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<title><![CDATA[Uutiset]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset</link>
<atom:link href="http://www.metric.fi/uutiset-fi/uutiset.rss" rel="self" type="application/rss+xml" />
<description><![CDATA[]]></description>
<pubDate>Wed, 08 Feb 2012 05:15:36 +0200</pubDate><lastBuildDate>Wed, 08 Feb 2012 05:15:36 +0200</lastBuildDate>
<item>
<title><![CDATA[EXFO:lta uusi FTB-880 NetBlazer  Multiservice testeri Transport- ja Ethernet-testauksiin]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset/exfo-lta-uusi-ftb-880-netblazer-multiservice-testeri-transport-ja-ethernet-testauksiin</link>
<guid>http://www.metric.fi/uutiset-fi/uutiset/exfo-lta-uusi-ftb-880-netblazer-multiservice-testeri-transport-ja-ethernet-testauksiin</guid>
<description><![CDATA[<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/FTB-880-4HR.jpg" style="width: 300px; height: 233px;" /></p>
<p>
	Testialustana k&auml;ytet&auml;&auml;n FTB-1 runkoa, johon FTB-880 testimoduuli voidaan asentaa. FTB-1 tukee my&ouml;s OTDR sovelluksia. FTB-1 testialustassa on my&ouml;s 10/100/1000Mbps Ethernet portti, jonka kautta voidaan suorittaa my&ouml;s VoIP testausta ja IPTV analysointia.</p>
<p>
	<br />
	FTB-1/FTB-880:n helppok&auml;ytt&ouml;isyys on ennenn&auml;kem&auml;t&ouml;nt&auml;. Ylim&auml;&auml;r&auml;inen valikkojen selailu on minimoitu, tarjoamalla yhdistettyj&auml; testitoimintoja yhdess&auml; n&auml;yt&ouml;ss&auml;.&nbsp; Autodiscover- toiminon avulla yksi k&auml;ytt&auml;j&auml; voi helposti suorittaa p&auml;&auml;st&auml;-p&auml;&auml;h&auml;n testauksen.</p>
<p>
	<br />
	<strong>Pikan&auml;pp&auml;imet</strong><br />
	-&nbsp;&nbsp; &nbsp;Remote Discovery &ndash; l&ouml;yt&auml;&auml; muut EXFO:n testerit verkosta<br />
	-&nbsp;&nbsp; &nbsp;Laser pois / p&auml;&auml;lle<br />
	-&nbsp;&nbsp; &nbsp;Testitulosten nollaus testin aikana<br />
	-&nbsp;&nbsp; &nbsp;Virheen aiheutus testipatteriin<br />
	-&nbsp;&nbsp; &nbsp;Testiasetusten tallennus ja haku<br />
	-&nbsp;&nbsp; &nbsp;Testiraportin muodostus</p>
<p>
	<br />
	<strong>Ilmoitukset n&auml;yt&ouml;ss&auml;</strong><br />
	-&nbsp;&nbsp; &nbsp;Selke&auml; ilmoitus linkin tilasta<br />
	-&nbsp;&nbsp; &nbsp;Neuvoteltujen linkkiparametrien n&auml;ytt&ouml;<br />
	-&nbsp;&nbsp; &nbsp;Optisen signaalin taso n&auml;kyvill&auml; koko testin ajan<br />
	-&nbsp;&nbsp; &nbsp;Pass/Fail statuksen n&auml;ytt&ouml; koko testin ajan</p>
<p>
	<br />
	<strong>Testiliit&auml;nn&auml;t</strong><br />
	-&nbsp;&nbsp; &nbsp;Ethernet 10Mbps &ndash; 10Gbps<br />
	-&nbsp;&nbsp; &nbsp;PDH 2Mbps &ndash; 140Mbps<br />
	-&nbsp;&nbsp; &nbsp;SDH STM-1 &ndash; STM-64</p>
<p>
	Joustava hinnoittelu antaa mahdollisuuden hankkia vain ne liit&auml;nn&auml;t ja ominaisuudet joita hankintahetkell&auml; v&auml;ltt&auml;m&auml;tt&auml; tarvitsee ja t&auml;ydent&auml;&auml; laitteen ominaisuuksia my&ouml;hemmin.</p>
<p>
	<strong>Ethernet ominaisuudet</strong><br />
	- kaksi 100/1000 optista porttia<br />
	- kaksi 10/100/1000 s&auml;hk&ouml;ist&auml; porttia<br />
	- yksi 10 GigE portti (LAN/WAN)<br />
	- 10 Base-T - 10 gigabit testaus<br />
	- EtherSAM (bidirectional)<br />
	- RFC 2544 (bidirectional)<br />
	- BERT bittivirhesuhteen mittaus<br />
	- Traffic generation and monitoring<br />
	- Through mode<br />
	- Intelligent autodiscovery<br />
	- IPv6 testing<br />
	- Ping/Traceroute<br />
	- Cable testing<br />
	- Dual Test Set mode<br />
	- Smart loopback<br />
	<br />
	<strong>SDH ominaisuudet</strong><br />
	-&nbsp;&nbsp; &nbsp;STM-1 &ndash; STM-64<br />
	-&nbsp;&nbsp; &nbsp;Bittivirhesuhteen mittaus<br />
	-&nbsp;&nbsp; &nbsp;Roun Trip delay<br />
	-&nbsp;&nbsp; &nbsp;Katkosaikalaskuri (SDT)<br />
	-&nbsp;&nbsp; &nbsp;H&auml;lytysten simulointi/analysointi<br />
	-&nbsp;&nbsp; &nbsp;Virheiden simulointi/analysointi<br />
	-&nbsp;&nbsp; &nbsp;Overhead tavujen simulointi/analysointi</p>
<p>
	Lue list&auml;&auml; <a href="http://www.exfo.com/en/Products/Field-Network-Testing/Transport-and-Datacom/DSn-PDH-and-Legacy-SONET-SDH-Testing/FTB-880-NetBlazer/" target="_blank">t&auml;st&auml; linkist&auml;</a></p>
<p>
	&nbsp;</p>
<table border="0" cellpadding="1" cellspacing="1" style="width: 406px; height: 115px">
	<tbody>
		<tr>
			<td>
				<p>
					<strong>Kerromme mielell&auml;mme lis&auml;&auml;!<br />
					Ota yhteytt&auml;!</strong></p>
				<p>
					<strong>Mika Joutsila&nbsp; </strong><br />
					gsm&nbsp;0400 712 752<br />
					e-mail: mika.joutsila(a)metric.fi</p>
			</td>
			<td>
				<img alt="" border="0" src="/userData/metric/pix/extra/mika_joutsila1.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
		<tr>
			<td>
				<strong>Seppo Luotola&nbsp; </strong><br />
				gsm&nbsp;0450 589 9038<br />
				e-mail: seppo.luotola(a)metric.fi</td>
			<td>
				<img alt="" border="0" src="/userData/metric/pix/extra/Seppo_Luotola.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
	</tbody>
</table>
<p>
	<br />
	&nbsp;</p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Wed, 25 Jan 2012 13:47:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[iOLM, PON - verkon pika-analyysi kuitututkalla]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset/iolm-pon-verkon-pika-analyysi-kuitututkalla</link>
<guid>http://www.metric.fi/uutiset-fi/uutiset/iolm-pon-verkon-pika-analyysi-kuitututkalla</guid>
<description><![CDATA[<p>
	EXFOn iOLM-sovellus kuitututkaan tuo yhdell&auml; napin painalluksella k&auml;ytt&ouml;&ouml;si PON-verkkojen analysoinnin. iOLM k&auml;ytt&auml;&auml; useita eri levyisi&auml; tutkapulsseja ja monipuolisia algoritmeja, joilla se m&auml;&auml;ritt&auml;&auml; yhteyden koostumuksen helposti ja nopeasti.</p>
<p>
	<strong>Sovellukset</strong><br />
	&bull;&nbsp;&nbsp; &nbsp;Liitynt&auml;verkon testaus (point-to-point)<br />
	&bull;&nbsp;&nbsp; &nbsp;LAN/WAN-verkon mittaaminen<br />
	&bull;&nbsp;&nbsp; &nbsp;Sis&auml;verkot<br />
	&bull;&nbsp;&nbsp; &nbsp;Datakeskukset<br />
	&bull;&nbsp;&nbsp; &nbsp;Tukiasemamittaukset</p>
<p>
	<strong>Ominaisuudet</strong><br />
	&bull;&nbsp;&nbsp; &nbsp;Helppo k&auml;ytt&ouml;<br />
	&bull;&nbsp;&nbsp; &nbsp;Minimoi v&auml;&auml;r&auml;t asetukset automatiikalla<br />
	&bull;&nbsp;&nbsp; &nbsp;Muuttaa monimutkaiset tutkamittaukset yksinkertaisiksi tuloksiksi Link-Aware tekniikalla<br />
	&bull;&nbsp;&nbsp; &nbsp;Tunnistaa verkon kaikki tapahtumat ja tekee monipuolisen analyysin<br />
	&bull;&nbsp;&nbsp; &nbsp;Auttaa korjaamaan verkon ongelmat nopeasti ja tehokkaasti</p>
<p>
	<img alt="" src="data:image/png;base64,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" style="height: 234px; width: 300px;" /></p>
<p>
	<strong>Mullistava yhteyden k&auml;ytt&ouml;&ouml;notto automaattisesti yksisuuntaisella</strong><br />
	Link-Aware tekniikalla varustettu iOLM-sovellus valitsee itse kaikki parametrit ja on n&auml;in heti k&auml;ytt&ouml;valmis ilman pitk&auml;&auml; opiskelua. Saat mittaukset kerralla oikein ja ilman virheit&auml;.</p>
<p>
	<strong>Link-Aware&trade; tekniikalla optimoit mittaukset</strong><br />
	Yhden napin painalluksella kuitututka mittaa automaattisesti koko linkin k&auml;ytt&auml;en optimaalisia asetusarvoja. Kuitututka l&auml;hett&auml;&auml; useita pulsseja ja suorittaa analyysej&auml; useammalla aallonpituudella muodostaen tarkan kuvan kuitulinkin jokaisesta mitattavasta elementist&auml;. Saat tarkat tulokset kerralla ja voit helposti generoida testiraportin.</p>
<p>
	<strong>Optical Link View ja saat helposti testiraportin</strong><br />
	Voit unohtaa monimutkaiset tutkakuvat. iOLM-sovellus n&auml;ytt&auml;&auml; kerralla koko testattavan kuidun ja siin&auml; olevat tapahtumat omina ikoneina ja antaa lopuksi pass/fail tuloksen. N&auml;et kerralla koko kuituyhteyden, yksitt&auml;iset tapahtumat ja kokonaisvaimennuksen.</p>
<p>
	<a href="/userData/metric/documents/ConnectorMax-Software-angHR.pdf" target="_blank">Datalehti (pdf-tiedosto)</a></p>
<p>
	<br />
	&nbsp;</p>
<table border="0" cellpadding="1" cellspacing="1" style="width: 409px; height: 115px">
	<tbody>
		<tr>
			<td>
				<p>
					<strong>Kerron mielell&auml;ni lis&auml;&auml;! Ota yhteytt&auml;!</strong></p>
				<p>
					<strong>Mika Joutsila&nbsp; </strong><br />
					gsm&nbsp;0400 712 752<br />
					e-mail: mika.joutsila(a)metric.fi</p>
			</td>
			<td>
				<img alt="" border="0" src="/userData/metric/pix/extra/mika_joutsila1.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Wed, 25 Jan 2012 10:36:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[Kuituliittimien analysointiohjelma helpottaa liittimien puhtauden tarkastusta]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset/kuituliittimien-analysointiohjelma-helpottaa-liittimien-puhtauden-tarkastusta</link>
<guid>http://www.metric.fi/uutiset-fi/uutiset/kuituliittimien-analysointiohjelma-helpottaa-liittimien-puhtauden-tarkastusta</guid>
<description><![CDATA[<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/ConnectorMax_6HR.jpg" style="width: 300px; height: 233px;" /></p>
<p>
	Exfon ConnectorMax ohjelmisto analysoi kuituliittimen puhtauden kansainv&auml;listen IEC ja IPC standardien mukaisesti antaen Pass/Fail lopputuloksen. K&auml;ytt&auml;j&auml; voi my&ouml;s m&auml;&auml;ritell&auml; omat kriteerit liittimen puhtauden analysointiin. Liittimien analysointiin k&auml;ytet&auml;&auml;n EXFO:n FIP-400 mikroskooppi &rdquo;probea&rdquo;, joka voidaan kytke&auml; FTB1, FTB-200 ja FTB-500 testialustoihin. ConnectorMax ohjelmisto n&auml;ytt&auml;&auml; liittimen kuvan 400 kertaisena suurennoksena testerin n&auml;yt&ouml;ll&auml; ja napin painalluksella suorittaa analysoinnin. Pass/Fail n&auml;yt&ouml;n lis&auml;ksi ConnectorMax muodostaa taulukon, johon on merkitty Pass/Fail raja-arvot sek&auml; havaitut liat liittimen kussakin sektorissa. Analysoinnin j&auml;lkeen voidaan muodostaa PDF raportti, joka sis&auml;lt&auml;&auml; liittimen kuvan sek&auml; taulukon havaituista tahroista liittimess&auml;. FIP-400 &rdquo;probeen&rdquo; on saatavilla USB adapteri, jonka avulla se voidaan liitt&auml;&auml; my&ouml;s PC:lle. ConnectorMax ohjelmistosta on my&ouml;s PC versio.<br />
	<br />
	FIP-400 &rdquo;probe&rdquo; voidaan varustaa eri adaptereilla kattaen kaikki kuituliit&auml;nt&auml; tyypit kuten SC, FC, LC, MU jne. Kaikista adaptereista on sek&auml; UPC ett&auml; APC mallit liit&auml;nt&auml;kuiduille ja paneeleille.</p>
<p>
	<br />
	Lue lis&auml;&auml; <a href="http://www.exfo.com/en/Products/Field-Network-Testing/Optical/Fiber-Inspection/ConnectorMax/" target="_blank">t&auml;st&auml; linkist&auml;</a></p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Wed, 25 Jan 2012 10:03:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[Uusi Sumitomo T-71C kuitujatkoskone]]></title>
<link>http://www.metric.fi/uutiset-fi/testausuutiset/uusi-sumitomo-t-71c-kuitujatkoskone</link>
<guid>http://www.metric.fi/uutiset-fi/testausuutiset/uusi-sumitomo-t-71c-kuitujatkoskone</guid>
<description><![CDATA[<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/T-71C.jpg" style="width: 300px; height: 225px;" /></p>
<p>
	T-71C on Sumitomon uusin ytimen mukaan keskitt&auml;v&auml; kuitujatkoskone. T-71C on eritt&auml;in pieni, kevyt ja kest&auml;v&auml;. IP52-luokiteltu kuitujatkoskone on suunniteltu p&auml;ivitett&auml;v&auml;ksi Internetin kautta ja siin&auml; on intuitiivinen suomenkielinen kosketusn&auml;ytt&ouml;.<br />
	<br />
	T-71C sis&auml;lt&auml;&auml; useita innovaatioita, jotka parantavat tuottavuutta ja nopeuttavat kuitujen jatkamista.<br />
	<br />
	- 2 erillist&auml; kutistusuunia valmiina<br />
	- Kiinte&auml;t tai vaihdettavat kuidun pitimet<br />
	- Automaattinen k&auml;ynnistys sek&auml; jatkokselle ett&auml; uunille<br />
	<br />
	Uudistettu v&auml;h&auml;n virtaa kuluttava elektroniikka pident&auml;&auml; ty&ouml;skentelyajan akulla yli kahteensataan jatkokseen.<br />
	<br />
	&bull;&nbsp;&nbsp; &nbsp;Kuitutyypit: SMF, MMF, Bendbright G657 ja paljon muita<br />
	&bull;&nbsp;&nbsp; &nbsp;Keskim&auml;&auml;r&auml;inen h&auml;vi&ouml;: SMF 0.02dB, MMF 0.01dB, DSF &amp; NZ-DSF 0.04dB<br />
	&bull;&nbsp;&nbsp; &nbsp;Vetotesti: 1,96 N<br />
	&bull;&nbsp;&nbsp; &nbsp;Tyypilliset ajat: jatkos 7s, uuni: 40mm 26 s, 60mm 28 s<br />
	&bull;&nbsp;&nbsp; &nbsp;SD-kortti kuvien ja videoiden tallentamiseen<br />
	&bull;&nbsp;&nbsp; &nbsp;K&auml;ytt&ouml;l&auml;mp&ouml;tila: -10 ... 50 C<br />
	&bull;&nbsp;&nbsp; &nbsp;Liit&auml;nn&auml;t: videoulostulo, USB2.0 ja 12 VDC sy&ouml;tt&ouml;<br />
	&bull;&nbsp;&nbsp; &nbsp;Mitat: 120 x 154 x 130 mm, 4.1 &rdquo; LCD kosketusn&auml;ytt&ouml;<br />
	&bull;&nbsp;&nbsp; &nbsp;Paino 2.1 kg akulla</p>
<p>
	Katso video <a href="http://www.exfo.dk/sumitomo%20_t71.wmv" target="_blank">t&auml;st&auml;</a></p>
<p>
	&nbsp;</p>
<table border="0" cellpadding="1" cellspacing="1" style="width: 409px; height: 115px">
	<tbody>
		<tr>
			<td>
				<p>
					<strong>Kerron mielell&auml;ni lis&auml;&auml;! Ota yhteytt&auml;!</strong></p>
				<p>
					<strong>Mika Joutsila&nbsp; </strong><br />
					gsm&nbsp;0400 712 752<br />
					e-mail: mika.joutsila(a)metric.fi</p>
			</td>
			<td>
				<img alt="" border="0" src="/userData/metric/pix/extra/mika_joutsila1.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
	</tbody>
</table>
<p>
	<br />
	&nbsp;</p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Tue, 24 Jan 2012 12:53:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[Confocal teollisuuden käyttöön]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset/confocal-teollisuuden-kayttoon</link>
<guid>http://www.metric.fi/uutiset-fi/uutiset/confocal-teollisuuden-kayttoon</guid>
<description><![CDATA[<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/NLDE1109-confocalDT-high.jpg" style="width: 300px; height: 168px;" /></p>
<p>
	Confocal-anturit uusiutuvat ja olemassa olevat mallit p&auml;ivitet&auml;&auml;n uusilla confocalDT2451 ja confocalDT2471-malleilla. N&auml;iss&auml; Micro-Epsilonin omakehitt&auml;miss&auml; malleissa on eritt&auml;in hyv&auml; signaali-kohina-suhde ja ne saavuttavat mittausnopeudet 10 kHz LED- ja 70 kHz Xenon valol&auml;hteill&auml;. Ensimm&auml;ist&auml; kertaa ohjain on muotoiltu kovaan teollisuusk&auml;ytt&ouml;&ouml;n ja se k&auml;ytt&auml;&auml; korkean suorituskyvyn CCD-kennoa anturielementtin&auml;. Kennon uusi &rsquo;active exposure regulation&rsquo;-toiminto mahdollistaa nopean, automaattisen pinnankompensoinnin erilaisilla pinnoilla, suurnopeuksisissa, dynaamisissa mittauksissa. N&auml;m&auml; ensimm&auml;iset uudet Confocal-anturit on saatavilla Ethernet, EtherCat, RS422 ja analogiaulostuloilla. T&auml;m&auml; tarjoaa erinomaista joustavuutta, sallien ohjaimien liitt&auml;misen olemassa oleviin j&auml;rjestelmiin.<br />
	<br />
	Mittaus luodaan ja konfiguroidaan helppok&auml;ytt&ouml;isen Web-ty&ouml;kalun avulla. T&auml;m&auml; tarkoittaa, ettei erillisen ohjelmiston asentaminen ole v&auml;ltt&auml;m&auml;t&ouml;nt&auml;. Ensimm&auml;ist&auml; kertaa ohjain tarjoaa k&auml;ytt&auml;j&auml;lle mahdollisuuden kalibroida paksuuden mittaukset mahdollistaen paljon tarkempia mittauksia. Uudessa confocalDT:ss&auml; toimii passiivinen j&auml;&auml;hdytysj&auml;rjestelm&auml;, jolla on eliminoitu tuulettimen tuoma melu.<br />
	&nbsp;</p>
<p>
	Lue lis&auml;&auml; <a href="http://www.micro-epsilon.com/displacement-position-sensors/confocal-sensor/index.html" target="_blank">t&auml;st&auml; linkist&auml;</a></p>
<p>
	&nbsp;</p>
<table border="0" cellpadding="1" cellspacing="1" style="width: 409px; height: 115px">
	<tbody>
		<tr>
			<td>
				<p>
					<strong>Kerromme mielell&auml;mme lis&auml;&auml;!<br />
					Ota yhteytt&auml;!</strong></p>
				<p>
					<strong>Juri Varis</strong><br />
					gsm 0400 396 759<br />
					juri.varis(a)metric.fi</p>
			</td>
			<td>
				<img alt="" border="0" src="/userData/metric/pix/extra/juriv1.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
		<tr>
			<td>
				&nbsp;</td>
			<td>
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong>Heidi Raivio</strong><br />
				gsm 050 356 6033<br />
				heidi.raivio(a)metric.fi</td>
			<td>
				<img alt="" border="0" src="/userData/metric/pix/extra/Heidi_Raivio1.jpg" style="width: 101px; height: 150px;" /></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Tue, 17 Jan 2012 10:08:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[thermoIMAGER TIM 200 - kaksi kameraa yhdessä]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset/thermoimager-tim-200-kaksi-kameraa-yhdessa</link>
<guid>http://www.metric.fi/uutiset-fi/uutiset/thermoimager-tim-200-kaksi-kameraa-yhdessa</guid>
<description><![CDATA[<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/tim200.jpg" style="width: 250px; height: 250px;" /></p>
<p>
	Micro Epsilonin uusin l&auml;mp&ouml;kameramalli thermoIMAGER TIM 200 yhdist&auml;&auml; videokameran ja infrapunal&auml;mp&ouml;kameran. TIM 200 voi tallentaa yht&auml; aikaa sek&auml; video- ett&auml; infrapunakuvan. IR -kameran l&auml;mp&ouml;tila-alue on hyvin laaja, kamera kykenee mittaamaan l&auml;mp&ouml;tiloja -20&deg;C &hellip; +1500&deg;C saakka. TIM l&auml;mp&ouml;kameroiden kaikilta pikseleilt&auml; saadaan kalibroitu l&auml;mp&ouml;tila-arvo, toisin kuin tavallisissa video ja l&auml;mp&ouml;kameroissa jotka vertaavat pikseleiden l&auml;mp&ouml;tiloja toisiinsa.</p>
<p>
	TIM 200 mukana toimitettavan ohjelmiston avulla k&auml;ytt&auml;j&auml;t voivat kytke&auml; halutun kameraulostulon n&auml;yt&ouml;lle, tai yhdist&auml;&auml; video- ja l&auml;mp&ouml;kameran kuvat. T&auml;m&auml; ominaisuus helpottaa kameran suuntaamista kohteeseen. thermoIMAGER TIM 200 sopii erinomaisesti teht&auml;viin, joissa on aikaisemmin k&auml;ytetty kahta erillist&auml; kameraa. Mahdollisina sovelluskohteina voidaan mainita palovaroitinj&auml;rjestelm&auml;t avoimilla paikoilla ja j&auml;tteiden sis&auml;varastointialueilla, tai suurehkojen kohteiden l&auml;mp&ouml;tilavalvonta. Laite soveltuu hyvin my&ouml;s sovelluksiin, joissa kohdistaminen ilman videokuvaa on ollut hankalaa. TIM 200 on markkinoiden pienimpi&auml; yhdistettyj&auml; video- ja l&auml;mp&ouml;kameroita, laitteen mitat ovat 45 x 45 x 62 mm.</p>
<p>
	Lue lis&auml;&auml; <a href="http://www.micro-epsilon.com/temperature-sensors/thermoIMAGER/thermoIMAGER_200/index.html" target="_blank">t&auml;st&auml; linkist&auml;</a></p>
<p>
	&nbsp;</p>
<table border="0" cellpadding="1" cellspacing="1" style="width: 409px; height: 115px">
	<tbody>
		<tr>
			<td>
				<p>
					<strong>Kerron mielell&auml;ni lis&auml;&auml;! Ota yhteytt&auml;!</strong></p>
				<p>
					<strong>Juri Varis</strong><br />
					gsm 0400 396 759<br />
					juri.varis(a)metric.fi</p>
			</td>
			<td>
				<img alt="" border="0" src="/userData/metric/pix/extra/Juri_Varis1.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Tue, 17 Jan 2012 09:53:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[Cognex Dataman 8000-sarjan käsilukijat nyt myös langattomana]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset/cognex-dataman-8000-sarjan-kasilukijat-nyt-myos-langattomana</link>
<guid>http://www.metric.fi/uutiset-fi/uutiset/cognex-dataman-8000-sarjan-kasilukijat-nyt-myos-langattomana</guid>
<description><![CDATA[<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/DataMan_8000-wireless-right.jpg" style="width: 300px; height: 266px;" /></p>
<p>
	Cognex Dataman 8000-sarjan k&auml;silukija saa uuden liitynt&auml;rajapinnan. Modulaarinen Dataman 8000 tunnetaan vaihdettavista kommunikointimoduleistaan. Aikaisempien Ethernet (langallinen) ja RS232/USB-liitynt&ouml;jen lis&auml;ksi saatavilla nyt my&ouml;s langaton vaihtoehto. Kyseess&auml; suoraan Dataman 8000-lukijaan asennettava akkumoduli, joka kommunikoi langattomasti mukana tulevan telakointiasemaan kanssa jopa 100 metrin s&auml;teell&auml;. Telakointiasema kytkeytyy ulkoiseen j&auml;rjestelm&auml;&auml;n joko Ethernetin, rs-232 tai USB-portin kautta. Telakka toimii samalla my&ouml;s laturina lukijalle ja siin&auml; on oma latauspisteens&auml; my&ouml;s vara-akulle.</p>
<p>
	<a href="http://www.cognex.com/ProductsServices/IDProducts/Video.aspx?id=9405" target="_blank">Esittelyvideo</a></p>
<p>
	<a href="/userData/metric/documents/DataMan-8000-Datasheet.pdf" target="_blank">Datalehti</a></p>
<p>
	&nbsp;</p>
<table border="0" cellpadding="1" cellspacing="1" style="width: 409px; height: 115px">
	<tbody>
		<tr>
			<td>
				<strong>Kerron mielell&auml;ni lis&auml;&auml;! Ota yhteytt&auml;!</strong><br />
				<br />
				Rainer Huttunen<br />
				gsm 045 636 5112<br />
				e-mail: rainer.huttunen(a)metric.fi</td>
			<td>
				<img alt="" border="0" src="/userData/metric/extra/Rainer_Huttunen.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Tue, 17 Jan 2012 09:38:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[Cognex Dataman 300 – lisää puhtia koodinlukuun]]></title>
<link>http://www.metric.fi/uutiset-fi/automaatiouutiset/cognex-dataman-300-lisaa-puhtia-koodinlukuun</link>
<guid>http://www.metric.fi/uutiset-fi/automaatiouutiset/cognex-dataman-300-lisaa-puhtia-koodinlukuun</guid>
<description><![CDATA[<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/DM300c.jpg" style="width: 340px; height: 226px;" /></p>
<p>
	Pitk&auml;&auml;n odotettu Cognex uutuus on viimein saapunut. Dataman 300 on kiinte&auml;asenteinen koodinlukija, joka on suunniteltu nopeisiin 1D-viivakoodi ja 2D-matriisikoodi sek&auml; haastaviin DPM (direct part marking) lukusovelluksiin.<br />
	<br />
	Uudet CMOS-vaihtoehdot (800x600 ja 1280x1024) mahdollistavat luvun entist&auml; suuremmalta alueelta. Ensimm&auml;isen&auml; Cognex-laitteena Dataman 300 sis&auml;lt&auml;&auml; my&ouml;s uudet 1DMax+, 2DMax+ ja Hotbars algoritmit, jotka mahdollistavat 1D/2D-koodien entist&auml;kin nopeamman ja luotettavamman luvun. DPM (direct part marking) lukua varten on laitteeseen integroitu oppiva &auml;lyvalo, joka optimoi valaistuksen yhdell&auml; napin painalluksella lukuun sopivaksi. Dataman 300 -lukijaan voidaan liitt&auml;&auml; suoraan my&ouml;s ulkoisia valonl&auml;hteit&auml;.<br />
	<br />
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/DM300a.jpg" style="width: 341px; height: 227px;" /></p>
<p>
	Standardi optiikan lis&auml;ksi lukijassa voidaan k&auml;ytt&auml;&auml; my&ouml;s nestem&auml;isi&auml; linssej&auml; (liquid lens), joilla fokus voidaan automaattisesti s&auml;&auml;t&auml;&auml; eri et&auml;isyyksill&auml; oleville kohteille. My&ouml;s prosessoritehoa on lis&auml;tty ja lukijan ohjelmisto sis&auml;lt&auml;&auml; monia uusia ominaisuuksia kuten ohjelmoitavat kuvasuodattimet, joilla voidaan mm poistaa kuvassa esiintyvi&auml; h&auml;iri&ouml;tekij&ouml;it&auml;. Kommunikointiv&auml;ylin&auml; toimivat laitteessa olevat Ethernet, RS232 ja I/O.<br />
	<br />
	<a href="/userData/metric/documents/DataMan-Product-Guide.pdf" target="_blank">Datalehti</a><br />
	<br />
	<a href="http://www.cognex.com/ProductsServices/IDProducts/default.aspx?id=7636" target="_blank">Linkki IDMax algoritmin sivulle</a></p>
<p>
	<a href="http://www.cognex.com/300/" target="_blank">Linkki tuotteen kotisivuille</a></p>
<p>
	&nbsp;</p>
<table border="0" cellpadding="1" cellspacing="1" style="width: 409px; height: 115px">
	<tbody>
		<tr>
			<td>
				<strong>Kerron mielell&auml;ni lis&auml;&auml;! Ota yhteytt&auml;!</strong><br />
				<br />
				Rainer Huttunen<br />
				gsm 045 636 5112<br />
				e-mail: rainer.huttunen(a)metric.fi</td>
			<td>
				<img alt="" border="" src="/userData/metric/pix/extra/Rainer_Huttunen.jpg" style="width: 100px; height: 150px;" /></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Tue, 17 Jan 2012 09:03:00 +0200</pubDate>
</item>
<item>
<title><![CDATA[Lisää DC/DC-muuntimia juna- ja ajoneuvosovelluksiin]]></title>
<link>http://www.metric.fi/uutiset-fi/automaatiouutiset/lisaa-dc-dc-muuntimia-juna-ja-ajoneuvosovelluksiin</link>
<guid>http://www.metric.fi/uutiset-fi/automaatiouutiset/lisaa-dc-dc-muuntimia-juna-ja-ajoneuvosovelluksiin</guid>
<description><![CDATA[<p>
	Mean Well on laajentanut junatehol&auml;hdevalikoimaansa uudella 150 W:n DC/DC-muunninsarjalla. Uudet RSD-150-muuntimet tulevat jo aiemmin esiteltyjen 100 W:n RSD-100-mallien rinnalle ja my&ouml;hemmin t&auml;m&auml;n vuoden alkupuolella esitell&auml;&auml;n my&ouml;s vastaava RSD-200-sarja. Kuten aiemmat, my&ouml;s RSD-150-muuntimet ovat sertifioitu t&auml;ytt&auml;m&auml;&auml;n&nbsp;suoraan EN50155-junastandardin vaatimukset, joten ne siet&auml;v&auml;t laajoja +/-40&nbsp;%:n sy&ouml;tt&ouml;j&auml;nnitevaihteluita sek&auml; kest&auml;v&auml;t 4000 VDC:n j&auml;nnitepiikit inputin ja outputin v&auml;lill&auml;. Ne siet&auml;v&auml;t my&ouml;s jopa&nbsp;5G:n&nbsp;t&auml;rin&auml;&auml; ja niiden k&auml;ytt&ouml;l&auml;mp&ouml;tila on laaja -40&hellip;+70 &deg;C. Muita vakio-ominaisuuksia ovat mm.&nbsp;oikosulku- ja ylikuormitussuojaus,&nbsp;inputin polariteettisuojaus v&auml;&auml;rinkytkenn&auml;n varalta&nbsp;sek&auml; outputin vakiovirtarajoitustoiminto. RSD-150-sarja on eritt&auml;in matala, korkeus on vain 36 mm eli alle 1U.</p>
<p>
	<img alt="" border="0" src="/userData/metric/pix/uutiskuvat/RSD-150.jpg" style="width: 330px; height: 258px;" /></p>
<p>
	Nykyaikaisen&nbsp;piirisuunnittelun avulla&nbsp;hy&ouml;tysuhde on onnistuttu&nbsp;nostamaan jopa&nbsp;91 %:n tyypilliselle&nbsp;tasolle ja muuntimien&nbsp;erinomainen lian-, p&ouml;lyn- ja t&auml;rin&auml;nsieto sek&auml; hyv&auml; j&auml;&auml;htyminen on varmistettu valamalla piirilevy ja komponentit osittain&nbsp;epoksiin. N&auml;in ollen&nbsp;ne eiv&auml;t&nbsp;vaadi lis&auml;j&auml;&auml;hdytyst&auml; korkeissakaan k&auml;ytt&ouml;l&auml;mp&ouml;tiloissa. RSD-150-sarja t&auml;ytt&auml;&auml; junastandardien EN50155, IEC60571, IEC61373, EN50121-3-2 vaatimukset sek&auml; my&ouml;s ITE standardit IEC60950-1 ja EN55022, joten ne soveltuvat k&auml;ytett&auml;v&auml;ksi hyvin laajalti erilaisissa ajoneuvojen DC-j&auml;nnitesovelluksissa. Tyypillisi&auml; k&auml;ytt&ouml;kohteita ovat mm.&nbsp;junat, metrot, raitiovaunut, bussit, sotilasajoneuvot, asunto-autot ym. N&auml;iden kohteiden lis&auml;ksi RSD-150-sarja soveltuu&nbsp;k&auml;ytett&auml;v&auml;ksi my&ouml;s vaativissa teollisuussovelluksissa,&nbsp;kun muuntimilta vaaditaan hyv&auml;&auml; ymp&auml;rist&ouml;- ja h&auml;iri&ouml;suojausta.</p>
<p>
	<strong>RSD-150 ominaisuuksia:</strong></p>
<p>
	- input: 14,4 - 33,6 VDC tai 28,8 - 67,2 VDC tai 57,6 - 154 VDC&nbsp; (+/-40 % vaihtelualue)<br />
	- output:&nbsp;5, 12 tai 24 VDC<br />
	- teho:&nbsp;150 W<br />
	-&nbsp;hy&ouml;tysuhde:&nbsp; max. 91 %<br />
	-&nbsp;I/O isolointi: 4000 VDC<br />
	- virranrajoitus: vakiovirtatyyppinen<br />
	- suojaukset: oikosulku, ylikuormitus, ylij&auml;nnite, inputin polariteetti<br />
	- l&auml;mp&ouml;tila-alue: -40.....+70 C<br />
	- kotelon mitat: 189 x 77 x 36 mm (p x l x k)<br />
	- tehdastakuu: 3 vuotta</p>
<p>
	<br />
	<a href="/userData/metric/documents/RSD-150.pdf" target="_blank">Datalehti</a></p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Mon, 09 Jan 2012 14:01:00 +0200</pubDate>
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<title><![CDATA[Tervetuloa messuille!]]></title>
<link>http://www.metric.fi/uutiset-fi/uutiset/tervetuloa-messuille</link>
<guid>http://www.metric.fi/uutiset-fi/uutiset/tervetuloa-messuille</guid>
<description><![CDATA[<p>
	Olemme mukana 1-3.2.2012 Jyv&auml;skyl&auml;n Paviljongissa j&auml;rjestett&auml;v&auml;ss&auml; S&auml;hk&ouml;, Tele, Valo ja AV 2 -tapahtumassa!</p>
<p>
	Tapahtumassa on esill&auml; alan uutuudet sek&auml; paljon luentoja ja seminaareja.</p>
<p>
	Voit rekister&ouml;ity&auml; veloituksetta <a href="http://www.paviljonki-klubi.fi/paviljonkiklubi/?page=register&amp;evid=70" target="_blank">t&auml;st&auml; &raquo;</a> tai paikan p&auml;&auml;ll&auml; Paviljongissa. <a href="http://www.jklpaviljonki.fi/sahko2012/" target="_blank">Lue lis&auml;&auml; &raquo;</a></p>
<p>
	Tervetuloa!</p>
<p>
	&nbsp;</p>
<p>
	&nbsp;</p>
<p>
	<a href="http://www.jklpaviljonki.fi/sahko2012/" target="_blank"><img alt="" border="0" src="/userData/metric/pix/uutiskuvat/sahktelval-14-12-11.jpg" style="width: 264px; height: 126px;" /></a></p>
]]></description>
<author>pekka.jolanki@metric.fi (Metric Industrial Oy)</author>
<pubDate>Mon, 09 Jan 2012 13:00:00 +0200</pubDate>
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