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	<title>DynaOpt</title>
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	<link>http://www.dynaopt.com</link>
	<description>Apporteur de solutions en instrumentation, auscultation &#38; mesure</description>
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		<item>
		<title>CENTRALES D&#8217;ACQUISITION SUR MESURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-5/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-5/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:33:39 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

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		<title>CENTRALES D&#8217;ACQUISITION SUR MESURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-4/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-4/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:30:58 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

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		<item>
		<title>CENTRALES D&#8217;ACQUISITION SUR MESURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-3/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-3/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:28:34 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>DETECTEUR DE FUITE</title>
		<link>http://www.dynaopt.com/fiches-techniques/detecteur-de-fuite-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/detecteur-de-fuite-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:25:02 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesures environnementales et météorologiques]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=265</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CANNE DE TEMPERATURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/canne-de-temperature-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/canne-de-temperature-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:19:22 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de température]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=264</guid>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>SONDE DE TEMPERATURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/sonde-de-temperature-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/sonde-de-temperature-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:15:58 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de température]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=263</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>DETECTEUR DE FUITE</title>
		<link>http://www.dynaopt.com/fiches-techniques/detecteur-de-fuite/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/detecteur-de-fuite/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:09:06 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de distance et d'alignement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=262</guid>
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		<slash:comments>0</slash:comments>
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		<title>HYDRONIVO</title>
		<link>http://www.dynaopt.com/fiches-techniques/hydronivo/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/hydronivo/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:03:57 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de distance et d'alignement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=261</guid>
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		<slash:comments>0</slash:comments>
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		<title>CAPT&#8217;O</title>
		<link>http://www.dynaopt.com/fiches-techniques/capto/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/capto/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:59:36 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de distance et d'alignement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=260</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Echelles Limnimétriques</title>
		<link>http://www.dynaopt.com/fiches-techniques/echelles-limnimetriques/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/echelles-limnimetriques/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:54:05 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de distance et d'alignement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=259</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CLINOMETRE</title>
		<link>http://www.dynaopt.com/fiches-techniques/clinometre-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/clinometre-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:45:55 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=258</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>INCLINOMETRE ELECTRONIQUE</title>
		<link>http://www.dynaopt.com/fiches-techniques/inclinometre-electronique/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/inclinometre-electronique/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:42:56 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure angulaire]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=257</guid>
		<description><![CDATA[]]></description>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CLINOMETRE</title>
		<link>http://www.dynaopt.com/fiches-techniques/clinometre/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/clinometre/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:38:43 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=256</guid>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>INCLINOMETRE</title>
		<link>http://www.dynaopt.com/fiches-techniques/inclinometre/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/inclinometre/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:35:25 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=255</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>TUBE INCLINOMETRIQUE</title>
		<link>http://www.dynaopt.com/fiches-techniques/tube-inclinometrique/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/tube-inclinometrique/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:29:55 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=254</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Sonde de Conductivité électrique de l&#8217;eau</title>
		<link>http://www.dynaopt.com/fiches-techniques/sonde-de-conductivite-electrique-de-leau/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/sonde-de-conductivite-electrique-de-leau/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:27:07 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=253</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>EXTENSOMETRE DE FORAGE A BARRES</title>
		<link>http://www.dynaopt.com/fiches-techniques/extensometre-de-forage-a-barres-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/extensometre-de-forage-a-barres-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:24:12 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=252</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>EXTENSOMETRE DE FORAGE A BARRES</title>
		<link>http://www.dynaopt.com/fiches-techniques/extensometre-de-forage-a-barres/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/extensometre-de-forage-a-barres/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:21:35 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=251</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>TASSOMETRE à BOULES</title>
		<link>http://www.dynaopt.com/fiches-techniques/tassometre-a-boules/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/tassometre-a-boules/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:18:17 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=250</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>LOOKY-MOUSE</title>
		<link>http://www.dynaopt.com/fiches-techniques/looky-mouse/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/looky-mouse/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:14:50 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure en forage : déviation et tassement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=248</guid>
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			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CAPTEUR DE DEPLACEMENT A FIL TENDU</title>
		<link>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement-a-fil-tendu-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement-a-fil-tendu-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:04:32 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=247</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CAPTEUR DE DEPLACEMENT A FIL TENDU</title>
		<link>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement-a-fil-tendu/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement-a-fil-tendu/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 14:01:52 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=246</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>PRISME</title>
		<link>http://www.dynaopt.com/fiches-techniques/prisme-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/prisme-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 13:52:55 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=245</guid>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>EXTENSOMETRE DE SURFACE</title>
		<link>http://www.dynaopt.com/fiches-techniques/extensometre-de-surface-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/extensometre-de-surface-2/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 13:49:24 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déformation]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=244</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>ACCELEROMETRE</title>
		<link>http://www.dynaopt.com/fiches-techniques/accelerometre/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/accelerometre/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 13:45:57 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure angulaire]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=243</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Expertise nucléaire</title>
		<link>http://www.dynaopt.com/prestations-proposees/expertise-instrumentation-dans-le-domaine-du-nucleaire/</link>
		<comments>http://www.dynaopt.com/prestations-proposees/expertise-instrumentation-dans-le-domaine-du-nucleaire/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 16:54:26 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
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		<description><![CDATA[Les ingénieurs de DYNAOPT peuvent vous apporter leurs connaissances pour concevoir, identifier et diagnostiquer une instrumentation existante et si possible d’apporter des solutions de remise en état. Dans le cadre des instrumentations dans le domaine nucléaire DYNAOPT a réalisé les &#8230; <a href="http://www.dynaopt.com/prestations-proposees/expertise-instrumentation-dans-le-domaine-du-nucleaire/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong></strong>Les ingénieurs de DYNAOPT peuvent vous apporter leurs connaissances pour concevoir, identifier et diagnostiquer une instrumentation existante et si possible d’apporter des solutions de remise en état. Dans le cadre des instrumentations dans le domaine nucléaire DYNAOPT a réalisé les interventions suivantes :</p>
<p>&nbsp;</p>
<p><strong>1/ Retour d’expérience internationale concernant la technologie des extensomètres à corde vibrante noyés dans le béton</strong></p>
<p>DYNAOPT a réalisé pour le compte d&#8217;EDF une recherche des données éventuellement disponibles dans la bibliographie et, disponibles ou éventuellement mises à disposition par des utilisateurs potentiels de capteurs de déformation noyés dans les ouvrages. Le but était d’évaluer dans un premier temps la quantité d’informations disponible ou en phase de l’être.<br />
Cette étude s&#8217;est poursuivie par la rédaction de deux procédures :</p>
<ul>
<li>Procédure d&#8217;évaluation des capteurs consistant à apprécier, en utilisant des méthodes d’essais appropriées, les performances du capteur objet de l’essai.</li>
</ul>
<ul>
<li>Procédure de validation des capteurs consistant à s’assurer de la conformité des performances métrologiques par rapport à une spécification d’erreur maximale</li>
</ul>
<p>&nbsp;</p>
<p><strong>2/ Mesures interferométriques sur l&#8217;enceinte de confinement de la centrale nucléaire de Civaux</strong></p>
<p>Cette prestation comprenait une partie étude de la mise en place d&#8217;un système de mesure par interferométrie laser pour mesurer les déformations de l&#8217;enceinte de confinement :</p>
<ul>
<li>Conception des pièces pour la mise en place de l&#8217;appareil</li>
<li>Réalisation de prototypes</li>
<li>Réalisation d&#8217;une procédure de prise et traitement des mesures.</li>
<li>Tests de fonctionnement en laboratoire</li>
<li>Tests de fonctionnement sur site</li>
</ul>
<p>&nbsp;</p>
<p><strong>3/ Etude d&#8217;un système de mesure des déformations d&#8217;un aéroréfrigérant sous l&#8217;action du vent</strong></p>
<p>DYNAOPT a remporté le marché EDF et a été retenu pour le développement de ce système de mesure. Le principe du système était le suivant :<br />
Sur une alerte de vent fort (vitesse supérieure à 50 Km/h), les prestations suivantes devaient se mettre en palce :</p>
<ul>
<li>Lancement à distance de l’acquisition des mesures quelques heures avant l’heure annoncée du début du coup de vent,</li>
<li>Programmation de l’acquisition des mesures de vent et des mesures de déformations et/ou de déplacement avec un pas resserré au cours de l’épisode de vent,</li>
<li>Programmation de l’arrêt de la mesure à la fin annoncée de l’épisode de vent,</li>
<li>Transmission des données relevées,</li>
<li>Paramétrage à distance de l’acquisition (ordre d’acquisition, fréquence des mesures…)</li>
</ul>
<p>Fourniture d&#8217;accessoires topographiques spécifiques<br />
Nous fournissons régulièrement des appareils, accessoires développés pour la mesure de précision topographique :</p>
<ul>
<li>Coffret de transmission de commande pour tachéomètre</li>
<li>Sphères à prismes avec supports magnétiques</li>
<li>Accessoires de mise en place et de protection</li>
</ul>
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		<item>
		<title>Réalisations</title>
		<link>http://www.dynaopt.com/references/realisations/</link>
		<comments>http://www.dynaopt.com/references/realisations/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 16:50:56 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<guid isPermaLink="false">http://dynaopt.com/?page_id=234</guid>
		<description><![CDATA[Pont Rion-Antirion (Grèce) Notre plus belle référence est l&#8217;instrumentation du pont Rio-Antirion ou Harilaos Trikoupis pour le compte de Vinci Grand Projet. Un travail d&#8217;équipe comprenant : Le bureau d&#8217;étude (Vinci) Les équipes “méthode de construction”, &#160;&#187; Survey&#160;&#187; et Construction &#8230; <a href="http://www.dynaopt.com/references/realisations/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Pont Rion-Antirion (Grèce)</strong><br />
Notre plus belle référence est l&#8217;instrumentation du pont Rio-Antirion ou Harilaos Trikoupis pour le compte de Vinci Grand Projet. Un travail d&#8217;équipe comprenant :</p>
<ul>
<li>Le bureau d&#8217;étude (Vinci)</li>
<li>Les équipes “méthode de construction”, &nbsp;&raquo; Survey&nbsp;&raquo; et Construction du groupe Vinci</li>
<li>Les consultants en instrumentation (Dynaopt et ses partenaires JOE, Géodésie Industrielle)</li>
<li>Les experts des développements informatiques (Formule Informatique)</li>
</ul>
<p>a permis de mettre en oeuvre une vision globale du pilotage et du réglage de l’ouvrage au court de sa construction.<br />
Les capacités de développement, d&#8217;écoute et le refus de se cantonner uniquement à la vente de capteurs sur étagères, a permis de développer des capteurs et systèmes de mesure spécifiques associés à des traitements novateurs des données mesurées ont contribués à la réussite de cet ouvrage. Le gain pour l&#8217;entreprise et le maître d&#8217;ouvrage a été principalement des gains de temps sur le contrôle géométrique et ainsi une immobilisation du chantier diminué. Le gain de temps grâce à l&#8217;instrumentation et la méthodologie a été de plusieurs mois.<br />
DYNAOPT a obtenu le Grand prix de l&#8217;innovation du Groupe Vinci Construction en 2005 dans la catégorie « procédés et techniques »</p>
<p>&nbsp;</p>
<p><strong>Ouvrages d&#8217;art</strong><br />
Contrôle lors de la construction ou durant la vie de l&#8217;ouvrage d&#8217;art : mesure de température, de contrainte, d&#8217;inclinaison…<br />
Les systèmes sont soit mesurés manuellement à intervalles réguliers soit raccordés à une centrale d&#8217;acquisition. Les données sont récupérées soit par le maître d&#8217;ouvrage soit par le bureau d&#8217;étude qui à la charge du suivi de l&#8217;ouvrage.<br />
Dernières références:</p>
<ul>
<li>Pont d&#8217;Abra (Corse) : mesure de contraintes et de gradients de température pendant la construction de l&#8217;ouvrage</li>
<li>3 rivières : suivi de fissures et mesure de la charge de micropieux pendant la reprise en sous œuvre d&#8217;un bâtiment d&#8217;habitation</li>
<li>Remblais de la LGV Est Européenne et Rhin Rhône : système de mesure inclinométrique, sondes piezométriques, centrale d&#8217;acquisition, profilomètre</li>
<li>Barrage Dumanoir, Guadeloupe : fourniture de capteurs de pression interstitielle, mesure de niveau d&#8217;eau, profilomètre… Assistance à l&#8217;entreprise pour la conception et la mise en place de l&#8217;instrumentation.</li>
</ul>
<p>&nbsp;</p>
<p><strong>Contrôle des ouvrages RATP</strong><br />
DYNAOPT travaille régulièrement dans  les stations et gares RATP pour le suivi en continu des ouvrages lors des travaux de remise aux normes d&#8217;accès pour personnes à mobilité réduite et aux normes de ventilation. Les systèmes mis en place mesurent à intervalles réguliers différents paramètres. DYNAOPT a développé le système HATHOR qui permet de contrôler plusieurs points et de calculer les déplacements. Si le déplacement observé dépasse le seuil fixé, un message d&#8217;alerte est émis.</p>
<p>&nbsp;</p>
<p><strong>Monuments historiques</strong><br />
Contrôle de fissures et d&#8217;inclinaison de murs, tympans… dans plusieurs églises en France (Saint Aignan, Plougourvest, Cathédrale Saint Jérôme…) et autres monuments tel que le Palais de l’Alma, le Château de Versailles.</p>
<p>&nbsp;</p>
<p><strong>Sites naturels</strong><br />
Suivi d&#8217;éboulement rocheux au dessus du tunnel de l&#8217;épine (73), de l’escalette : Système complet de mesure autonome sur batterie et panneaux solaires avec transmission de données et alerte par GSM.<br />
Suivi de glissement de terrain, Constantine (Algérie) : formation à la pose de tubes inclinométriques, leurs mesures et le traitement des données.</p>
<p>&nbsp;</p>
<p><strong>Autres : industries, centres d&#8217;études et recherches</strong><br />
Nous fournissions des systèmes de mesure personnalisés à différents organismes tels que Universités (contrôle de rendement de panneaux solaires), centre d&#8217;étude SNCF (système de mesure de vitesse de train, station météorologique), Industries (contrôle de température, vitesse vent…)</p>
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		<title>Implantation en Algérie</title>
		<link>http://www.dynaopt.com/references/implantation-en-algerie/</link>
		<comments>http://www.dynaopt.com/references/implantation-en-algerie/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 16:47:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<guid isPermaLink="false">http://dynaopt.com/?page_id=229</guid>
		<description><![CDATA[1/ La situation en Algérie Grâce à la montée des prix du pétrole, l&#8217;Algérie possède a pu redresser sa situation financière et développer des réserves en devises de plusieurs dizaines de milliers de dollars. La dette extérieure est redescendue à &#8230; <a href="http://www.dynaopt.com/references/implantation-en-algerie/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong></strong><br />
<strong>1/ La situation en Algérie</strong><br />
Grâce à la montée des prix du pétrole, l&#8217;Algérie possède a pu redresser sa situation financière et développer des réserves en devises de plusieurs dizaines de milliers de dollars. La dette extérieure est redescendue à un niveau acceptable qui ne pèse plus sur l&#8217;économie. Fort de ces bons résultats, le gouvernement lance la loi des finances de 2006 avec le but de moderniser et développer l&#8217;Algérie. Le programme comprend tout un projet d&#8217;infrastructure et de rénovation de l&#8217;Algérie. Cependant le manque d&#8217;expertise et de moyens limite et ralentit le développement. L&#8217;Algérie doit donc faire appelle à des entreprises et compétences externes.</p>
<p>&nbsp;</p>
<p><strong>2/ Le marché algérien</strong></p>
<p><strong><em>Barrages</em></strong><br />
Plusieurs barrages sont en cours de rénovation. Les travaux portent sur la remise en état des structures et la modernisation de l&#8217;instrumentation.<br />
Dans le but de réduire les pénuries d&#8217;eau, la construction d&#8217;une cinquantaine de barrages est prévue d&#8217;ici à 2020. Suivant la taille des barrages et leur localisation, une instrumentation plus ou moins poussée sera nécessaire.</p>
<p>&nbsp;</p>
<p><strong><em>Les routes</em></strong><br />
En dehors des routes petites et moyennes, le principal chantier est l&#8217;Autoroute transsaharienne qui relie l&#8217;est du Maghreb à l&#8217;ouest et traverse toute l&#8217;Algérie. Cette autoroute est construite essentiellement par des entreprises japonaises et chinoises. Une partie est construite sur des remblais qui doivent être surveillés pendant leur montée et comprend par ailleurs de nombreux ouvrages d&#8217;art (pont et tunnels qui nécessiteront une instrumentation).</p>
<p>&nbsp;</p>
<p><strong><em>Glissement de terrain, inondations</em></strong><br />
Certaines zones sont sensibles à proximité des villes et en particulier de Constantine. L&#8217;exode rurale des années 90 a fortement augmenté la densité et le développement des villes. Souvent, des habitations se sont construites dans des zones à risque. Il devient alors nécessaire de surveiller les glissements de terrain pour assurer la sécurité des populations et limiter les dommages aux infrastructures (effondrement de routes, fissuration de ponts…).</p>
<p>&nbsp;</p>
<p><strong><em>Infrastructures urbaines</em></strong><br />
L&#8217;augmentation de la taille des villes et de la densité de la population amène nombre de ville à développer leurs infrastructures. Le métro se développe à Alger, Constantine installe plusieurs téléphériques et ponts. Ces ouvrages sont construits au milieu d&#8217;habitation et d&#8217;autres ouvrages. Il est donc nécessaire dans plusieurs cas de surveiller qu&#8217;aucun dommage n&#8217;est porté aux ouvrages existants.</p>
<p>&nbsp;</p>
<p><strong>3/ Implantation de Dynaopt</strong><br />
DYNAOPT a choisi de s&#8217;implanter à Constantine plutôt qu&#8217;Alger en raison des contacts noués sur place lors d&#8217;une intervention; Nous avons identifié plusieurs personnes de confiance qui peuvent soutenir le développement d&#8217;une filiale. D&#8217;autre part, Constantine est un marché important avec le développement du tramway, téléphérique et le passage de l&#8217;autoroute.<br />
Le principal acteur sur place est M. Abboud ALLAM géomètre implanté depuis plus de 13 ans. Formé en France à l&#8217; Ecole Nationale Supérieure Des Arts et Industrie Strasbourg (France), il acquis un savoir faire dans  les domaines de la géodésie, la photogrammétrie, la topométrie urbaine ainsi que les grandes enquêtes parcellaires et les évaluations des immobilisations pour les entreprises.<br />
Les statuts de l&#8217;entreprise ont été déposés (gérant : D. DUPUIS) et la filiale ouvrira début Janvier 2008. Le capital de la structure est détenu à 50% par M. Allam et à 50% par DYNAOPT.<br />
DYNAOPT Algérie interviendra comme prestataire de service dans les domaines suivants:<br />
•    Assistance à la définition de l&#8217;instrumentation<br />
•    Mise en place et suivi d&#8217;instrumentation<br />
•    Formation à l&#8217;utilisation de l&#8217;instrumentation<br />
•    Laboratoire de mécanique des roches.<br />
La structure n&#8217;étant pas habilité à importer du matériel pour le revendre, la fourniture de matériel à des clients, en dehors de prestations de services, se fera directement à partir de la France.</p>
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		<item>
		<title>Développement</title>
		<link>http://www.dynaopt.com/profil-de-la-societe/developpement/</link>
		<comments>http://www.dynaopt.com/profil-de-la-societe/developpement/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 16:43:14 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
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		<description><![CDATA[Développement et Intégration DYNAOPT développe et adapte de nouvelles solutions de mesures afin d’améliorer la surveillance en Développant de nouveaux systèmes de mesure grâce aux évolutions technologiques des capteurs de l’industrie et de la recherche Augmentant la précision et la &#8230; <a href="http://www.dynaopt.com/profil-de-la-societe/developpement/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Développement et Intégration</strong><br />
DYNAOPT développe et adapte de nouvelles solutions de mesures afin d’améliorer la surveillance en</p>
<ul>
<li>Développant de nouveaux systèmes de mesure grâce aux évolutions technologiques des capteurs de l’industrie et de la recherche</li>
<li>Augmentant la précision et la fiabilité de la mesure</li>
<li>Facilitant la pose du système de mesure</li>
</ul>
<p>Quelques réalisations :</p>
<ul>
<li>DYNAOPT a développé une sonde de déviation de forage sonde Looky Mouse principalement conçue pour contrôler la déviation les forages de voûtes parapluie ou les forages utilisés en diagraphie.</li>
<li>DYNAOPT a développé un poste de mesure de boule de tassement compact et aisément transportable.</li>
<li>DYNAOPT a développé un système automatisé de nivellement hydraulique MTS compact et aisément installé sur site.</li>
<li>DYNAOPT a intégré un système de surveillance par théodolite automatisé HATHOR fonctionnant avec les théodolites Leica Geosystems et une centrale d’acquisition.</li>
</ul>
<p>&nbsp;</p>
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		<item>
		<title>Matériel et outils</title>
		<link>http://www.dynaopt.com/profil-de-la-societe/materiel-et-outils/</link>
		<comments>http://www.dynaopt.com/profil-de-la-societe/materiel-et-outils/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 16:42:05 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
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		<description><![CDATA[Le parc matériel de location DYNAOPT possède un parc de location qu’il met à la disposition de ses clients qui ont un besoin ponctuel de mesure. Le parc comprend principalement : -    Divers Postes de lectures pour capteurs à corde &#8230; <a href="http://www.dynaopt.com/profil-de-la-societe/materiel-et-outils/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Le parc matériel de location</strong><br />
DYNAOPT possède un parc de location qu’il met à la disposition de ses clients qui ont un besoin ponctuel de mesure. Le parc comprend principalement :<br />
-    Divers Postes de lectures pour capteurs à corde vibrante, boule de tassement, conditions météorologiques<br />
-    3 Sondes de niveau d&#8217;eau<br />
-    1 Tassomètre magnétique<br />
-    1 Sonde profilométrique<br />
-    1 Sonde inclinométrique complète avec fausse sonde<br />
-    9 Centrales d&#8217;acquisition de diverses capacités<br />
-    6 Systèmes de surveillance automatisée par théodolite asservi, Hathor<br />
-    Station météorologique<br />
Les fiches techniques de chacun des systèmes sont disponibles en ligne ou sur simple demande. Si le produit qui vous intéresse ne fait pas partie de cette liste, <a title="N'hésitez pas à nous contacter" href="http://dynaopt.com/contact/">n’hésitez pas à nous contacter</a>.</p>
<p>&nbsp;</p>
<p><strong>Outils de production et de contrôle</strong><br />
DYNAOPT fabrique, intègre et distribue différents appareils de mesure. Une partie de la production est sous-traitée auprès de ses partenaires ou d&#8217;entreprises externes. DYNAOPT procède à l’intégration puis à la vérification du système complet. Pour cela DYNAOPT a mis en place un laboratoire de contrôle équipé de divers étalons (pression, déplacement, inclinaison) et d’une enceinte climatique.Pour les retouches mécaniques et le développement de nouveau produits, DYNAOPT possède un tour mécanique.<br />
L&#8217;atelier électronique est équipé de tous les appareils nécessaires aux développements, tests et réparation.</p>
<p>&nbsp;</p>
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		<item>
		<title>Cocardes en Lave Emaillée</title>
		<link>http://www.dynaopt.com/fiches-techniques/cocardes-en-lave-emaillee/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/cocardes-en-lave-emaillee/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:48:34 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=207</guid>
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		<title>CENTRALES D&#8217;ACQUISITION SUR MESURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure-2/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:45:58 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=202</guid>
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		<title>Les partenaires</title>
		<link>http://www.dynaopt.com/profil-de-la-societe/les-partenaires/</link>
		<comments>http://www.dynaopt.com/profil-de-la-societe/les-partenaires/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:45:19 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<guid isPermaLink="false">http://dynaopt.com/?page_id=203</guid>
		<description><![CDATA[Pour augmenter son potentiel technique, sa flexibilité et sa vitesse de réaction, DYNAOPT a tissé un réseau de compétences et est devenu le partenaire français des sociétés : &#160; Noptel (Finlande). Les produits et le savoir-faire technique de Noptel sont &#8230; <a href="http://www.dynaopt.com/profil-de-la-societe/les-partenaires/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong></strong>Pour augmenter son potentiel technique, sa flexibilité et sa vitesse de réaction, DYNAOPT a tissé un réseau de compétences et est devenu le partenaire français des sociétés :</p>
<p>&nbsp;</p>
<p><img class="alignleft" 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" alt="" width="275" height="185" /><strong>Noptel (Finlande)</strong>. Les produits et le savoir-faire technique de Noptel sont le résultat d’un programme de recherches et de développements techniques de produits pour la mesure sans contact de la distance et de la position. Cette recherche a abouti à la conception de dispositifs de mesure utilisant des lasers et des capteurs optoélectroniques. Les domaines d’application sont multiples : mesure de profil, scanneurs industriels, contrôle de trafic, alignement de machine…  Des systèmes de mesure de positionnement laser sont utilisés pour la mesure des flèches et de la vibration des poutres, ponts, tours et autres constructions et également pour la mesure d’alignement des rails et machines ferroviaires.</p>
<p>&nbsp;</p>
<p><img class="alignleft" 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" alt="" width="298" height="118" /><strong>GEOSENSE (Angleterre)</strong>. Cette société membre du groupe MGS, créée en 1988, développe, conçoit et fabrique des instruments de mesure pour le génie civil et la géotechnique en suivant un système qualité accrédité ISO 9001. La gamme de produits couvre les capteurs à corde vibrante (cellule de pression interstitielle, cellule de pression totale…), inclinomètre de forage, clinomètre avec système d’acquisition (ou poste de lecture manuelle) et logiciel de visualisation. MGS a également une activité en géothermie et système de forage et pompage de lixiviats .</p>
<p>&nbsp;</p>
<p><img class="alignleft" 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" alt="" width="146" height="199" /><strong></strong></p>
<p>&nbsp;</p>
<p><strong>Géodésia (France)</strong>. Cette société a repris les produits phare de Géodésie Industrielle après sa fermeture. Ces accessoires topographiques sont conçus pour un montage et démontage aisé avec un repositionnement précis permettent un contrôle géométrique des ouvrages d’art et grandes structures.</p>
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<p>&nbsp;</p>
<p><img class="alignleft" 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" alt="" width="81" height="136" /><strong></strong></p>
<p>&nbsp;</p>
<p><strong>Hanna Instruments</strong>. Conçoit et produit des équipements de mesure des qualités physico-chimiques de l’eau in situ ou en laboratoire. Hanna Instruments a le souci permanent d’offrir à l’utilisateur des outils de qualité, fiables, économiques et simples d’utilisation.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><img class="alignleft" 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" alt="" width="117" height="156" /><strong></strong></p>
<p>&nbsp;</p>
<p><strong>Lufft</strong>. Depuis 1881, Lufft a développé et fabriqué des produits et systèmes de mesures climatiques. Ces produits sont aussi conçus pour les applications industrielles, environnementales et routières. Ils s’intègrent aisément dans un processus de contrôle grâce à leurs multiples sorties.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>DYNAOPT s’appuie également sur plusieurs sous-traitants avec lesquels une relation de confiance s’est mise en place.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>CENTRALES D&#8217;ACQUISITION SUR MESURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/centrales-dacquisition-sur-mesure/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:37:44 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>PANNEAUX SOLAIRES</title>
		<link>http://www.dynaopt.com/fiches-techniques/panneaux-solaires-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/panneaux-solaires-2/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:31:55 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=200</guid>
		<description><![CDATA[]]></description>
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		</item>
		<item>
		<title>Accueil</title>
		<link>http://www.dynaopt.com/</link>
		<comments>http://www.dynaopt.com/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:28:17 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<guid isPermaLink="false">http://dynaopt.com/?page_id=195</guid>
		<description><![CDATA[Fondée, en 1999, pour développer une synergie entre le monde des capteurs et le monde de la mesure sans contact (comme la topométrie), DYNAOPT conçoit, fabrique et commercialise des instruments de mesure, des systèmes d&#8217;enregistrement et des logiciels spécifiques de &#8230; <a href="http://www.dynaopt.com/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
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" alt="" width="220" height="63" /><strong></strong>Fondée, en 1999, pour développer une synergie entre le monde des capteurs et le monde de la mesure sans contact (comme la topométrie), DYNAOPT conçoit, fabrique et commercialise des instruments de mesure, des systèmes d&#8217;enregistrement et des logiciels spécifiques de traitement de l&#8217;information.<br />
Spécialiste de l&#8217;instrumentation dans le domaine du Génie civil (suivi de ponts, tunnels, barrages, monuments historiques…) et la surveillance des sites naturels (chutes de rochers, glissements de terrain, inondation…), DYNAOPT propose la collaboration d&#8217;ingénieurs expérimentés en métrologie et applique son savoir-faire aux domaines de l&#8217;industrie et des grands laboratoires.</p>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>PANNEAUX SOLAIRES</title>
		<link>http://www.dynaopt.com/fiches-techniques/panneaux-solaires/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/panneaux-solaires/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:27:36 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Logigiels et centrales d'acquisition]]></category>

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			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CANNE DE TEMPERATURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/canne-de-temperature/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/canne-de-temperature/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:22:29 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de température]]></category>

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		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>SONDE DE TEMPERATURE</title>
		<link>http://www.dynaopt.com/fiches-techniques/sonde-de-temperature/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/sonde-de-temperature/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:18:19 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de température]]></category>

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		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>PENDULE GRANDE COURSE à FIL TENDU</title>
		<link>http://www.dynaopt.com/fiches-techniques/pendule-grande-course-a-fil-tendu/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/pendule-grande-course-a-fil-tendu/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:10:21 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

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		<description><![CDATA[]]></description>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>PENDULE DIRECT &amp; INVERSE AUTOMATIQUE</title>
		<link>http://www.dynaopt.com/fiches-techniques/pendule-direct-inverse-automatique/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/pendule-direct-inverse-automatique/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 15:05:00 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

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		<title>PENDULE OPTIQUE AUTOMATISEmd</title>
		<link>http://www.dynaopt.com/fiches-techniques/pendule-optique-automatisemd/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/pendule-optique-automatisemd/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:58:15 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Fissuromètre petite course</title>
		<link>http://www.dynaopt.com/fiches-techniques/fissurometre-petite-course-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/fissurometre-petite-course-2/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:50:50 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

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		<title>Fissuromètre petite course</title>
		<link>http://www.dynaopt.com/fiches-techniques/fissurometre-petite-course/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/fissurometre-petite-course/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:41:57 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

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		<title>FISSUROMETRE ROBUSTE</title>
		<link>http://www.dynaopt.com/fiches-techniques/fissurometre-robuste/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/fissurometre-robuste/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:36:40 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

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		<slash:comments>0</slash:comments>
		</item>
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		<title>FISSUROMETRE INDUCTIF</title>
		<link>http://www.dynaopt.com/fiches-techniques/fissurometre-inductif/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/fissurometre-inductif/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:33:16 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=184</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>FISSUROMETRE POTENTIOMETRIQUE</title>
		<link>http://www.dynaopt.com/fiches-techniques/fissurometre-potentiometrique/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/fissurometre-potentiometrique/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:28:26 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=183</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>FISSUROMETRE ENREGISTREUR</title>
		<link>http://www.dynaopt.com/fiches-techniques/fissurometre-enregistreur/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/fissurometre-enregistreur/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:24:01 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de déplacement]]></category>

		<guid isPermaLink="false">http://dynaopt.com/?post_type=fiches-techniques&#038;p=182</guid>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CAPTEUR DE DEPLACEMENT</title>
		<link>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement-2/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement-2/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 14:10:31 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de distance et d'alignement]]></category>

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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CAPTEUR DE DEPLACEMENT</title>
		<link>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement/</link>
		<comments>http://www.dynaopt.com/fiches-techniques/capteur-de-deplacement/#comments</comments>
		<pubDate>Mon, 16 Jan 2012 13:52:26 +0000</pubDate>
		<dc:creator>Frederic</dc:creator>
				<category><![CDATA[Mesure de distance et d'alignement]]></category>

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