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<channel>
	<title>Rhinoceros 3D Schulungszentrum</title>
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	<link>http://rhinofusion.de</link>
	<description>McNeel Europe autorisierte Trainer in Regensburg und Oberpfalz, Bayern</description>
	<lastBuildDate>Tue, 31 Jan 2012 12:59:50 +0000</lastBuildDate>
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		<title>VRay für Rhino3D 1.5 Beta mit RealTime Feature</title>
		<link>http://rhinofusion.de/featured/vrayrt-in-rhino/</link>
		<comments>http://rhinofusion.de/featured/vrayrt-in-rhino/#comments</comments>
		<pubDate>Fri, 16 Dec 2011 17:40:43 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[Produkt Design]]></category>
		<category><![CDATA[Rendering]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>
		<category><![CDATA[VRay]]></category>
		<category><![CDATA[3d]]></category>
		<category><![CDATA[distributed rendering]]></category>
		<category><![CDATA[fotorealistisch]]></category>
		<category><![CDATA[Realtime Renderer]]></category>
		<category><![CDATA[rendern]]></category>
		<category><![CDATA[rhino]]></category>
		<category><![CDATA[rhino 3d]]></category>
		<category><![CDATA[V-ray]]></category>
		<category><![CDATA[Visualisieren]]></category>
		<category><![CDATA[vray]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=402</guid>
		<description><![CDATA[V-Ray for Rhino 1.5 BETA NOW OPEN! Wir haben sehr lange drauf gewartet, das VRAY RT für Rhino3D ist endlich da. Solange die finale Version auf dem Markt kommt, stellt Chaos Group eine voll funktionsfähige Beta den Benutzern zum Download bereit. In dieser version ist unter anderem V-Ray RT, Dome Licht, Proxy u.v.m. zu finden [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><h2><a href="http://www.chaosgroup.com/en/2/vray_rhino_beta.html">V-Ray for Rhino 1.5 BETA NOW OPEN!</a></h2>
<p>Wir haben sehr lange drauf gewartet, das VRAY RT für Rhino3D ist endlich da.</p>
<p>Solange die finale Version auf dem Markt kommt, stellt Chaos Group eine voll funktionsfähige Beta den Benutzern zum <a href="http://www.chaosgroup.com/en/2/vray_rhino_beta.html">Download</a> bereit. In dieser version ist unter anderem V-Ray RT, Dome Licht, Proxy u.v.m. zu finden und im vollen Umfang zu nutzen.<br />
Hier die Beispielvideos<br />
<iframe width="640" height="480" src="http://www.youtube.com/embed/TEGUDMyB_UI?rel=0&amp;hd=1" frameborder="0" allowfullscreen></iframe><br />
<iframe width="640" height="480" src="http://www.youtube.com/embed/tlkH3pQo4Dk?rel=0&amp;hd=1" frameborder="0" allowfullscreen></iframe><br />
<iframe width="640" height="480" src="http://www.youtube.com/embed/L6stb8VupH0?rel=0&amp;hd=1" frameborder="0" allowfullscreen></iframe></p>
<p>V-Ray RT ist eine erstklassige Raytracing Technologie, welche direkte Interaktion zwischen dem Anwender und der virtuellen Umgebung erlaubt. V-Ray RT folgt den Aktionen des Anwenders, während er an der Szene arbeitet und generiert dabei automatisch und stufenweise ein photorealistisches Preview der Szene. V-Ray RT wurde entwickelt um die Arbeit im Bereich Texturierung und Beleuchtung zu verbessern und zu beschleunigen.</p>
<p>V-Ray RT ist momentan für 3ds Max und Maya verfügbar und setzt eine gültige  Lizenz von V-Ray 1.5 (SP3a) voraus. Aber man spricht in unzähligen Foren über einen breiteren einsatz wie <a title="VRay RT for Cinema4D" href="http://www.vrayforc4d.com/portal/development-roadmap" target="_blank">Cinema4D</a>, Rhino3D u.v.m. Die neue RT version wird das GPU+CPU+DR unter Rhinoceros unterstützen. Die erste Beta Version sollte Ende dieser Woche erscheinen. Na dann&#8230;hoffen wir.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>UPDATE:</p>
<h3><a href="http://chaosgroup.com/en/2/news.html?single=434">Chaos group veröffentlicht Neuigkeiten über Vray RT Renderer für Rhgniceros3D.</a></h3>
<p>Es wird vermutlich mit Rhnio3D V5 gleichzeitig rauskommen, so wird es nämlich in zahlreichen Rhino 3D Foren angenommen. Und das wird im 1. Quartal 2012 am frühestens der Fall sein. Solange kann jeder registrierter Nutzer von Rhino V4 die <a href="http://download.rhino3d.com/rhino/5.0/beta/download">V5 Beta Release</a> runterladen. Viel spass beim Ausprobieren.</p>
<p>&nbsp;</p>
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		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Tisch-Design-Konzept und Visualisierung</title>
		<link>http://rhinofusion.de/featured/holztisch/</link>
		<comments>http://rhinofusion.de/featured/holztisch/#comments</comments>
		<pubDate>Tue, 06 Dec 2011 14:08:49 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[3D Modelinig]]></category>
		<category><![CDATA[CAD 3D]]></category>
		<category><![CDATA[design]]></category>
		<category><![CDATA[fotorealistisch]]></category>
		<category><![CDATA[holztisch]]></category>
		<category><![CDATA[konzept]]></category>
		<category><![CDATA[Nurbs modeling]]></category>
		<category><![CDATA[Organic modeling]]></category>
		<category><![CDATA[Rendering]]></category>
		<category><![CDATA[rendern]]></category>
		<category><![CDATA[rhino 3d]]></category>
		<category><![CDATA[rhino3d]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>
		<category><![CDATA[rhinoceros3d]]></category>
		<category><![CDATA[tisch]]></category>
		<category><![CDATA[V-ray]]></category>
		<category><![CDATA[visopt]]></category>
		<category><![CDATA[Visualisieren]]></category>
		<category><![CDATA[Visualization]]></category>
		<category><![CDATA[visuals]]></category>
		<category><![CDATA[vray]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=450</guid>
		<description><![CDATA[In den vergangenen Jahren haben wir uns auch mit Möbeldesign auseinandergesetzt. Das Ergebniss dieser Zeiten sind einige neue Tischkonzepte, in Szene gesetzt und visualisiert wie unten sichtbar.]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><div>
<p>In den vergangenen Jahren haben wir uns auch mit Möbeldesign auseinandergesetzt. Das Ergebniss dieser Zeiten sind einige neue Tischkonzepte, in Szene gesetzt und visualisiert wie oben sichtbar. Da wir auch mit einer Produktionsfirma eng zusammenarbeiten, sind manche modelle bereits auf dem Markt oder aber jede Zeit noch zu bestellen und auf Maß zu fertigen.</p>
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<div style="width: 690px; text-align: left;"><a href="http://issuu.com/framefusion/docs/holztische?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fdark%2Flayout.xml&amp;showFlipBtn=true" target="_blank">Open publication</a> &#8211; Free <a href="http://issuu.com" target="_blank">publishing</a> &#8211; <a href="http://issuu.com/search?q=3d%20cad" target="_blank">More 3d cad</a></div>
</div>
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<div style="width:690px;text-align:left;"><a href="http://issuu.com/framefusion/docs/m_beldesign_01?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fdark%2Flayout.xml&amp;showFlipBtn=true" target="_blank">Open publication</a> &#8211; Free <a href="http://issuu.com" target="_blank">publishing</a> &#8211; <a href="http://issuu.com/search?q=cad" target="_blank">More cad</a></div>
</div>
<div class="shr-publisher-450"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><div class='shareaholic-like-buttonset' style='float:none;height:30px;'><a class='shareaholic-googleplusone' data-shr_size='medium' data-shr_count='true' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fholztisch%2F' data-shr_title='Tisch-Design-Konzept+und+Visualisierung'></a><a class='shareaholic-tweetbutton' data-shr_count='none' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fholztisch%2F' data-shr_title='Tisch-Design-Konzept+und+Visualisierung'></a><a class='shareaholic-fblike' data-shr_layout='button_count' data-shr_showfaces='false' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fholztisch%2F' data-shr_title='Tisch-Design-Konzept+und+Visualisierung'></a></div><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><!-- End Shareaholic LikeButtonSetBottom Automatic -->]]></content:encoded>
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		</item>
		<item>
		<title>VSR Real Time Renderer for Rhino</title>
		<link>http://rhinofusion.de/featured/real-time-renderer-for-rhino/</link>
		<comments>http://rhinofusion.de/featured/real-time-renderer-for-rhino/#comments</comments>
		<pubDate>Mon, 15 Aug 2011 10:36:34 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[Produkt Design]]></category>
		<category><![CDATA[Rendering]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>
		<category><![CDATA[3d]]></category>
		<category><![CDATA[3D Modelinig]]></category>
		<category><![CDATA[fotorealistisch]]></category>
		<category><![CDATA[Raytracing]]></category>
		<category><![CDATA[Realtime]]></category>
		<category><![CDATA[rendern]]></category>
		<category><![CDATA[rhino]]></category>
		<category><![CDATA[rhino 3d]]></category>
		<category><![CDATA[Visual]]></category>
		<category><![CDATA[Visualisieren]]></category>
		<category><![CDATA[Visualization]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=389</guid>
		<description><![CDATA[Virtual Shape Research hat die Release von VSR Realtime Renderer for Rhino angekündigt. Die aktuelle Version 3.0 bietet unzählige Neuigkeiten]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><a href="http://www.virtualshape.com/" target="_blank">Virtual Shape Research</a> hat die Release von <a href="http://www.virtualshape.com/de/download/doc_details/11-vsr-realtime-renderer-30" target="_blank"><strong>VSR Realtime Renderer for Rhino</strong></a> angekündigt. Die aktuelle Version 3.0 bietet unzählige Neuigkeiten</p>
<p>In diesem Renderer hat der Benutzer die mögliechkeit in einer völlig neuer &#8211; realtime interaktiven &#8211; Umgebung zu arbeiten. Die resultate sind sofort sichtbar in dem VSR Display Modus in dem sogenannten Realtime Raytraceing. Desweiteren können komplette Szenen mit einem einzigen Mausklick  abgespeichert und auch wiederhergestellt werden. Dies beinhaltet  sämtliche Materialzuweisungen, die Ansicht, die Umgebung, das  Hintergrundbild sowie die Sichtbarkeit der Objekte. Dank des neu  überarbeiteten Snapshot Kommandos können all diese Szenen mit einem  einzigen Knopfdruck in beliebiger Auflösung (optional mit Raytracing)  als Bild gespeichert werden.</p>
<p>Sehen sie in dem ofiziellen Vorführvideo</p>
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		</item>
		<item>
		<title>Rhino 3DM Dateien auf  iPad, iPhone und iPod Visualisieren</title>
		<link>http://rhinofusion.de/featured/irhino-on-ipad/</link>
		<comments>http://rhinofusion.de/featured/irhino-on-ipad/#comments</comments>
		<pubDate>Mon, 30 May 2011 08:10:06 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[Produkt Design]]></category>
		<category><![CDATA[Rendering]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>
		<category><![CDATA[3d]]></category>
		<category><![CDATA[3D Modelinig]]></category>
		<category><![CDATA[3d modellieren]]></category>
		<category><![CDATA[3D Visualisieren]]></category>
		<category><![CDATA[3DM Dateien]]></category>
		<category><![CDATA[CAD 3D]]></category>
		<category><![CDATA[Ipad]]></category>
		<category><![CDATA[Iphone]]></category>
		<category><![CDATA[Ipod]]></category>
		<category><![CDATA[Nurbs modeling]]></category>
		<category><![CDATA[Organic modeling]]></category>
		<category><![CDATA[Plugin]]></category>
		<category><![CDATA[rendern]]></category>
		<category><![CDATA[rhino]]></category>
		<category><![CDATA[Rhino für Ipad]]></category>
		<category><![CDATA[Visualisieren]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=357</guid>
		<description><![CDATA[iRhino 3D™ Share your insight and inspiration   Präsentieren Sie Ihre Entwürfe und Ideen in 3D. Schwenken, zoomen und rotieren Sie durch Berührung oder Ziehen eines Fingers.]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><strong> <img src="http://www.rhino3d.com/images/iButton.png" alt="iButton" width="80" height="98" /></strong> <strong><br />
</strong><strong><a href="http://www.irhino3d.com/index.htm">iRhino 3D</a></strong>™<br />
Share your insight and inspiration</p>
<p><a href="http://rhinofusion.de/wp-content/uploads/2011/05/iPad2.png" rel="lightbox[357]"><img class="size-full wp-image-359 alignnone" title="iPad2" src="http://rhinofusion.de/wp-content/uploads/2011/05/iPad2.png" alt="" width="250" height="365" /></a></p>
<p>Präsentieren Sie Ihre Entwürfe und Ideen in 3D.</p>
<ul>
<li>Schwenken, zoomen und rotieren Sie durch Berührung oder Ziehen eines Fingers.</li>
<li>Mit dem praktischen Navigator können Sie durch die  Miniaturansichten navigieren, so dass Sie schnell zu einem gewünschten  Modell wechseln können.</li>
<li>Laden Sie Rhino-Dateien von Webseiten, Google Docs, Dropbox, E-Mail-Anlagen oder von iTunes.</li>
<li>Speichern Sie Ansichten als Bilder zur Einfügung von Anmerkungen und zur Versendung in E-Mails.</li>
</ul>
<p>Neues in Version 1.2</p>
<ul>
<li><a href="https://www.dropbox.com/">Dropbox</a>-Support</li>
<li>Blöcke werden unterstützt</li>
<li>Fehlende Miniaturansichten behoben</li>
<li>iOS 3.2 oder neuer erforderlich</li>
<li>Kleinere Fehlerbehebungen</li>
</ul>
<p><a href="http://www.irhino3d.com/de/" target="_blank">Details&#8230;</a></p>
<p>Im <a href="http://itunes.apple.com/de/app/irhino-3d/id373666504?mt=8" target="_blank">iTunes App Store</a> verfügbar</p>
<p><a href="http://a3.mzstatic.com/us/r1000/015/Purple/2d/b8/d6/mzl.fhivnjpp.320x480-75.jpg" rel="lightbox[357]"><img 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" 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			<wfw:commentRss>http://rhinofusion.de/featured/irhino-on-ipad/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Tools bei FF für ein besseres Workflow</title>
		<link>http://rhinofusion.de/featured/tools-furs-workflow/</link>
		<comments>http://rhinofusion.de/featured/tools-furs-workflow/#comments</comments>
		<pubDate>Tue, 10 May 2011 14:42:28 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[3d]]></category>
		<category><![CDATA[3D Modelinig]]></category>
		<category><![CDATA[3d modellieren]]></category>
		<category><![CDATA[animation]]></category>
		<category><![CDATA[CAD 3D]]></category>
		<category><![CDATA[DCC]]></category>
		<category><![CDATA[Dell]]></category>
		<category><![CDATA[DTP]]></category>
		<category><![CDATA[entwürfe digital]]></category>
		<category><![CDATA[fotorealistisch]]></category>
		<category><![CDATA[Fotoretusche]]></category>
		<category><![CDATA[Nurbs modeling]]></category>
		<category><![CDATA[Organic modeling]]></category>
		<category><![CDATA[Postproduktion]]></category>
		<category><![CDATA[rhino 3d]]></category>
		<category><![CDATA[shuttleXpress]]></category>
		<category><![CDATA[Sketchbook]]></category>
		<category><![CDATA[Skizzen]]></category>
		<category><![CDATA[Visualisieren]]></category>
		<category><![CDATA[wacom]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=304</guid>
		<description><![CDATA[Die technische Ausrüstung bei Framefusion wurde bewusst so gewählt, dass die Arbeitsabläufe eines Künstlers in jeder Phase der Produktion sich fließend...]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><a href="http://rhinofusion.de/wp-content/uploads/2011/05/featured-Tool-FF_860x2501.jpg" rel="lightbox[304]"><img class="size-full wp-image-352 alignnone" title="featured-Tool-FF_860x250" src="http://rhinofusion.de/wp-content/uploads/2011/05/featured-Tool-FF_860x2501.jpg" alt="" width="675" height="197" /></a></p>
<p>Die technische Ausrüstung bei <a title="Digital Conten Creation on Demand" href="http://www.dtpfusion.de" target="_blank">Framefusion</a> wurde bewusst so gewählt, dass die Arbeitsabläufe eines Künstlers in jeder Phase der Produktion sich fließend mit möglichst wenigen Konfigurationsänderung und zusätzlichen Geräten in einander fügen. So wird der Kreative gut und bewusst mit hilfsmittel bedient aber niemals überfordert. Im weiteren stellen wir unsere &#8220;Helfer&#8221; im Bezug auf die Produktionsphasen detailliert vor:</p>
<h2>Ideen und  Skizzen in digitaler Umgebung</h2>
<h3><a title="Wacom Intuos4" href="http://www.wacom.eu/index2.asp?pid=245&amp;lang=de" target="_blank">Wacom Intuos4 XL</a> &#8211; zeichnen, skizzieren, Fotoretusche, Vektorisierung, 3d Modellieren mit &#8220;Fang&#8221; Funktion, etc.</h3>
<p>Das Stifttablett Intuos4 XL zeigt sich im innovativen 16:10 Format und  ermöglicht somit die optimale Ausnutzung der Arbeitsfläche in  Widescreen- und Dual-Monitor-Umgebungen. Optimal auch für  HDTV-Videobearbeitung. Das Modell XL wurde für den Einsatz mit  High-End-Workstations entwickelt und ist damit das perfekte System für  alle Benutzer, die ein großformatiges und leistungsfähiges Grafiktablett  benötigen. Der ergonomische Grip Pen optimiert im Zusammenspiel mit frei  programmierbaren ExpressKeys und Touch Ring den Workflow, die Effizienz  und die Produktivität in kreativen Anwendungen.</p>
<p>Mit dem <a title="Autodesk SketchBook" href="http://www.autodesk.de/adsk/servlet/pc/index?siteID=403786&amp;id=16046313" target="_blank">Autodesk SketchBook 2010</a> kann man der Kreativität freien Lauf lassen. Mit einer Stiftbewegung steht Ihnen die branchenführende Palette von  Mal- und Zeichenwerkzeugen zur Verfügung. Mit der anwenderfreundlichen,  auf Gesten basierenden Benutzeroberfläche, können auch neue Benutzer  innerhalb von Minuten produktiv arbeiten. SketchBook Express liefert  Ihnen Werkzeuge, mit denen Sie im Handumdrehen von Papier und Bleistift  auf die digitale Umgebung umsteigen können.</p>
<h3>Funktionen im Überblick</h3>
<ul type="square">
<li>Neuer Wacom Tip Sensor mit 2.048 Druckstufen</li>
<li>Drehbar – geeignet für Links- und Rechtshänder</li>
<li>Frei konfigurierbarer Touch Ring mit Umschaltfunktion</li>
<li>8 individuell belegbare ExpressKeys™ mit OLED-Displays</li>
<li>Neues Radialmenü für schnellen Zugriff auf Kurzbefehle</li>
<li>Grip Pen mit Stifthalter, Farbidentifikationsringen,  Ersatzstiftgriff mit verstärktem Körper, 5 Standard-Spitzen,  1 Pinselspitze, 1 flexiblen Spitze und 3 Filzspitzen</li>
<li>Neue Oberflächenstruktur für gleichmäßige Bewegungsabläufe</li>
<li>Absolute Positionierung</li>
<li>Radierer</li>
<li>Neigungssensitivität</li>
</ul>
<h2>Von 2D ins 3D und mehr</h2>
<h3><a title="3D Navigation" href="http://www.3dconnexion.de/" target="_blank">3D Connexion Space Pilot Pro &amp; Space Mouse</a> &#8211; Koordinaten, Bewegungen,Animation,Kamerafahrten</h3>
<p>Herzstück der reibungslosen und intuitiven 3D-Navigation mit dem  SpacePilot PRO ist der revolutionäre optische Sensor mit sechs  Freiheitsgraden (6DoF). Mit einer vier Mal höheren Präzision als  Sensoren der früheren Generation kann er Eingaben von vier Mikrometern  erfassen – das entspricht etwa der Größenordnung von 1/25tel des  Durchmessers eines menschlichen Haares.</p>
<p><a href="http://rhinofusion.de/wp-content/uploads/2011/05/Space-Komplett-Funnktionen.jpg" rel="lightbox[304]"><img class="size-full wp-image-338 alignnone" title="Space-Komplett-Funnktionen" src="http://rhinofusion.de/wp-content/uploads/2011/05/Space-Komplett-Funnktionen.jpg" alt="" width="676" height="385" /></a></p>
<p>Durch Drücken, Ziehen, Schieben, Drehen oder Kippen der handlichen  3DxCap lassen sich Modelle oder Ansichten ganz einfach drehen, schwenken  oder heranzoomen.<br />
Es ist beinahe so, als würden man in den Bildschirm greifen und das Modell in seiner Hand halten.<br />
Eine  bislang konkurrenzlose Dimension der Navigationssteuerung, die sich in  höherer Designqualität und optimierter Fehlererkennung bezahlt macht.</p>
<p>Die QuickView-Navigationstasten der zweiten Generation ergänzen die  Funktionalität der 3DxCap durch einen unmittelbaren Zugriff auf 32  Standardansichten, wie ISO-Ansichten. Dadurch kann man per Tastendruck  zwischen den Ansichten wechseln und Ihr Modell aus jedem Blickwinkel  betrachten. Das erweist sich als besonders praktisch bei der  Überarbeitung von Entwürfen, bei der Fehlererkennung oder  Modellpräsentation.</p>
<p>Für das Arbeiten an 3D-Modellen lässt sich die 3DxCap in seinen  Einstellungen über Funktionstasten personalisieren: Möchte der Anwender  beispielsweise die Navigation auf bestimmte Ebenen oder Achsen  beschränken &#8211; etwa wenn von einem 3D Modell eine zweidimensionale Skizze  erstellt werden soll und die Rotationsebene nicht nötig ist – können  die entsprechenden Bewegungsebenen abgeschaltet werden.<br />
Der Status  der einzelnen Funktionstasten für die Navigationseinstellungen ist auf  einem Blick vom Funktionstasten-Applet des LCD-Displays ablesbar. Diese Eigenschaften kommen besonders vorteilhaft bei bestimmten Animationen oder Kamerafahrten in Einsatz.</p>
<h2>Postproduktion und Videoschnitt</h2>
<h3><a title="Contour Design" href="http://retail.contourdesign.com/" target="_blank">Contour ShuttleXpress</a></h3>
<p>ist ein hervorragender Hardware Controller für Audio- und Videoschnitt in der Postproduktion. Das Jog-und-Shuttle-Rad fährt Filmsequenzen bildgenau an / ebenfalls können Notenzeilen beliebig gepitscht werden</p>
<p>.<a href="http://rhinofusion.de/wp-content/uploads/2011/05/shuttel-Express.jpg" rel="lightbox[304]"><img class="size-large wp-image-343 alignnone" title="shuttel-Express" src="http://rhinofusion.de/wp-content/uploads/2011/05/shuttel-Express-1024x341.jpg" alt="" width="675" height="225" /></a></p>
<ul>
<li>für Audio + Videoprogramme</li>
<li>das ShuttleXpress Black ist der kleine Bruder des ShuttlePRO Controllers</li>
<li>es verfügt neben einem griffigen, gummierten Jog/Shuttle  Mechanismus über 5 zusätzliche Tasten, die Sie mit beliebigen  Tastaturbefehlen belegen können</li>
<li>für praktisch alle Standard-Applikationen werden bereits fertige und sofort einsetzbare Tastenbelegungen mitgeliefert</li>
<li>diese lassen sich natürlich leicht und unkompliziert den eigenen Bedürfnissen anpassen</li>
</ul>
<h3><a title="DELL" href="http://www.dell.de/" target="_blank">DELL</a> Ultrasharp U3011, 16:9</h3>
<p>Der DellTM UltraSharpTM U3011  Breitbildmonitor mit 30 Zoll und PremierColor bietet einen erstaunlich  weiten Betrachtungswinkel und beeindruckende Farbkonstanz. Vielfältige  Anschlussmöglichkeiten und benutzerdefinierte Farbanpassung über den  CustomColor Modus machen den U3011 zum idealen Monitor für  professionelle Anwender, bei deren Arbeit die Farbpräzision eine  zentrale Rolle spielt, beispielsweise in den Bereichen Grafikdesign,  CAD/CAM und Spieleentwicklung.</p>
<h4><big>Standardfunktionen</big><br />
Hochleistungsfunktionen und zahlreiche Anschlussmöglichkeiten</h4>
<table id="icon-options-table" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td colspan="3">
<li> Auflösung von 2.560 x 1.600. Ihr PC muss über eine mit DVI-D (Dual  Link) kompatible Grafikkarte verfügen, die diese Auflösung unterstützt.   IPS-Technologie (In-Plane Switching) für minimale Farbabweichungen bei  einem weiten Betrachtungswinke</li>
<li>IPS (in-plane switching) technology for minimal color deviation across a wide viewing angle</li>
<li>Aktuellste Anschlussoptionen, darunter HDMI, DisplayPort, DVI-D, USB-Anschlüsse und ein 7-in-1-Kartenlesegerät</li>
</td>
</tr>
</tbody>
</table>
<div class="shr-publisher-304"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><div class='shareaholic-like-buttonset' style='float:none;height:30px;'><a class='shareaholic-googleplusone' data-shr_size='medium' data-shr_count='true' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Ftools-furs-workflow%2F' data-shr_title='Tools+bei+FF+f%C3%BCr+ein+besseres+Workflow'></a><a class='shareaholic-tweetbutton' data-shr_count='none' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Ftools-furs-workflow%2F' data-shr_title='Tools+bei+FF+f%C3%BCr+ein+besseres+Workflow'></a><a class='shareaholic-fblike' data-shr_layout='button_count' data-shr_showfaces='false' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Ftools-furs-workflow%2F' data-shr_title='Tools+bei+FF+f%C3%BCr+ein+besseres+Workflow'></a></div><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><!-- End Shareaholic LikeButtonSetBottom Automatic -->]]></content:encoded>
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		<item>
		<title>The Power of V-Ray with Rhino 5 &#8211; Layered Rendering</title>
		<link>http://rhinofusion.de/featured/vray-and-rhino5/</link>
		<comments>http://rhinofusion.de/featured/vray-and-rhino5/#comments</comments>
		<pubDate>Wed, 27 Apr 2011 08:48:40 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[3d modellieren]]></category>
		<category><![CDATA[animation]]></category>
		<category><![CDATA[Architecture]]></category>
		<category><![CDATA[CAD schulung]]></category>
		<category><![CDATA[Nurbs modeling]]></category>
		<category><![CDATA[rhino 3d]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>
		<category><![CDATA[V-ray]]></category>
		<category><![CDATA[Visualisieren]]></category>
		<category><![CDATA[Visualization]]></category>
		<category><![CDATA[Workflow]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=243</guid>
		<description><![CDATA[Here you can see an example of the usage of V-ray with Rhinoceros...]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Here you can see an example of the usage of V-ray with Rhinoceros. A really impressing Work of the <a href="http://www.flyingarchitecture.com/" target="_blank">flyingarchitecture</a> Group. Check the Site for more details and watch this final result in HD.</p>
<p><iframe src="http://player.vimeo.com/video/22555826?title=0&amp;byline=0&amp;portrait=0" width="676" height="380" frameborder="0"></iframe>
<p><a href="http://vimeo.com/22555826">Sydney masterplan visualization breakdowns</a> from <a href="http://vimeo.com/nedecky">Matus Nedecky</a> on <a href="http://vimeo.com">Vimeo</a>.</p>
<div class="shr-publisher-243"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><div class='shareaholic-like-buttonset' style='float:none;height:30px;'><a class='shareaholic-googleplusone' data-shr_size='medium' data-shr_count='true' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fvray-and-rhino5%2F' data-shr_title='The+Power+of+V-Ray+with+Rhino+5+-+Layered+Rendering'></a><a class='shareaholic-tweetbutton' data-shr_count='none' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fvray-and-rhino5%2F' data-shr_title='The+Power+of+V-Ray+with+Rhino+5+-+Layered+Rendering'></a><a class='shareaholic-fblike' data-shr_layout='button_count' data-shr_showfaces='false' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fvray-and-rhino5%2F' data-shr_title='The+Power+of+V-Ray+with+Rhino+5+-+Layered+Rendering'></a></div><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><!-- End Shareaholic LikeButtonSetBottom Automatic -->]]></content:encoded>
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		<title>Class A Freiflächen modellieren mit NURBS unter Rhino3D</title>
		<link>http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/</link>
		<comments>http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/#comments</comments>
		<pubDate>Wed, 16 Jun 2010 14:01:09 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[CAD 3D]]></category>
		<category><![CDATA[CAD schulung]]></category>
		<category><![CDATA[cam]]></category>
		<category><![CDATA[freiflächen]]></category>
		<category><![CDATA[nurbs]]></category>
		<category><![CDATA[Nurbs modeling]]></category>
		<category><![CDATA[Organic modeling]]></category>
		<category><![CDATA[Plugin]]></category>
		<category><![CDATA[rhino 3d]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=57</guid>
		<description><![CDATA[In jeder Branche sind Modeller und Designer gefordert, wenn es um organische Formen geht. ]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><strong>Was sind NURBS?</strong></p>
<p>Nurbs &#8211; <strong>Non-Uniform Rational <a title="B-Spline" href="http://de.wikipedia.org/wiki/B-Spline">B-Splines</a></strong> (deutsch: <em>Nicht-uniforme  rationale B-Splines</em>, kurz <em>NURBS</em>) sind <a title="Mathematik" href="http://de.wikipedia.org/wiki/Mathematik">mathematisch</a> definierte <a title="Kurve  (Mathematik)" href="http://de.wikipedia.org/wiki/Kurve_%28Mathematik%29">Kurven</a> oder <a title="Fläche (Topologie)" href="http://de.wikipedia.org/wiki/Fl%C3%A4che_%28Topologie%29">Flächen</a>, die im <a title="Computergrafik" href="http://de.wikipedia.org/wiki/Computergrafik">Computergrafik</a>-Bereich, beispielsweise im <a title="Computer Generated Imagery" href="http://de.wikipedia.org/wiki/Computer_Generated_Imagery">CGI</a> oder <a title="Computer-aided design" href="http://de.wikipedia.org/wiki/Computer-aided_design">CAD</a>, zur  Modellierung beliebiger Formen verwendet werden. Die Darstellung der  Geometrieinformation erfolgt über stückweise <a title="Funktion (Mathematik)" href="http://de.wikipedia.org/wiki/Funktion_%28Mathematik%29">funktional</a> definierte  Geometrie-Elemente. Im Prinzip kann jede beliebige technisch  herstellbare oder natürliche Form mit Hilfe von NURBS dargestellt  werden.</p>
<p><strong>Was ist möglich?</strong></p>
<p>Mit Rhino3D ist fast alles möglich.<br />
Wir zeigen hier nur einige wenige Bespiele, die wir im Laufe der Jahre für renomierte Firmen aus verschiedenen Anwendungsbereichen gemacht haben.<br />
<span style="color: #808080;">Yachtdesign &#8211; Exterieur | Yachtdesign &#8211; Interieur | Produkt- und  Möbeldesign | Architektur</span></p>

<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/105_solarpress/' title='Motoryacht BN105 42m Final rendering - Modelliert mit Rhino'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/105_solarpress-150x150.jpg" class="attachment-thumbnail" alt="Motoryacht BN105 42m Final rendering - Modelliert mit Rhino" title="Motoryacht BN105 42m Final rendering - Modelliert mit Rhino" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/bn-105_resize/' title='Motoryacht bn105 42m final render - modelliert mit Rhino'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/BN-105_resize-150x150.jpg" class="attachment-thumbnail" alt="Motoryacht bn105 42m final render - modelliert mit Rhino" title="Motoryacht bn105 42m final render - modelliert mit Rhino" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/crane/' title='Vordeck vom Motoryacht bn104 40m final render - modelliert mit Rhino'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/crane-150x150.jpg" class="attachment-thumbnail" alt="Vordeck vom Motoryacht bn104 40m final render - modelliert mit Rhino" title="Vordeck vom Motoryacht bn104 40m final render - modelliert mit Rhino" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/bn105-vordeck02/' title='Vordeck von Motoryacht bn105 42m final render - modelliert mit Rhino'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/bn105-vordeck02-150x150.jpg" class="attachment-thumbnail" alt="Vordeck von Motoryacht bn105 42m final render - modelliert mit Rhino" title="Vordeck von Motoryacht bn105 42m final render - modelliert mit Rhino" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/section-1-persp/' title='section 1 perspektive von Fearless Yacht 68ft by Porsche Design Studio'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/section-1-persp.-150x150.png" class="attachment-thumbnail" alt="section 1 perspektive von Fearless Yacht 68ft by Porsche Design Studio" title="section 1 perspektive von Fearless Yacht 68ft by Porsche Design Studio" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/section-2-persp/' title='section 2 perspektive von Fearless Yacht 68ft by Porsche Design Studio'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/section-2-persp.-150x150.png" class="attachment-thumbnail" alt="section 2 perspektive von Fearless Yacht 68ft by Porsche Design Studio" title="section 2 perspektive von Fearless Yacht 68ft by Porsche Design Studio" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/section-3-persp/' title='section 3 perspektive von Fearless Yacht 68ft by Porsche Design Studio'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/section-3-persp.-150x150.png" class="attachment-thumbnail" alt="section 3 perspektive von Fearless Yacht 68ft by Porsche Design Studio" title="section 3 perspektive von Fearless Yacht 68ft by Porsche Design Studio" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/01/' title='pilot house Einblick von Fearless Yacht 68ft by Porsche Design Studio'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/01-150x150.png" class="attachment-thumbnail" alt="pilot house Einblick von Fearless Yacht 68ft by Porsche Design Studio" title="pilot house Einblick von Fearless Yacht 68ft by Porsche Design Studio" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/stuhl6/' title='Stuhl Design für Chelsea Stadion von Cayros Design - Modelliert in Rhino'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/stuhl6-150x150.jpg" class="attachment-thumbnail" alt="Stuhl Design für Chelsea Stadion von Cayros Design - Modelliert in Rhino" title="Stuhl Design für Chelsea Stadion von Cayros Design - Modelliert in Rhino" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/3_resize/' title='Peugeot Design Studie - Wettbewerbsbeitrag von framefusion'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/3_resize-150x150.jpg" class="attachment-thumbnail" alt="Peugeot Design Studie - Wettbewerbsbeitrag von framefusion" title="Peugeot Design Studie - Wettbewerbsbeitrag von framefusion" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/duse-aufgeklappt/' title='Prototyp Modell einer Düse für Mückenfalle von Biogents - Framefusion'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/düse-aufgeklappt-150x150.jpg" class="attachment-thumbnail" alt="Prototyp Modell einer Düse für Mückenfalle von Biogents - Framefusion" title="Prototyp Modell einer Düse für Mückenfalle von Biogents - Framefusion" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/vordeck-bbq1/' title='vordeck Grill und waschbecken Lösung für Motoryacht bn105 - modelliert in Rino'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/vordeck-BBQ-150x150.jpg" class="attachment-thumbnail" alt="vordeck Grill und waschbecken Lösung für Motoryacht bn105 - modelliert in Rino" title="vordeck Grill und waschbecken Lösung für Motoryacht bn105 - modelliert in Rino" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/render_resize/' title='Wohnung Interieur Entwurf von Framefusion'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/render_resize-150x150.jpg" class="attachment-thumbnail" alt="Wohnung Interieur Entwurf von Framefusion" title="Wohnung Interieur Entwurf von Framefusion" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/flatex-resize-600h/' title='flatex Bürointerieur - Realisierung - Rendering von Framefusion - modelliert mit Rino - visualisiert mit Vray'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/flatex-resize-600H-150x150.jpg" class="attachment-thumbnail" alt="flatex Bürointerieur - Realisierung - Rendering von Framefusion - modelliert mit Rino - visualisiert mit Vray" title="flatex Bürointerieur - Realisierung - Rendering von Framefusion - modelliert mit Rino - visualisiert mit Vray" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/draft04/' title='Neue Donaubrücke Regensburg - Entwurf von Framefusion'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/draft04-150x150.jpg" class="attachment-thumbnail" alt="Neue Donaubrücke Regensburg - Entwurf von Framefusion" title="Neue Donaubrücke Regensburg - Entwurf von Framefusion" /></a>
<a href='http://rhinofusion.de/featured/freiflachen-modellieren-nurbs/attachment/ansicht-landshuterstrasse/' title='Stobäusplatz Regensburg - Studie von Framefusion'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/06/Ansicht-Landshuterstrasse-150x150.jpg" class="attachment-thumbnail" alt="Stobäusplatz Regensburg - Studie von Framefusion" title="Stobäusplatz Regensburg - Studie von Framefusion" /></a>

<p><em><br />
</em></p>
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		<item>
		<title>Visualisieren mit V-Ray unter Rhinoceros 3D</title>
		<link>http://rhinofusion.de/featured/v-ray-and-rhin/</link>
		<comments>http://rhinofusion.de/featured/v-ray-and-rhin/#comments</comments>
		<pubDate>Wed, 16 Jun 2010 13:06:29 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[asgvis]]></category>
		<category><![CDATA[distributed rendering]]></category>
		<category><![CDATA[fotorealistisch]]></category>
		<category><![CDATA[Irmap]]></category>
		<category><![CDATA[Lightcache]]></category>
		<category><![CDATA[network render]]></category>
		<category><![CDATA[renderfarm]]></category>
		<category><![CDATA[Rendering]]></category>
		<category><![CDATA[rendern]]></category>
		<category><![CDATA[V-ray]]></category>
		<category><![CDATA[vismat]]></category>
		<category><![CDATA[visopt]]></category>
		<category><![CDATA[Visual]]></category>
		<category><![CDATA[Visualisieren]]></category>
		<category><![CDATA[vray]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=32</guid>
		<description><![CDATA[V-Ray ist ein sehr starkes VisualisierungsTool innerhalb von Rhino - ein interner render Plugin, der durch seinen einfachen Aufbau, gute Bedienbarkeit, relativ schnelle Renderzeiten (besonders in der Renderfarm)... ]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>V-Ray ist ein sehr starkes VisualisierungsTool innerhalb von Rhino3D &#8211; ein interner render Plug-in, der durch seinen einfachen Aufbau, gute Bedienbarkeit, relativ schnelle Renderzeiten (besonders in der Renderfarm), und fotorealistische Ergebnisse sich seit langem auf einer Augenhöhe mit der großen Konkurrenz befindet.<br />
Hier sehen sie paar Beispiele aus den vergangenen Jahren<br />
<div><object style="width:690px;height:230px" ><param name="movie" value="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf?mode=embed&amp;documentId=111206132743-1ca26759ce984e5b9dc510bc2cd02a6f&amp;docName=archinterior_mappe2011&amp;username=framefusion&amp;loadingInfoText=Archinterior%20Visuals%202010%20-%202011%20Framefusion&amp;showFlipBtn=true&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fdarkicons%2Flayout.xml&amp;viewMode=presentation" /><param name="allowfullscreen" value="true"/><param name="menu" value="false"/><embed src="http://static.issuu.com/webembed/viewers/style1/v1/IssuuViewer.swf" type="application/x-shockwave-flash" style="width:690px;height:230px" flashvars="mode=embed&amp;documentId=111206132743-1ca26759ce984e5b9dc510bc2cd02a6f&amp;docName=archinterior_mappe2011&amp;username=framefusion&amp;loadingInfoText=Archinterior%20Visuals%202010%20-%202011%20Framefusion&amp;showFlipBtn=true&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fdarkicons%2Flayout.xml&amp;viewMode=presentation" allowfullscreen="true" menu="false" /></object><div style="width:690px;text-align:left;"><a href="http://issuu.com/framefusion/docs/archinterior_mappe2011?mode=embed&amp;layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fdarkicons%2Flayout.xml&amp;viewMode=presentation" target="_blank">Open publication</a> - Free <a href="http://issuu.com" target="_blank">publishing</a> - <a href="http://issuu.com/search?q=cad" target="_blank">More cad</a></div></div><br />
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<div class="shr-publisher-32"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><div class='shareaholic-like-buttonset' style='float:none;height:30px;'><a class='shareaholic-googleplusone' data-shr_size='medium' data-shr_count='true' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fv-ray-and-rhin%2F' data-shr_title='Visualisieren+mit+V-Ray+unter+Rhinoceros+3D'></a><a class='shareaholic-tweetbutton' data-shr_count='none' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fv-ray-and-rhin%2F' data-shr_title='Visualisieren+mit+V-Ray+unter+Rhinoceros+3D'></a><a class='shareaholic-fblike' data-shr_layout='button_count' data-shr_showfaces='false' data-shr_href='http%3A%2F%2Frhinofusion.de%2Ffeatured%2Fv-ray-and-rhin%2F' data-shr_title='Visualisieren+mit+V-Ray+unter+Rhinoceros+3D'></a></div><div style="clear: both; min-height: 1px; height: 3px; width: 100%;"></div><!-- End Shareaholic LikeButtonSetBottom Automatic -->]]></content:encoded>
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		<title>Unsere Aktuelle Schulungstermine für 2011</title>
		<link>http://rhinofusion.de/training/rhino/</link>
		<comments>http://rhinofusion.de/training/rhino/#comments</comments>
		<pubDate>Wed, 16 Jun 2010 11:55:50 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[featured]]></category>
		<category><![CDATA[Training]]></category>
		<category><![CDATA[CAD 3D]]></category>
		<category><![CDATA[CAD schulung]]></category>
		<category><![CDATA[Fortbildung]]></category>
		<category><![CDATA[freiflächen]]></category>
		<category><![CDATA[freiflächen modellieren]]></category>
		<category><![CDATA[Nurbs modeling]]></category>
		<category><![CDATA[Organic modeling]]></category>
		<category><![CDATA[rhino 3d]]></category>
		<category><![CDATA[Rhino kurse]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>
		<category><![CDATA[Schulung]]></category>
		<category><![CDATA[Weiterbildung]]></category>
		<category><![CDATA[Workflow]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=1</guid>
		<description><![CDATA[Kurse: Rhinoceros 3D
Level 1 -  Termin: 27 – 29. 07. 2011
Level 2 -  Termin: 12 – 14. 09. 2011]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><h2><span style="color: #000000;">Rhinoceros  3D Schulungen bei McNeel A</span><span style="color: #ff0000;">R</span><span style="color: #000000;">TC &#8211; Authorized </span><span style="color: #ff0000;">Rhino</span> <span style="color: #000000;">Training Center</span></h2>
<p><small>on Jan 04 in <a title="Alle Artikel  in Allgemein ansehen" rel="category tag" href="http://www.dtpfusion.de/category/allgemein/">Allgemein</a>,  <a title="Alle Artikel in  Angebote ansehen" rel="category tag" href="http://www.dtpfusion.de/category/angebote/">Angebote</a>,  <a title="Alle Artikel in Rhinoceros 3D ansehen" rel="category tag" href="http://www.dtpfusion.de/category/schulungen-kurse/rhinoceros-schulungen-kurse/">Rhinoceros  3D</a>,  <a title="Alle Artikel in Schulungen/Kurse ansehen" rel="category tag" href="http://www.dtpfusion.de/category/schulungen-kurse/">Schulungen/Kurse</a></small></p>
<p>Seit dem 1. Oktober 2009 sind wir  berechtigt unsere Erfahrungen in Form von Schulungen, Workshops und  OnSite-Trainings auch offiziell zu verbreiten:</p>
<p>Von Einsteigerkursen bis zu individuellen Schulungen, die konkrete  Anwender- oder Branchenspezifische Probleme behandeln, bieten wir unser Know-How für alle Anwender an.</p>
<h3>Kurse: Rhinoceros  3D</h3>
<p>Level 1 -  Termin: 27 – 29. 07. 2011  | 979,- € + MwSt</p>
<p>Level 1 -  Termin: 09 – 11. 11. 2011   |  979,- € + MwSt</p>
<h3><strong>OnSite Training</strong></h3>
<p>Rhinoceros 3D <strong>Level I</strong> = 3 Tage (3 x 8 Std.)  pro  Teilnehmer: 979,- € + MwSt<br />
Rhinoceros 3D <strong>Level II</strong> = 3 Tage (3 x 8 Std.)  pro  Teilnehmer: 1250,- €+ MwSt</p>
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                    <p>First Name (required):<br />  <span class="wpdev-form-control-wrap name1"><input type="text" name="name1" value="" class="wpdev-validates-as-required" size="40" /></span> </p>
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                    <p>Details:<br />          <span class="wpdev-form-control-wrap details1"><textarea name="details1" cols="40" rows="10"></textarea></span> </p><p><input type="hidden" name="wpdev_captcha_challenge_1"  id="wpdev_captcha_challenge_1" value="1154364905" /><input type="text" class="captachinput" value="" name="captcha_input1" id="captcha_input1" /><img class="captcha_img"  id="captcha_img1" alt="captcha" src="http://rhinofusion.de/wp-content/plugins/booking/js/captcha/tmp/1154364905.png" /><div id="captcha_msg1" class="wpdev-help-message" ></div></p><p><input type="button" value="Send" onclick="mybooking_submit(this.form,1,'de_Sie');" /></p>
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<p>Unsere Kurse finden sie auch auf der McNeel Seite unter <a title="Rhino 3D authorized Trainers" href="http://www2.mcneel.com/training/results_by_site.asp?CountryID=85&amp;StateID=&amp;ScheduleID=&amp;SiteID=&amp;LanguageID=&amp;CityID=&amp;MarketSegmentID=&amp;DeliveryFormatID=&amp;ProductID=1&amp;OwnerID=&amp;DisplayLanguageID=&amp;SiteOffersCustomTraining=1&amp;SiteOffersFreeEduTraining=&amp;McNeelOnly=&amp;template=Rhino" target="_blank">www.rhino3d.com/training</a></p>
<p><a title="Rhino 3D authorized Trainers" href="http://www2.mcneel.com/training/results_by_site.asp?CountryID=85&amp;StateID=&amp;ScheduleID=&amp;SiteID=&amp;LanguageID=&amp;CityID=&amp;MarketSegmentID=&amp;DeliveryFormatID=&amp;ProductID=1&amp;OwnerID=&amp;DisplayLanguageID=&amp;SiteOffersCustomTraining=1&amp;SiteOffersFreeEduTraining=&amp;McNeelOnly=&amp;template=Rhino" target="_blank"> </a>Anmeldungen bitte an: <a href="mailto://training@framefusion.de" target="_blank">training@framefusion.de</a> oder unter <a title="Rhinofusion" href="http://www.dtpfusion.de/schulungen/" target="_blank">http://www.dtpfusion.de/schulungen/</a></p>
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		</item>
		<item>
		<title>Prototypentwicklung und Produktion mit Rhino3D</title>
		<link>http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/</link>
		<comments>http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/#comments</comments>
		<pubDate>Thu, 03 Jun 2010 09:12:37 +0000</pubDate>
		<dc:creator>szabi</dc:creator>
				<category><![CDATA[Animation]]></category>
		<category><![CDATA[featured]]></category>
		<category><![CDATA[Molding]]></category>
		<category><![CDATA[Produkt Design]]></category>
		<category><![CDATA[Prototypen]]></category>
		<category><![CDATA[Rhinoceros 3D]]></category>
		<category><![CDATA[shell Modeling]]></category>
		<category><![CDATA[3d]]></category>
		<category><![CDATA[3D Modelinig]]></category>
		<category><![CDATA[3d modellieren]]></category>
		<category><![CDATA[DCC]]></category>
		<category><![CDATA[freiflächen]]></category>
		<category><![CDATA[gussverfahren]]></category>
		<category><![CDATA[Nurbs modeling]]></category>
		<category><![CDATA[Organic modeling]]></category>
		<category><![CDATA[produktion]]></category>
		<category><![CDATA[prototyp]]></category>
		<category><![CDATA[rhino]]></category>
		<category><![CDATA[rhinoceros]]></category>
		<category><![CDATA[shell]]></category>

		<guid isPermaLink="false">http://rhinofusion.de/?p=220</guid>
		<description><![CDATA[Diese Düse ist ein Teil der von der Fa. Biogents AG entwickelten Mückenfalle.
Die Düse wurde als Zusatzmodul entwickelt,]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Mit Rhino 3D können sie leicht aus dem Entwurf ihres Objekts eine für die Herstellung optimirte Datei generieren. Rhino exportiert in so viele verschiedene Formate, dass nahezu alle Herstellerprozesse bedienen können. In diesem konkreten Fall wurden STL daten benötigt um das Prototyp mit Gussverfahren fertigen zu können. Mit Rhino 5.0 und dem Befehlt &#8220;SHELL&#8221; wurden 2 Volumenkörper (unter und obere Hälfte) generiert, die dann ineinander steckbar sind, und perfekt mit konischer Nut und Feder schliessen.<br />

<a href='http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/attachment/05/' title='05'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/08/05-150x150.jpg" class="attachment-thumbnail" alt="05" title="05" /></a>
<a href='http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/attachment/01-2/' title='01'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/08/01-150x150.jpg" class="attachment-thumbnail" alt="01" title="01" /></a>
<a href='http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/attachment/02/' title='02'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/08/02-150x150.jpg" class="attachment-thumbnail" alt="02" title="02" /></a>
<a href='http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/attachment/03-2/' title='03'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/08/03-150x150.jpg" class="attachment-thumbnail" alt="03" title="03" /></a>
<a href='http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/attachment/r01/' title='R01'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/08/R01-150x150.png" class="attachment-thumbnail" alt="R01" title="R01" /></a>
<a href='http://rhinofusion.de/featured/prototypentwicklung-und-produktion-mit-rhino/attachment/02-3/' title='Prototypentwicklung mit Rhino und Produktion'><img width="150" height="150" src="http://rhinofusion.de/wp-content/uploads/2010/08/021-150x150.png" class="attachment-thumbnail" alt="Prototypentwicklung mit Rhino und Produktion" title="Prototypentwicklung mit Rhino und Produktion" /></a>
</p>
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Diese Düse ist ein Teil der von der Fa. Biogents AG entwickelten Mückenfalle.<br />
Die Düse wurde als Zusatzmodul entwickelt, um einen optimalen Mischverhältnis zwischen Lockstoff und Co2 zu generieren.<br />
Das Modell wurde in Rhinoceros 3D gebaut und zum Gussverfahren optimiert modelliert. Die 2 Teile sind ineinander steckbar. Animation: Cinema 4D</p>
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