnctools #Automation #cnctech #cnctechsupport,#Ency,#poweredbyENCY</p>								</div>
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		<title>CAD/CAM Systeme Datentechnik Reitz GmbH &#038; Co. KG</title>
		<link>https://cnc-technik.de/2025/05/20/cad-cam-systeme-datentechnik-reitz-gmbh-co-kg/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Tue, 20 May 2025 12:22:27 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[#Automatisierung]]></category>
		<category><![CDATA[#CAD]]></category>
		<category><![CDATA[#CAM]]></category>
		<category><![CDATA[#CNC]]></category>
		<category><![CDATA[#DACH]]></category>
		<category><![CDATA[#ency]]></category>
		<category><![CDATA[#encycam]]></category>
		<category><![CDATA[#industrie40]]></category>
		<category><![CDATA[#p3dslicer]]></category>
		<category><![CDATA[#robotics]]></category>
		<category><![CDATA[#robotik]]></category>
		<category><![CDATA[#softwareentwicklung]]></category>
		<category><![CDATA[#solidworks]]></category>
		<category><![CDATA[#SprutCAM]]></category>
		<category><![CDATA[CADCAM]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=2723</guid>

					<description><![CDATA[CAD/CAM Datentechnik Reitz wurde 1994 gegründet und hat sich seitdem als führender Anbieter im Bereich CAD/CAM-Technologien etabliert. Mit über 30 [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><a class="a2a_button_linkedin" href="https://www.addtoany.com/add_to/linkedin?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F05%2F20%2Fcad-cam-systeme-datentechnik-reitz-gmbh-co-kg%2F&amp;linkname=CAD%2FCAM%20Systeme%20Datentechnik%20Reitz%20GmbH%20%26%20Co.%20KG" title="LinkedIn" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_facebook" href="https://www.addtoany.com/add_to/facebook?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F05%2F20%2Fcad-cam-systeme-datentechnik-reitz-gmbh-co-kg%2F&amp;linkname=CAD%2FCAM%20Systeme%20Datentechnik%20Reitz%20GmbH%20%26%20Co.%20KG" title="Facebook" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_pinterest" href="https://www.addtoany.com/add_to/pinterest?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F05%2F20%2Fcad-cam-systeme-datentechnik-reitz-gmbh-co-kg%2F&amp;linkname=CAD%2FCAM%20Systeme%20Datentechnik%20Reitz%20GmbH%20%26%20Co.%20KG" title="Pinterest" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_whatsapp" href="https://www.addtoany.com/add_to/whatsapp?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F05%2F20%2Fcad-cam-systeme-datentechnik-reitz-gmbh-co-kg%2F&amp;linkname=CAD%2FCAM%20Systeme%20Datentechnik%20Reitz%20GmbH%20%26%20Co.%20KG" title="WhatsApp" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_tumblr" href="https://www.addtoany.com/add_to/tumblr?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F05%2F20%2Fcad-cam-systeme-datentechnik-reitz-gmbh-co-kg%2F&amp;linkname=CAD%2FCAM%20Systeme%20Datentechnik%20Reitz%20GmbH%20%26%20Co.%20KG" title="Tumblr" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_email" href="https://www.addtoany.com/add_to/email?linkurl=https%3A%2F%2Fcnc-technik.de%2F2025%2F05%2F20%2Fcad-cam-systeme-datentechnik-reitz-gmbh-co-kg%2F&amp;linkname=CAD%2FCAM%20Systeme%20Datentechnik%20Reitz%20GmbH%20%26%20Co.%20KG" title="Email" rel="nofollow noopener" target="_blank"></a><a class="a2a_dd addtoany_share_save addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fcnc-technik.de%2F2025%2F05%2F20%2Fcad-cam-systeme-datentechnik-reitz-gmbh-co-kg%2F&#038;title=CAD%2FCAM%20Systeme%20Datentechnik%20Reitz%20GmbH%20%26%20Co.%20KG" data-a2a-url="https://cnc-technik.de/2025/05/20/cad-cam-systeme-datentechnik-reitz-gmbh-co-kg/" data-a2a-title="CAD/CAM Systeme Datentechnik Reitz GmbH &amp; Co. KG"></a></p>
<p>CAD/CAM Datentechnik Reitz wurde 1994 gegründet und hat sich seitdem als führender Anbieter im Bereich CAD/CAM-Technologien etabliert. Mit über 30 Jahren Erfahrung betreuen wir Kunden in der Industrieautomation und Fertigungstechnologie.</p>



<p>Das Unternehmen wird von Andreas Reitz als Geschäftsführer geleitet. Unser Team besteht aus erfahrenen Experten in den Bereichen CAD, CAM, CNC, Robotik und Softwareentwicklung.</p>



<p>Der Firmensitz befindet sich in Breidenstein bei Marburg. Wir agieren international.</p>



<p>Unsere Mission ist es, innovative CAD/CAM- und Robotiklösungen bereitzustellen, die unsere Kunden in ihrer Effizienz, Präzision und Wettbewerbsfähigkeit stärken. Die Vision ist eine vollständig digitalisierte automatisierte Fertigungskette &#8211; vom Design bis zur Produktion.</p>



<p>Produkte und Service:<br>Wir vertreiben CAD/CAM-Softwarelösungen wie Ency, Solidworks, Delmia und Catia. Zudem entwickeln wir eigene Softwareprodukte wie P3D Slicer zur Bahnplanung für Roboter und 5-Achs-CNC-Systeme. Unser Service umfasst Beratung, Schulung, Support und kundenspezifische Automatisierungslösungen.</p>



<p>Unsere Kunden sind industrielle Fertigungsbetriebe, Maschinenbauer, Automatisierer sowie Forschungseinrichtungen in der DACH-Region mit Fokus auf Robotik, CNC-Technologie und CAD/CAM-Prozesse.</p>



<p>Unser Erfolg:<br>Über 1.000 betreute Kunden, Entwicklung der innovativen Software P3D Slicer sowie Etablierung als Spezialist im Bereich Industrierobotik und CAM-Automatisierung.</p>



<p>Unsere Zukunftspläne:<br>Wir planen die kontinuierliche Weiterentwicklung unserer eigenen Softwarelösungen, den Ausbau von Automatisierungstechnologien und die Vertiefung strategischer Partnerschaften, insbesondere im Bereich KI-gestützter CAM-Prozesse.</p>



<h6 class="wp-block-heading">CADCAM, #Industrie40, #Robotik, #SprutCAM, #Solidworks, #CNC, #Automatisierung, #Softwareentwicklung, #CAM, #CAD, #DACH, #P3DSlicer,#ency,#encycam,#robotics, #Unternehmen</h6>



<figure class="wp-block-image size-full"><img decoding="async" width="810" height="1013" src="https://cnc-technik.de/wp-content/uploads/2025/05/CADCAM-Systeme-Datentechnik-Reitz.jpg" alt="CADCAM Systeme Datentechnik Reitz | CAD/CAM Programmiersoftware für CNC Maschinen und Industrieroboter" class="wp-image-2724" title="CAD/CAM Systeme Datentechnik Reitz GmbH &amp; Co. KG 9"></figure>



<p></p>
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		<title>automatica München</title>
		<link>https://cnc-technik.de/2025/04/29/messbeteiligungen-datentechnik-reitz-2025/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Tue, 29 Apr 2025 15:34:43 +0000</pubDate>
				<category><![CDATA[3D Druck P3D]]></category>
		<category><![CDATA[ency]]></category>
		<category><![CDATA[PDF]]></category>
		<category><![CDATA[PDF_ENCYCAM]]></category>
		<category><![CDATA[PDF1]]></category>
		<category><![CDATA[Solidworks]]></category>
		<category><![CDATA[Sprutcam]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[#5achsentechnik]]></category>
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		<category><![CDATA[#cadcam]]></category>
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		<category><![CDATA[#dachregion]]></category>
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		<category><![CDATA[#drehen]]></category>
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		<category><![CDATA[#engineeringservices]]></category>
		<category><![CDATA[#fachmesse]]></category>
		<category><![CDATA[#fräsen]]></category>
		<category><![CDATA[#freikarten]]></category>
		<category><![CDATA[#industrie40]]></category>
		<category><![CDATA[#industriepartner]]></category>
		<category><![CDATA[#industrieroboter]]></category>
		<category><![CDATA[#innovation]]></category>
		<category><![CDATA[#kundengespräche]]></category>
		<category><![CDATA[#livevorführung]]></category>
		<category><![CDATA[#maschinenbau]]></category>
		<category><![CDATA[#messebeteiligung]]></category>
		<category><![CDATA[#messeeinladung]]></category>
		<category><![CDATA[#messemünchen]]></category>
		<category><![CDATA[#motioncontrol]]></category>
		<category><![CDATA[#p3dslicer]]></category>
		<category><![CDATA[#roboterprogrammierung]]></category>
		<category><![CDATA[#robotersimulation]]></category>
		<category><![CDATA[#robotersoftware]]></category>
		<category><![CDATA[#robotersysteme]]></category>
		<category><![CDATA[#robotik]]></category>
		<category><![CDATA[#robotintegration]]></category>
		<category><![CDATA[#schulungen]]></category>
		<category><![CDATA[#Simulation]]></category>
		<category><![CDATA[#slicingsoftware]]></category>
		<category><![CDATA[#smartfactory]]></category>
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		<category><![CDATA[#sprutcamency]]></category>
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		<category><![CDATA[cad]]></category>
		<category><![CDATA[cam]]></category>
		<category><![CDATA[cnc]]></category>
		<category><![CDATA[sprutcam]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=2677</guid>

					<description><![CDATA[Erleben Sie die Zukunft der intelligenten Automation und Robotik auf der automatica 2025 in München! Vom 24. bis 27. Juni 2025 haben Sie die Möglichkeit, innovative Lösungen und aktuelle Entwicklungen aus der Branche hautnah zu entdecken. Besuchen Sie die Messe, die Industrie, Forschung und Politik vereint, und profitieren Sie von spannenden Einblicken und Networking-Möglichkeiten. Sichern Sie sich Ihre Freikarten und planen Sie Ihren Besuch, um Teil dieser wegweisenden Veranstaltung zu werden. Lassen Sie sich inspirieren und gestalten Sie die Zukunft der Arbeit mit!]]></description>
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									<figure><img /><span style="font-style: inherit; font-weight: inherit;">Die Firma Datentechnik Reitz GmbH &amp; Co. KG aus Breidenstein wird vom 24. bis 27. Juni 2025 auf der automatica in München vertreten sein.</span> <span style="font-style: inherit; font-weight: inherit;">Als Weltleitmesse für intelligente Automation und Robotik bringt die automatica in sechs Messehallen Industrie, Forschung und Politik zusammen und bietet einen umfassenden Überblick über aktuelle Entwicklungen, Themen, Innovationen und Lösungen in der Branche.</span></figure><figure><span style="font-style: inherit; font-weight: inherit;"> </span></figure><p data-start="166" data-end="285">Die automatica 2025 findet vom 24. bis 27. Juni 2025 auf dem Messegelände München statt. Die Öffnungszeiten für Besucher sind wie folgt:<span style="font-style: inherit; font-weight: inherit;">Dienstag, 24.06.2025: 09:00 &#8211; 17:00 Uhr</span><span style="font-style: inherit; font-weight: inherit;"> </span></p><ul data-start="287" data-end="534"><li>Dienstag, 24.06.2025: 09:00 &#8211; 17:00 Uhr</li><li data-start="327" data-end="366"><p data-start="329" data-end="366">Mittwoch, 25.06.2025: 09:00 &#8211; 17:00 Uhr</p></li><li data-start="367" data-end="406"><p data-start="369" data-end="406">Donnerstag, 26.06.2025: 09:00 &#8211; 17:00 Uhr</p></li><li data-start="407" data-end="534"><p data-start="409" data-end="534">Freitag, 27.06.2025: 09:00 &#8211; 16:00 Uhr</p></li></ul><p data-start="536" data-end="701"><span style="font-style: inherit; font-weight: inherit;">Für weitere Informationen zur Messe und zur Planung Ihres Besuchs können Sie die offizielle Website der automatica besuchen. Freikarten erhalten Sie bei uns unter untenstehendem Link.</span></p><p data-start="830" data-end="951">#automatica2025, #DatentechnikReitz, #Robotik, #Automation, #MesseMünchen, #KI, #NachhaltigeProduktion, #ZukunftDerArbeit</p><p><!-- /wp:image --></p>								</div>
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		<title>Simultandrehen mit encyCAM</title>
		<link>https://cnc-technik.de/2025/03/07/simultandrehen-mit-encycam/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Fri, 07 Mar 2025 09:13:58 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=2582</guid>

					<description><![CDATA[https://cnc-technik.de/wp-content/uploads/2025/03/Simultandrehen_-Die-Revolution-in-der-CNC-Bearbeitung.mp4 How Simultaneous Turning Works Simultaneous turning allows for multiple operations at once, enhancing productivity. This method minimizes the time [&#8230;]]]></description>
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				<div class="elementor-element elementor-element-undefined-4f656d1 ob-has-background-overlay elementor-widget elementor-widget-heading" data-id="undefined-4f656d1" data-element_type="widget" data-e-type="widget" data-settings="{&quot;_ob_perspektive_use&quot;:&quot;no&quot;,&quot;_ob_poopart_use&quot;:&quot;yes&quot;,&quot;_ob_shadough_use&quot;:&quot;no&quot;,&quot;_ob_allow_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_widget_stalker_use&quot;:&quot;no&quot;}" data-widget_type="heading.default">
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					<h4 class="elementor-heading-title elementor-size-default">How Simultaneous Turning Works</h4>				</div>
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									<p>Simultaneous turning allows for multiple operations at once, enhancing productivity. This method minimizes the time spent switching tools, making processes smoother and faster.</p>								</div>
				</div>
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				<div class="elementor-widget-container">
					<h4 class="elementor-heading-title elementor-size-default">Advantages of This Technique</h4>				</div>
				</div>
				<div class="elementor-element elementor-element-undefined-02df2e3 ob-has-background-overlay elementor-widget elementor-widget-text-editor" data-id="undefined-02df2e3" data-element_type="widget" data-e-type="widget" data-settings="{&quot;_ob_postman_use&quot;:&quot;no&quot;,&quot;_ob_perspektive_use&quot;:&quot;no&quot;,&quot;_ob_poopart_use&quot;:&quot;yes&quot;,&quot;_ob_shadough_use&quot;:&quot;no&quot;,&quot;_ob_allow_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_widget_stalker_use&quot;:&quot;no&quot;}" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>By using simultaneous turning, businesses can save both time and costs. Less tool changes mean increased uptime and efficiency, ultimately leading to better output.</p>								</div>
				</div>
				</div>
		<div class="elementor-element elementor-element-undefined-24390dc e-con-full e-flex e-con e-child" data-id="undefined-24390dc" data-element_type="container" data-e-type="container" data-settings="{&quot;_ob_use_container_extras&quot;:&quot;no&quot;,&quot;_ob_column_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_glider_is_slider&quot;:&quot;no&quot;,&quot;_ob_column_has_pseudo&quot;:&quot;no&quot;}">
				<div class="elementor-element elementor-element-undefined-4e87c8d ob-has-background-overlay elementor-widget elementor-widget-heading" data-id="undefined-4e87c8d" data-element_type="widget" data-e-type="widget" data-settings="{&quot;_ob_perspektive_use&quot;:&quot;no&quot;,&quot;_ob_poopart_use&quot;:&quot;yes&quot;,&quot;_ob_shadough_use&quot;:&quot;no&quot;,&quot;_ob_allow_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_widget_stalker_use&quot;:&quot;no&quot;}" data-widget_type="heading.default">
				<div class="elementor-widget-container">
					<h4 class="elementor-heading-title elementor-size-default">Why Choose ency?</h4>				</div>
				</div>
				<div class="elementor-element elementor-element-undefined-ecc6e50 ob-has-background-overlay elementor-widget elementor-widget-text-editor" data-id="undefined-ecc6e50" data-element_type="widget" data-e-type="widget" data-settings="{&quot;_ob_postman_use&quot;:&quot;no&quot;,&quot;_ob_perspektive_use&quot;:&quot;no&quot;,&quot;_ob_poopart_use&quot;:&quot;yes&quot;,&quot;_ob_shadough_use&quot;:&quot;no&quot;,&quot;_ob_allow_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_widget_stalker_use&quot;:&quot;no&quot;}" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p>Our team at ency specializes in this technology, ensuring you achieve optimal results. Trust us to bring your projects to life with our expert knowledge and experience.</p>								</div>
				</div>
				</div>
					</div>
				</div>
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		<title>PDF_ENCYCAM</title>
		<link>https://cnc-technik.de/2025/01/17/pdf_encycam/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Fri, 17 Jan 2025 14:30:19 +0000</pubDate>
				<category><![CDATA[PDF_ENCYCAM]]></category>
		<category><![CDATA[PDF]]></category>
		<category><![CDATA[pdf1]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=2542</guid>

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		<title>warum ändert sich der Name zu ency</title>
		<link>https://cnc-technik.de/2024/12/13/warum-andert-sich-der-name-zu-ency/</link>
		
		<dc:creator><![CDATA[Andreas Datentechnik Reitz]]></dc:creator>
		<pubDate>Fri, 13 Dec 2024 13:24:53 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<guid isPermaLink="false">https://cnc-technik.de/?p=2522</guid>

					<description><![CDATA[FAQ von SprutCAM bis encyCAM was ist der Unterschied zwischen Sprutcam und ency Sprutcam ist eine Software, während wir mit [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><a class="a2a_button_linkedin" href="https://www.addtoany.com/add_to/linkedin?linkurl=https%3A%2F%2Fcnc-technik.de%2F2024%2F12%2F13%2Fwarum-andert-sich-der-name-zu-ency%2F&amp;linkname=warum%20%C3%A4ndert%20sich%20der%20Name%20zu%20ency" title="LinkedIn" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_facebook" href="https://www.addtoany.com/add_to/facebook?linkurl=https%3A%2F%2Fcnc-technik.de%2F2024%2F12%2F13%2Fwarum-andert-sich-der-name-zu-ency%2F&amp;linkname=warum%20%C3%A4ndert%20sich%20der%20Name%20zu%20ency" title="Facebook" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_pinterest" href="https://www.addtoany.com/add_to/pinterest?linkurl=https%3A%2F%2Fcnc-technik.de%2F2024%2F12%2F13%2Fwarum-andert-sich-der-name-zu-ency%2F&amp;linkname=warum%20%C3%A4ndert%20sich%20der%20Name%20zu%20ency" title="Pinterest" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_whatsapp" href="https://www.addtoany.com/add_to/whatsapp?linkurl=https%3A%2F%2Fcnc-technik.de%2F2024%2F12%2F13%2Fwarum-andert-sich-der-name-zu-ency%2F&amp;linkname=warum%20%C3%A4ndert%20sich%20der%20Name%20zu%20ency" title="WhatsApp" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_tumblr" href="https://www.addtoany.com/add_to/tumblr?linkurl=https%3A%2F%2Fcnc-technik.de%2F2024%2F12%2F13%2Fwarum-andert-sich-der-name-zu-ency%2F&amp;linkname=warum%20%C3%A4ndert%20sich%20der%20Name%20zu%20ency" title="Tumblr" rel="nofollow noopener" target="_blank"></a><a class="a2a_button_email" href="https://www.addtoany.com/add_to/email?linkurl=https%3A%2F%2Fcnc-technik.de%2F2024%2F12%2F13%2Fwarum-andert-sich-der-name-zu-ency%2F&amp;linkname=warum%20%C3%A4ndert%20sich%20der%20Name%20zu%20ency" title="Email" rel="nofollow noopener" target="_blank"></a><a class="a2a_dd addtoany_share_save addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fcnc-technik.de%2F2024%2F12%2F13%2Fwarum-andert-sich-der-name-zu-ency%2F&#038;title=warum%20%C3%A4ndert%20sich%20der%20Name%20zu%20ency" data-a2a-url="https://cnc-technik.de/2024/12/13/warum-andert-sich-der-name-zu-ency/" data-a2a-title="warum ändert sich der Name zu ency"></a></p>		<div data-elementor-type="wp-post" data-elementor-id="2522" class="elementor elementor-2522" data-elementor-post-type="post">
				<div class="elementor-element elementor-element-6d26817a e-flex e-con-boxed e-con e-parent" data-id="6d26817a" data-element_type="container" data-e-type="container" data-settings="{&quot;_ob_use_container_extras&quot;:&quot;no&quot;,&quot;_ob_column_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_glider_is_slider&quot;:&quot;no&quot;,&quot;_ob_column_has_pseudo&quot;:&quot;no&quot;}">
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				<div class="elementor-element elementor-element-2397fa7 ob-has-background-overlay elementor-widget elementor-widget-image" data-id="2397fa7" data-element_type="widget" data-e-type="widget" data-settings="{&quot;_ob_photomorph_use&quot;:&quot;no&quot;,&quot;_ob_perspektive_use&quot;:&quot;no&quot;,&quot;_ob_poopart_use&quot;:&quot;yes&quot;,&quot;_ob_shadough_use&quot;:&quot;no&quot;,&quot;_ob_allow_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_widget_stalker_use&quot;:&quot;no&quot;}" data-widget_type="image.default">
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															<img loading="lazy" decoding="async" width="1024" height="343" src="https://cnc-technik.de/wp-content/uploads/2024/11/ency.png" class="attachment-large size-large wp-image-2290" alt="ency | CAD/CAM Programmiersoftware für CNC Maschinen und Industrieroboter" title="warum ändert sich der Name zu ency 12">															</div>
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				<div class="elementor-element elementor-element-441ebd7 ob-has-background-overlay elementor-widget elementor-widget-text-editor" data-id="441ebd7" data-element_type="widget" data-e-type="widget" data-settings="{&quot;_ob_postman_use&quot;:&quot;no&quot;,&quot;_ob_perspektive_use&quot;:&quot;no&quot;,&quot;_ob_poopart_use&quot;:&quot;yes&quot;,&quot;_ob_shadough_use&quot;:&quot;no&quot;,&quot;_ob_allow_hoveranimator&quot;:&quot;no&quot;,&quot;_ob_widget_stalker_use&quot;:&quot;no&quot;}" data-widget_type="text-editor.default">
				<div class="elementor-widget-container">
									<p></p>
<h2 class="wp-block-heading"><em>FAQ von SprutCAM bis encyCAM</em></h2>
<p></p>
<h2 class="wp-block-heading">was ist der Unterschied zwischen Sprutcam und ency</h2>
<p></p>
<p>Sprutcam ist eine Software, während wir mit ency ein komplettes CAD/CAM Portfolio bezeichnen. Also CAD, CAM, Werkzeugverwaltung, Cloud, AI, Roboterprogrammierung, CNC Simulation.</p>
<p></p>
<h2 class="wp-block-heading">gibt es Sprutcam weiterhin?</h2>
<p></p>
<p>Die Software SprutCAM gibt es natürlich weiterhin, aber als Bestandteil des encyCAM Portfolios.&nbsp;</p>
<p></p>
<h2 class="wp-block-heading">Wozu das Rebranding</h2>
<p></p>
<p>Im Rahmen unserer Neuentwicklungen rund um die Software SprutCAM, war es aus Gründen des Marketing sinnvoll, den Namen zu ändern. Der Hintergrund war, dass der Name Sprut in einigen Ländern nicht gut oder sogar falsch übersetzt wurde. Ency ist hier wesentlich einfacher und im Rahmen und in Hinblick auf den internationalen Vertriebskanal besser.</p>
<p></p>
<h2 class="wp-block-heading">Ist der Anbieter der Software der Gleiche?</h2>
<p></p>
<p>Der Anbieter der Software und das komplette Vertriebsteam in Deutschland ist identisch mit dem SprutCAM Team.&nbsp;Datentechnik Reitz betreut Sie wie gewohnt in allen Fragen zum Thema ency.</p>
<p></p>
<h2 class="wp-block-heading">was bedeutet der Namenswechsel für mich als Kunden.</h2>
<p></p>
<p>Für Sie als Kunden hat den Namenswechsel keinen Einfluss. &#8220;Aus Raider wird Twix, sonst ändert sich nix&#8221; Dieser Begriff ist aus den 80er Jahren der Inbegriff des Rebrandings eines Schokoriegels. ency V1 ist SprutCAM V18. Allerdings mit wesentlich mehr Funktionen als vorher.</p>
<p></p>
<h2 class="wp-block-heading">erhalten Wartungskunden auch ency kostenfrei?</h2>
<p></p>
<p>Ja natürlich. Alle unsere Wartungskunden erhalten ency kostenfrei, da es eigentlich ja die neue Version von SprutCAM 18 ist.</p>
<p></p>
<h2 class="wp-block-heading">Ist die Oberfläche und die Funktionen neu?</h2>
<p></p>
<p>Nein, alle Sprutcam Kunden werden in 1-2 Stunden ency bedienen können. Lediglich die Buttons und das Design wurde etwas modernen konzipiert. Der Quellcode wurde aufgeräumt.</p>
<p></p>
<p><strong>CAD/CAM Systeme&nbsp;</strong><br><strong>Datentechnik Reitz&nbsp;</strong><br><strong><a href="x-apple-data-detectors://0/0">Perfstrasse 2</a></strong><br><strong><a href="x-apple-data-detectors://0/0">35216 Breidenstein</a></strong><br><strong>Tel.:&nbsp;<a href="tel:06461-7593437">06461-7593437</a></strong><br><strong>Fax:&nbsp;<a href="tel:06461-7593438">06461-7593438</a></strong><br><strong>Email:&nbsp;<a href="mailto:reitz@cnc-Technik.de">reitz@cnc-Technik.de</a></strong><br><strong><a href="http://www.cnc-technik.de/">www.cnc-Technik.de</a></strong></p>
<p></p>
<p></p>								</div>
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