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	<title>Οδοντοτεχνικό εργαστήριο - digident.gr</title>
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		<title>Pekkton Ivory &#8211; Ιδιότητες &amp; ενδείξεις</title>
		<link>http://www.digident.gr/site/?p=1419</link>
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		<pubDate>Sun, 31 May 2015 18:34:07 +0000</pubDate>
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				<category><![CDATA[Pekkton Ivory]]></category>

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		<description><![CDATA[Πρόκειται για το πολυμερές με τις υψηλότερες τιμές σε φυσικομηχανικές ...]]></description>
			<content:encoded><![CDATA[<p>Πρόκειται για το πολυμερές με τις υψηλότερες τιμές σε φυσικομηχανικές ιδιότητες από όλα τα πολυμερή της οικογένειας ΡΑΕΚ. Κλειδί για την απόδοση αυτή η διπλή αλυσίδα κετονών σε σχέση με τα υλικά ΡΕΕΚ.</p>
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" alt="" width="616" height="434" /><strong></strong></p>
<p>Φυσικές ιδιότητες</p>
<ul>
<li>Υψηλή ελαστικότητα</li>
<li>Σκληρό, αλλά εύκολα κατεργάσιμο υλικό</li>
<li>Εξαιρετικά ελαφρύ</li>
<li>Μηδενική αποτριβή στους ανταγωνιστές</li>
<li>Άγευστο, άοσμο, δεν αποχρωματίζετα</li>
<li>Αδιάλυτο στο νερό</li>
<li>Οστεοαγώγιμο, ακτινοδιαπερατό</li>
<li>Αποστειρώσιμο με όλες τις κοινές μεθόδους</li>
</ul>
<p>Ενδείξεις</p>
<ul>
<li>Υλικό σκελετών επί κολοβωμάτων φυσικών δοντιών (μέχρι και ένα γεφύρωμα)</li>
<li>Υλικό σκελετών επί εμφυτευμάτων (μέχρι και δύο γεφυρώματα)</li>
<li>Κοχλιωτές εργασίες και abutment επί εμφυτευμάτων (πάντα με χρήση ενδιάμεσης βάσης τιτανίου)</li>
</ul>
<p>Υλικά επικάλυψης</p>
<ul>
<li>Ρητίνες</li>
<li>Δόντια οδοντοστοιχίας</li>
<li>Φλοιοί δοντιών</li>
<li>Συγκολλούμενες ολοκεραμικές στεφάνες πάνω σε σκελετό Pekkton</li>
</ul>
<p><span style="text-decoration: underline;">Πίσω</span></p>
]]></content:encoded>
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		<item>
		<title>Pekkton Ivory &#8211; Γενική περιγραφή</title>
		<link>http://www.digident.gr/site/?p=1319</link>
		<comments>http://www.digident.gr/site/?p=1319#comments</comments>
		<pubDate>Thu, 18 Sep 2014 08:24:12 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Pekkton Ivory]]></category>
		<category><![CDATA[Είδη Εργασιών]]></category>

		<guid isPermaLink="false">http://www.digident.gr/site/?p=1319</guid>
		<description><![CDATA[Pekkton ivory &#8211; Νέο, πολυμερές υψηλής απόδοσης, υλικό σκελετών ακίνητης ...]]></description>
			<content:encoded><![CDATA[<h3><strong>Pekkton ivory</strong> &#8211; Νέο, πολυμερές υψηλής απόδοσης, υλικό σκελετών ακίνητης προσθετικής.</h3>
<p><a href="http://www.digident.gr/site/?attachment_id=1321" rel="attachment wp-att-1321"><img class="alignnone size-full wp-image-1321" title="Pekkton logo" src="http://www.digident.gr/site/wp-content/uploads/2014/09/Pekkton-logo.jpg" alt="" width="256" height="44" /></a><br />
Η στροφή των υλικών οδοντικής προσθετικής προς την <strong>metal-free</strong> κατεύθυνση είναι ολοένα και σαφέστερη. Ένα νέο πολυμερές υλικό, το <strong>Pekkton Ivory</strong>, κατάλληλο για την κατασκευή σκελετών ακίνητης προσθετικής πάνω σε φυσικά δόντια ή εμφυτεύματα είναι πλέον διαθέσιμο από την <strong>Digiden</strong>t.<br />
To <strong>Pekkton Ivory</strong> βασίζεται σε πολυμερές τύπου <strong>ΡΕΚΚ</strong> (poly-ether-ketone-ketones). Τα<strong> ΡΕΚΚ </strong>βρίσκονται στην κορυφή της οικογένειας πολυμερών <strong>ΡΑΕΚ</strong> (poly-aryl-ether-ketones) έχοντας έτσι τις υψηλότερες τιμές φυσικο-μηχανικών ιδιοτήτων. Το <strong>Pekkton Ivory</strong> παρουσιάζει εξαιρετική κλινική συμπεριφορά, εύκολη κατεργασία και αντοχή πολύ υψηλότερη από τα υπόλοιπα, αντίστοιχα υλικά της αγοράς, με κύριο χαρακτηριστικό την, κατά <strong>80%,</strong> <span style="text-decoration: underline;">υψηλότερη αντοχή στην πίεση σε σχέση με τα υλικά που περιέχουν ΡΕΕΚ.</span><br />
Το <strong>Pekkton Ivory</strong> μπορεί να κατασκευαστεί τόσο ψηφιακά (με κοπή σε CNC μηχανές) όσο και με τεχνική χύτευσης με θερμοσυμπίεση. Στην Ευρώπη διατίθεται αποκλειστικά από την <strong>Cendres &amp; Metaux</strong>.<br />
Η γνωριμία με το υλικό γίνεται ήδη με παρουσιάσεις μας.</p>
<p><a href="http://www.digident.gr/site/?attachment_id=1320" rel="attachment wp-att-1320"><img class="alignnone size-medium wp-image-1320" title="Pekkton order2" src="http://www.digident.gr/site/wp-content/uploads/2014/09/Pekkton-order2-300x245.jpg" alt="" width="300" height="245" /></a></p>
<p><a href="http://www.digident.gr/site/?attachment_id=1415" rel="attachment wp-att-1415"><img title="Pekkton Ivory" src="http://www.digident.gr/site/wp-content/uploads/2014/09/BPD1.jpg" alt="" width="259" height="122" /></a></p>
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		<title>Εξατομίκευση abutment &#8211; Κανόνας, όχι εξαίρεση</title>
		<link>http://www.digident.gr/site/?p=1147</link>
		<comments>http://www.digident.gr/site/?p=1147#comments</comments>
		<pubDate>Sun, 25 Aug 2013 11:07:07 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Customised abutments]]></category>
		<category><![CDATA[Είδη Εργασιών]]></category>

		<guid isPermaLink="false">http://www.digident.gr/site/?p=1147</guid>
		<description><![CDATA[Το abutment είναι το σημαντικότερο κομμάτι στην προσθετική επί εμφυτευμάτων. ...]]></description>
			<content:encoded><![CDATA[<p>Το abutment είναι το σημαντικότερο κομμάτι στην προσθετική επί εμφυτευμάτων. Ο όγκος του, το ύψος του, η κλίση του, οι διαστάσεις και το σχήμα του διαβλεννογονίου τμήματός του και η εφαρμογή του στην πλατφόρμα-υποδοχή του εμφυτεύματος είναι κρισιμότατοι παράγοντες για την επιτυχία της υπερκείμενης προσθετικής εργασίας. Ως τώρα, η συνηθισμένη πρακτική ήταν η χρήση των abutment εμπορίου τα οποία παρέχουν οι εταιρείες εμφυτευμάτων.</p>
<p>Ωστόσο, δεν είναι λίγες οι περιπτώσεις που τα συγκεκριμένα abutment δεν καλύπτουν τις ανάγκες του περιστατικού. Σ’ αυτές τις περιπτώσεις επιστρατεύεται η τεχνική του εξατομικευμένου (customised) abutment (ή, για πολλούς,  τεχνική UCLA). Αλλά ακόμη και με τη χρήση αυτής της τεχνικής δεν λύνουμε όλα τα προβλήματα και μάλιστα δημιουργούμε καινούρια. Μολονότι ελέγχουμε πλήρως τις διαστάσεις του είμαστε υποχρεωμένοι να κάνουμε δύο σημαντικούς συμβιβασμούς.</p>
<ol>
<li>Είτε να χυτεύσουμε με βασικό κράμα και να υποχωρήσουμε στο ζήτημα της βιοσυμβατότητας αλλά και της εφαρμογής με το εμφύτευμα λόγω των περιορισμών της διαδικασίας χύτευσης</li>
<li>Είτε να χυτεύσουμε με πολύτιμο κράμα και να δημιουργήσουμε ένα τεράστιο κόστος</li>
</ol>
<p>Στο σημείο αυτό έρχεται να μας βοηθήσει η ψηφιακή τεχνολογία την οποία έχουμε ενσωματώσει στο εργαστήριο από το 2010. Η συγκεκριμένη τεχνολογία μας δίνει τη δυνατότητα να σχεδιάσουμε και να κατασκευάσουμε εξατομικευμένα abutment:</p>
<ul>
<li><strong>Με πλήρη έλεγχο στις διαστάσεις τους (ύψος, κλίση, διαβλεννογόνιο ύψος)</strong></li>
<li><strong>Εξαιρετικής ακρίβειας, εφάμιλλης των abutment εμπορίου.</strong></li>
</ul>
<p>Αλλά κυρίως,</p>
<ul>
<li><strong>Από πλήρως βιοσυμβατά υλικά( ζιρκονία, τιτάνιο, ΡΕΕΚ)</strong></li>
<li><strong>Με ιδιαίτερα χαμηλό κόστος λόγω της τεχνολογίας CAD/CAM</strong></li>
</ul>
<p>Η, γεμάτη απαιτήσεις, νέα εποχή επιβάλλει την εξατομίκευση του κάθε ενός περιστατικού εμφυτευμάτων. Η τεχνική των customised abutments δεν χρησιμοποιείται πια σε εξαιρετικές περιπτώσεις. Χρησιμοποιείται σε όλες τις περιπτώσεις. <span style="text-decoration: underline;">Δεν είναι η εξαίρεση, είναι ο κανόνας</span>. <strong>Κατασκευασμένα ψηφιακά, ακριβέστατα και οικονομικότατα.</strong></p>
<p>Τα ίδια ισχύουν και για τις κοχλιούμενες στεφάνες και γέφυρες. Η CAD/CAM τεχνολογία εγγυάται την ακρίβεια της εφαρμογής, την ταχύτητα κατασκευής και το χαμηλό κόστος.</p>
<p><a href="http://www.digident.gr/site/?cat=24">Πίσω</a></p>
<p><a href="http://www.digident.gr/site/?cat=24"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Digident abutments</title>
		<link>http://www.digident.gr/site/?p=1143</link>
		<comments>http://www.digident.gr/site/?p=1143#comments</comments>
		<pubDate>Sun, 25 Aug 2013 10:58:31 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Customised abutments]]></category>
		<category><![CDATA[Είδη Εργασιών]]></category>

		<guid isPermaLink="false">http://www.digident.gr/site/?p=1143</guid>
		<description><![CDATA[Στο εργαστήριό μας κατασκευάζουμε εξατομικευμένα abutment και κοχλιούμενες στεφάνες και ...]]></description>
			<content:encoded><![CDATA[<p>Στο εργαστήριό μας κατασκευάζουμε εξατομικευμένα abutment και κοχλιούμενες στεφάνες και γέφυρες ζιρκονίας. Επιπλέον, παρέχουμε εξατομικευμένα abutment τιτανίου και κοχλιούμενες στεφάνες και γέφυρες από χρωμιοκοβάλτιο, πάντα κατασκευασμένα ψηφιακά. Οι εταιρείες εμφυτευμάτων που καλύπτουμε, μέχρι στιγμής, είναι:</p>
<ul>
<li>Straumann Synocta RN &amp; WN</li>
<li>Straumann Bonelevel NC &amp; RC</li>
<li>Zimmer Screwvent 3.4, 4.5 &amp; 5.7</li>
<li>3i certain 3.25, 4.1, 5.0 &amp; 6.0</li>
<li>Nobel Replace 3.5, 4.3, 5.0 &amp; 6.0</li>
<li>Nobel Active 3.5, 4.3 &amp; 5.0</li>
<li>AstraTech  3.0, 3.5, 4.0, 4.5, 5.0</li>
<li>Brånemark NP, RP, WP</li>
</ul>
<p><a href="http://www.digident.gr/site/?attachment_id=1144" rel="attachment wp-att-1144"><img class="alignnone size-medium wp-image-1144" title="IMG_0929" src="http://www.digident.gr/site/wp-content/uploads/2013/08/IMG_0929-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://www.digident.gr/site/?cat=24">Πίσω</a></p>
<p><a href="http://www.digident.gr/site/?cat=24"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Γενική περιγραφή</title>
		<link>http://www.digident.gr/site/?p=627</link>
		<comments>http://www.digident.gr/site/?p=627#comments</comments>
		<pubDate>Tue, 28 Jun 2011 21:22:18 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Διαφανής ζιρκονία]]></category>
		<category><![CDATA[Είδη Εργασιών]]></category>

		<guid isPermaLink="false">http://www.digident.gr/site/?p=627</guid>
		<description><![CDATA[Ένα από τα νέα υλικά που ξεχώρισαν στην IDS 2011 ...]]></description>
			<content:encoded><![CDATA[<p>Ένα από τα νέα υλικά που ξεχώρισαν στην IDS 2011 της Κολωνίας ήταν η διαφανής ζιρκονία (translucent zirconia). Πρωτοεμφανίστηκε γύρω στο 2005, όμως η παρουσία της στην αγορά δεν έγινε νωρίτερα από το 2009. Πρόκειται για ένα υλικό που συνδυάζει την πολύ υψηλή αντοχή με την απόλυτη βιοσυμβατότητα αλλά και την αισθητική. Έτσι, δίνεται η δυνατότητα κατασκευής στεφανών και γεφυρών ολικής επικάλυψης κάθε μεγέθους και έκτασης. Με τη χρήση της διαφανούς ζιρκονίας παρακάμπτουμε το σύνηθες μοντέλο κατασκευής στεφανών με διπλή επικάλυψη, δηλαδή σκελετός και αισθητικό υλικό (πορσελάνη ή ρητίνη). Με ένα και μόνο υλικό αποδίδουμε ολόκληρη την ανατομία του δοντιού.</p>
<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/06/IMG_0010.jpg"><img class="alignnone size-thumbnail wp-image-688" title="IMG_0010" src="http://www.digident.gr/site/wp-content/uploads/2011/06/IMG_0010-150x150.jpg" alt="BruxZir-Digident" width="150" height="150" /></a></p>
<p>Η κατεργασία της διαφανούς ζιρκονίας και κατά συνέπεια η κατασκευή στεφανών ολικής επικάλυψης από αυτή προαπαιτεί αποκλειστικά σύστημα CAD/CAM. Οι εργασίες σχεδιάζονται και κατασκευάζονται εξ’ ολοκλήρου ψηφιακά. Το αποτέλεσμα που παίρνουμε είναι ένα βιομηχανοποιημένο προϊόν που μας δίνει μια σειρά από μεγάλα πλεονεκτήματα:</p>
<p>&nbsp;</p>
<p>-         Άθραυστες στεφάνες</p>
<p>-         Απόλυτη βιοσυμβατότητα</p>
<p>-         Ελάχιστη αφαίρεση οδοντικής ουσίας</p>
<p>-         Κατασκευή σε ταχύτατα χρονοδιαγράμματα</p>
<p>-         Όχι  ενδιάμεσες δοκιμές στο στόμα</p>
<p>-         Χαμηλό κόστος.</p>
<p><a href="http://www.digident.gr/site/?category_name=%CE%B4%CE%B9%CE%B1%CF%86%CE%B1%CE%BD%CE%AE%CF%82-%CE%B6%CE%B9%CF%81%CE%BA%CE%BF%CE%BD%CE%AF%CE%B1">Πίσω</a></p>
<p><a href="http://www.digident.gr/site/?category_name=%CE%B4%CE%B9%CE%B1%CF%86%CE%B1%CE%BD%CE%AE%CF%82-%CE%B6%CE%B9%CF%81%CE%BA%CE%BF%CE%BD%CE%AF%CE%B1"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
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		<item>
		<title>Φυσικές ιδιότητες-Ενδείξεις-Προϋποθέσεις</title>
		<link>http://www.digident.gr/site/?p=629</link>
		<comments>http://www.digident.gr/site/?p=629#comments</comments>
		<pubDate>Tue, 28 Jun 2011 21:20:55 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Διαφανής ζιρκονία]]></category>
		<category><![CDATA[Είδη Εργασιών]]></category>

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		<description><![CDATA[ΦΥΣΙΚΕΣ ΙΔΙΟΤΗΤΕΣ Η διαφανής ζιρκονία δε διαφέρει σε τίποτε από ...]]></description>
			<content:encoded><![CDATA[<p>ΦΥΣΙΚΕΣ ΙΔΙΟΤΗΤΕΣ</p>
<p>Η διαφανής ζιρκονία δε διαφέρει σε τίποτε από την συνήθη ζιρκονία εκτός από τη συμπεριφορά της προς το διερχόμενο φως. Με την ειδική χρήση της νανοτεχνολογίας η κρυσταλλική δομή του υλικού στρέφεται προς μια κατεύθυνση τέτοια που να αυξάνει αισθητά τη φωτοδιαπερατότητα. Η οπτική συμπεριφορά της συνήθους ζιρκονίας μας δίνει την «σκληρή» αίσθηση της αδιαφάνειας (opaque). Αντίθετα, η διαπερατότητα της διαφανούς ζιρκονίας προσδίδει αισθητική διάσταση στο υλικό αυτό που ως τώρα έβρισκε χρήση μόνο στην κατασκευή σκελετών. <span style="text-decoration: underline;">Έτσι, η χρήση της πορσελάνης δεν κρίνεται πια απαραίτητη.</span></p>
<p>&nbsp;</p>
<p>ΕΝΔΕΙΞΕΙΣ</p>
<p>-         Ιδανικό υλικό για βρουξιστές</p>
<p>-         Ιδανικό υλικό για δύσκολα συγκλισιακά σχήματα με περιορισμένο χώρο</p>
<p>-         Ιδανικό υλικό για ασθενείς με χαμηλή κάθετη διάσταση</p>
<p>-         Οπίσθια δόντια</p>
<p>-         Πρόσθια δόντια (όταν δε συνδυάζονται με άλλες κατασκευές).</p>
<p>Δεν συνιστάται σε περιστατικά πολύ υψηλών αισθητικών απαιτήσεων. Είναι ένα μονοχρωματικό υλικό (και στις 16 αποχρώσεις χρωματολογίου VITA) στο οποίο αποδίδουμε χρωματική διαβάθμιση μόνο με τη χρήση εξωτερικών χρωστικών.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>ΠΡΟΥΠΟΘΕΣΕΙΣ</p>
<p>-         Ελάχιστο πάχος κατασκευής 0,5mm</p>
<p>-         Τομή συνδετήρων (για γέφυρες) 6mm2</p>
<p>-         Χρήση μέχρι και δύο γεφυρωμάτων</p>
<p>-         Χρήση προβόλου</p>
<p>-         Συγκλίνουσες, λείες, χωρίς αιχμές επιφάνειες παρασκευής</p>
<p>-         Επεξεργασία με ειδικά κοπτικά εργαλεία και καταιονισμό νερού</p>
<p>-         Δεν απαιτούνται βαθροπαρασκευές.</p>
<p>Πίσω</p>
<p><a href="http://www.digident.gr/site/?category_name=%CE%B4%CE%B9%CE%B1%CF%86%CE%B1%CE%BD%CE%AE%CF%82-%CE%B6%CE%B9%CF%81%CE%BA%CE%BF%CE%BD%CE%AF%CE%B1"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
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		</item>
		<item>
		<title>BruxΖir</title>
		<link>http://www.digident.gr/site/?p=631</link>
		<comments>http://www.digident.gr/site/?p=631#comments</comments>
		<pubDate>Tue, 28 Jun 2011 21:19:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Διαφανής ζιρκονία]]></category>
		<category><![CDATA[Είδη Εργασιών]]></category>

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		<description><![CDATA[&#160; Το BruxΖir είναι η διαφανής ζιρκονία που χρησιμοποιούμε. Δημιουργήθηκε ...]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/06/bruxzir_logo_white_hi1.jpg"><img class="alignnone size-medium wp-image-676" title="bruxzir_logo_white_hi" src="http://www.digident.gr/site/wp-content/uploads/2011/06/bruxzir_logo_white_hi1-300x64.jpg" alt="" width="209" height="39" /></a></p>
<p>&nbsp;</p>
<p>Το <a href="http://www.bruxzir.gr" target="_blank">BruxΖir</a> είναι η διαφανής ζιρκονία που χρησιμοποιούμε. Δημιουργήθηκε και κατασκευάζεται στo ερευνητικό τμήμα των αμερικανικών οδοντοτεχνικών εργαστηρίων Glidewell που είναι τα κορυφαία στον τομέα αυτό. Η αυξημένη διάδοση του φωτός που προσφέρει οφείλεται στους μοναδικής τεχνολογίας νανοκρυστάλλους του που είναι της τάξης των 3nm. Για αναλυτικές πληροφορίες επισκεφθείτε το <a href="http://www.bruxzir.gr" target="_blank">www.bruxzir.gr</a></p>
<p><a href="http://www.digident.gr/site/?p=629" target="_blank">Φυσικές ιδιότητες-Ενδείξεις</a></p>
<p><a href="http://www.digident.gr/site/?p=627" target="_blank">Διαφανής ζιρκονία (γενική περιγραφή)</a></p>
<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/06/Authentic-BruxZir-Label2.jpg"><img class="alignnone size-thumbnail wp-image-716" title="Authentic-BruxZir-Label" src="http://www.digident.gr/site/wp-content/uploads/2011/06/Authentic-BruxZir-Label2-150x150.jpg" alt="" width="150" height="150" /></a></p>
<p><span style="text-decoration: underline;">Το εργαστήριό μας είναι το </span><span style="text-decoration: underline;">πρώτο </span><span style="text-decoration: underline;">εξουσιοδοτημένο στην Ελλάδα που προμηθεύτηκε το υλικό αυτό</span>. Οι πρώτες εργασίες μας τοποθετήθηκαν σε ασθενείς τον Ιούνιο του 2011. Η πρώτη μας εργασία τοποθετήθηκε σε στόμα με μειωμένη κάθετη διάσταση και εκτεταμένες αποτριβές  στα οπίσθια δόντια σε ασθενή  της κλινικού κας Ντελουτσία Τερέζας (Καββαθά 58, Αθήνα).</p>
<p>Η εργασία στο εκμαγείο</p>
<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/06/Solid-zirconia-.png"><img class="alignnone size-medium wp-image-632" title="Solid zirconia" src="http://www.digident.gr/site/wp-content/uploads/2011/06/Solid-zirconia--300x160.png" alt="" width="300" height="160" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/06/Ντελουτσια-solid-zirconia.jpg"><img class="alignnone size-medium wp-image-758" title="Ντελουτσια solid zirconia" src="http://www.digident.gr/site/wp-content/uploads/2011/06/Ντελουτσια-solid-zirconia-300x186.jpg" alt="" width="300" height="167" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Για το BruxΖir και την αντοχή του παρακολουθήστε το <a title="Bruxzir vs PFM" href="http://www.youtube.com/watch?v=2ZRfQK6Ipb0">βίντεο</a></p>
<p>&nbsp;</p>
<p>Πλάγιος 22 από διαφανή ζιρκονία BruxZir (Ιούνιος 2012)</p>
<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/06/Πλαγιος-22.jpg"><img class="alignnone size-medium wp-image-782" title="Πλαγιος 22" src="http://www.digident.gr/site/wp-content/uploads/2011/06/-22-e1340725582163-300x199.jpg" alt="" width="300" height="199" /></a></p>
<p>&nbsp;</p>
<p>Πίσω</p>
<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
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		<item>
		<title>Εισαγωγή</title>
		<link>http://www.digident.gr/site/?p=256</link>
		<comments>http://www.digident.gr/site/?p=256#comments</comments>
		<pubDate>Sun, 03 Apr 2011 12:25:50 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Είδη Εργασιών]]></category>
		<category><![CDATA[Εμφυτεύματα]]></category>

		<guid isPermaLink="false">http://www.digident.gr/site/?p=256</guid>
		<description><![CDATA[Τα επιεμφυτευματικά περιστατικά αποτελούν σημαντικό κομμάτι της καθημερινότητας στο εργαστήριο. ...]]></description>
			<content:encoded><![CDATA[<p>Τα επιεμφυτευματικά περιστατικά αποτελούν σημαντικό κομμάτι της καθημερινότητας στο εργαστήριο. Από τη συνεχή επαφή με αυτό το αντικείμενο έχει γίνει βαθιά κατανοητό ότι επιτυχημένη επιεμφυτευματική αποκατάσταση δεν είναι εκείνη που αρχίζει και τελειώνει με την τοποθέτηση των εμφυτευμάτων αλλά εκείνη που ικανοποιεί τις λειτουργικές και αισθητικές ανάγκες του ασθενούς. Εκείνη που δίνει βάση στην εικόνα έξω από το οστό και όχι στο τι συμβαίνει αποκλειστικά μέσα σ’ αυτό. Αυτή η αντίστροφη λογική αποτελεί τον θεμέλιο λίθο της προσθετικά καθοδηγούμενης εμφυτευματολογίας. Και αυτή η λογική καθιστά τα προχειρουργικά, διαγνωστικά στάδια κυρίαρχη προτεραιότητα.</p>
<p>Στην προσπάθεια αυτή βρίσκουμε σύμμαχο την ψηφιακή τεχνολογία. Η τεχνολογία αυτή αξιοποιώντας τις σύγχρονες τεχνικές ιατρικής απεικόνισης δίνει τη δυνατότητα προχειρουργικού ελέγχου και εικονικής τοποθέτησης εμφυτευμάτων -μέσα από λογισμικά σε υπολογιστή- και την κατασκευή χειρουργικών ναρθήκων στους οποίους έχουν συνυπολογιστεί με ακρίβεια οι τελικές θέσεις των εμφυτευμάτων.</p>
<p><a rel="lightbox" href="http://www.digident.gr/images/IMPLANTS_INTRO.jpg"><img class="alignnone" title="Implants" src="http://www.digident.gr/images/IMPLANTS_INTRO_s.jpg" alt="Implants" width="500" height="408" /></a></p>
<p>Πίσω</p>
<p><a href="http://www.digident.gr/site/?category_name=%CE%B5%CE%BC%CF%86%CF%85%CF%84%CE%B5%CF%8D%CE%BC%CE%B1%CF%84%CE%B1"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Υπολογιστικά κατευθυνόμενη εμφυτευματολογία</title>
		<link>http://www.digident.gr/site/?p=258</link>
		<comments>http://www.digident.gr/site/?p=258#comments</comments>
		<pubDate>Sun, 03 Apr 2011 12:00:40 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Είδη Εργασιών]]></category>
		<category><![CDATA[Εμφυτεύματα]]></category>

		<guid isPermaLink="false">http://www.digident.gr/site/?p=258</guid>
		<description><![CDATA[Σήμερα, είναι διαθέσιμα στην αγορά αρκετά λογισμικά που επεξεργάζονται την ...]]></description>
			<content:encoded><![CDATA[<p>Σήμερα, είναι διαθέσιμα στην αγορά αρκετά λογισμικά που επεξεργάζονται την αξονική τομογραφία του ασθενούς και δίνουν την ευκαιρία στον κλινικό να αξιολογήσει το περιστατικό και να τοποθετήσει εικονικά τα εμφυτεύματα στον υπολογιστή λαμβάνοντας υπ΄όψιν του τις διαστάσεις του οστού, την πυκνότητα και ποιότητά του, τη θέση του νεύρου, όλους δηλαδή τους κρίσιμους παράγοντες για τη χειρουργική επιτυχία.<br />
Το σημαντικότερο όμως είναι ότι στη μελέτη αυτή συνυπολογίζεται και η τελική προσθετική αποκατάσταση η οποία εμφανίζεται επίσης στο λογισμικό. Για να συμβεί αυτό ο ασθενής, κατά τη διάρκεια της αξονικής τομογραφίας, τοποθετεί στο στόμα ένα ακτινοσκιερό ακριβές αντίγραφο της οριστικής προσθετικής του. Με αυτόν τον τρόπο ελέγχεται η θέση των εμφυτευμάτων σε σχέση με τη σύγκλιση, τους επιμήκεις άξονες και τη μορφολογία της τελικής αποκατάστασης. Με βάση όλα αυτά τα στοιχεία  κατασκευάζεται χειρουργικός νάρθηκας (με τεχνική ψηφιακής τρισδιάστατης εκτύπωσης)  με ενσωματωμένους ειδικούς οδηγούς για τον τρυπανισμό που «κλειδώνουν» την κλίση και το βάθος όπως αυτά έχουν καθοριστεί από τον κλινικό μέσα στο λογισμικό. Κατ&#8217; αυτόν τον τρόπο, εξασφαλίζεται η τοποθέτηση των εμφυτευμάτων έτσι ώστε τόσο να υπολογίζονται οι περιορισμοί του οστού όσο και να ικανοποιούνται οι προσθετικές ανάγκες του περιστατικού. Μάλιστα, με την τεχνική αυτή στις περισσότερες περιπτώσεις αποφεύγονται οι ιδιαίτερα τραυματικοί κρημνοί κάτι που οδηγεί σε γρήγορη αποθεραπεία του ασθενούς.</p>
<p>Το εργαστήριό μας συνεργάζεται με οδοντιάτρους που χρησιμοποιούν τέτοιου τύπου λογισμικά. Έτσι, έχουμε αναπτύξει όλα τα σχετικά διαγνωστικά, προχειρουργικά πρωτόκολλα που περιλαμβάνουν κατασκευή διαγνωστικών κερωμάτων ή συντάξεων, ακτινοσκιερών ναρθήκων κλπ. Επικοινωνήστε μαζί μας ώστε να σας φέρουμε σε επαφή με συνεργαζόμενους οδοντιάτρους  που ασκούν την υπολογιστικά κατευθυνόμενη εμφυτευματολογία.</p>
<p><a href="http://www.digident.gr/site/wp-content/uploads/2011/04/CGIS-2.jpg"><img class="alignnone size-medium wp-image-609" title="CGIS-2" src="http://www.digident.gr/site/wp-content/uploads/2011/04/CGIS-2-300x290.jpg" alt="" width="300" height="290" /></a><a href="http://www.digident.gr/site/wp-content/uploads/2011/04/teethonehournobelguide21.jpg"><img class="alignnone size-full wp-image-616" title="teethonehournobelguide2" src="http://www.digident.gr/site/wp-content/uploads/2011/04/teethonehournobelguide21.jpg" alt="" width="260" height="172" /></a></p>
<p>Πίσω</p>
<p><a href="http://www.digident.gr/site/?category_name=%CE%B5%CE%BC%CF%86%CF%85%CF%84%CE%B5%CF%8D%CE%BC%CE%B1%CF%84%CE%B1"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
]]></content:encoded>
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		<item>
		<title>Εισαγωγή</title>
		<link>http://www.digident.gr/site/?p=173</link>
		<comments>http://www.digident.gr/site/?p=173#comments</comments>
		<pubDate>Tue, 22 Mar 2011 13:57:34 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Είδη Εργασιών]]></category>
		<category><![CDATA[Ψηφιακή προσθετική]]></category>

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		<description><![CDATA[Στις μέρες μας, η σύγχρονη τεχνολογία έρχεται να αντικαταστήσει τις ...]]></description>
			<content:encoded><![CDATA[<p>Στις μέρες μας, η σύγχρονη τεχνολογία έρχεται να αντικαταστήσει τις παλιές, παραδοσιακές μεθόδους στην κατασκευή οδοντικών προσθέσεων. Πρόκειται για τεχνολογία που εισάγει εφαρμογές από πεδία όπως της οπτικής, του ψηφιακού σχεδιασμού, της CNC ρομποτικής μηχανικής και της τρισδιάστατης εκτύπωσης. Με την ενσωμάτωση της πληροφορικής στην οδοντιατρική ανοίγει ο δρόμος στην αυτοματοποιημένη, στη βιομηχανοποιημένη κατασκευή εργασιών. Είναι ο συνδυασμός της μαζικότητας της παραγωγής με την έμφαση στην εξατομίκευση των περιστατικών, δηλαδή στην ακρίβεια της εφαρμογής και της μορφολογίας.</p>
<h2>Γενική Περιγραφή</h2>
<p>Σύμφωνα με την τεχνολογία αυτή είναι πλέον δυνατή η βιομηχανοποιημένη κατασκευή σκελετών ή πλήρως ανατομικών ακίνητων προσθέσεων, abutments και τηλεσκοπικών στεφανών από διάφορα υλικά όπως ζιρκονία, βασικά κράματα μετάλλων, τιτάνιο, ρητίνες, κεριά κλπ.  Δεν υπάρχει <strong>καμμία διαφοροποίηση για τον κλινικό στην καθημερινότητά του</strong> και <strong>κανένας νέος εξοπλισμός</strong>. Η μέριμνά του είναι αυτή που ήταν ως σήμερα. Οι, κατά το δυνατό, καλύτερες παρασκευές και η καλή αποτύπωσή τους.</p>
<p>Αναλυτικότερα, με τη βοήθεια ενός σαρωτή <strong>(</strong><strong>scanner</strong><strong>)</strong> η πληροφορία του αποτυπώματος  «ψηφιοποιείται». Στη συνέχεια, με τη χρήση ειδικού λογισμικού <strong>(</strong><strong>CAD</strong><strong>)</strong> σχεδιάζεται η υπό παραγγελία εργασία στον ηλεκτρονικό υπολογιστή. Το αρχείο σχεδιασμού που περιέχει την εργασία μας αποστέλλεται ηλεκτρονικά σε μια συμβατή «κοπτική» μηχανή η οποία κατασκευάζει την εν λόγω εργασία από το υλικό που έχουμε προεπιλέξει. Οι μηχανές αυτές χρησιμοποιούν πλάκες υλικών (μετάλλου, ζιρκονίας , ρητίνης κτλ.) από τις οποίες «κόβουν» με κοπτικά εργαλεία την εργασία με ακριβείς μικροκινήσεις εφαρμόζοντας την τεχνολογία της ρομποτικής μηχανικής (<strong>τεχνική </strong><strong>milling</strong>.) Άλλες μηχανές «συνθέτουν» την εργασία από σκόνη υλικού (μετάλλου, ζιρκονίας)  με τη βοήθεια laser εφαρμόζοντας την τεχνολογία της τρισδιάστατης εκτύπωσης  (<strong>τεχνική </strong><strong>laser</strong><strong> </strong><strong>sintering</strong>.) Το αποτέλεσμα φυσικά  είναι υψηλότατου επιπέδου και στις δύο περιπτώσεις.</p>
<p>Πίσω</p>
<p><a href="http://www.digident.gr/site/?category_name=%CF%88%CE%B7%CF%86%CE%B9%CE%B1%CE%BA%CE%AE-%CF%80%CF%81%CE%BF%CF%83%CE%B8%CE%B5%CF%84%CE%B9%CE%BA%CE%AE"><img class="alignnone size-full wp-image-382" title="Επιστροφή" src="http://www.digident.gr/site/wp-content/uploads/2011/03/backbutton1.png" alt="" width="50" height="52" /></a></p>
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