<?xml version="1.0" encoding="UTF-8"?>
<rss xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:dc="http://purl.org/dc/elements/1.1/" version="2.0">
<channel>
<title><![CDATA[EuroSolid Helpdesk]]></title>
<link><![CDATA[https://support.eurosolid.hu/]]></link>
<description />
<generator><![CDATA[Kayako fusion v4.94.9]]></generator>
<item>
<title><![CDATA[TBKALT027 - Hibajelentés és segítségkérés - EuroSolid Support]]></title>
<link><![CDATA[https://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/tbkalt027]]></link>
<guid isPermaLink="false"><![CDATA[93db85ed909c13838ff95ccfa94cebd9]]></guid>
<pubDate><![CDATA[Fri, 23 Mar 2018 11:30:33 +0100]]></pubDate>
<dc:creator />
<description><![CDATA[hibajelentés segítség support
Hibabejelentés és segítségkérés – EuroSolid Support
Szoftverkövetéssel rendelkező ügyfeleink teljes körűen igénybe vehetik a terméktámogatást. Kérdéseket tehetnek fel a program beállításaival, funkcióival kapcsolatban. Segí...]]></description>
<content:encoded><![CDATA[<p><em>hibajelentés segítség support</em></p>
<h2><span style="color: #ff0000;">Hibabejelentés és segítségkérés – EuroSolid Support</span></h2>
<p>Szoftverkövetéssel rendelkező ügyfeleink teljes körűen igénybe vehetik a terméktámogatást. <br />Kérdéseket tehetnek fel a program beállításaival, funkcióival kapcsolatban. <br />Segítséget kérhetnek a tervezésben, a program minél jobb személyre szabásában és a legkisebb hibák elhárításában is.</p>
<p>Szoftverkövetéssel nem rendelkező ügyfeleinknek csak kritikus esetben tudunk segíteni pl. Nem indul el a program, vagy nem sikerül az aktiváció.</p>
<h2>Regisztráció és hibajegy beküldése</h2>
<h3>E-mailen keresztül</h3>
<p>Ha hibát észlel, vagy valamilyen technikai jellegű kérdése van, akkor küldjön egy e-mailt a <a href="mailto:support@eurosolid.hu">support@eurosolid.hu</a><br />e-mail címre. Amennyiben még nem regisztrált az oldalra, akkor a rendszer automatikusan elvégzi a regisztrációt <br />és egy válasz e-mailben elküldi a bejelentkezéshez szükséges adatokat.</p>
<p>Egy külön levélben küldi a rendszer a hibajegyhez tartozó adatokat, amelyben szerepel a hibajegy azonosítója és egy link,<br />amire kattintva - bejelentkezés után - az online felületen tudja követni a hibajegy állapotát.</p>
<h3>Online felületen</h3>
<p>Böngészőjében lépjen a <a href="https://support.eurosolid.hu/" target="_blank" rel="noopener">https://support.eurosolid.hu/</a> címre és kattintson a <strong>Regisztráció</strong> ikonra.</p>
<p><img src="http://eurosolid.hu/wp-content/uploads//2020/05/eurosolidsupport01.png" alt="" width="600" /><img src="data:image/jpeg;base64,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" width="706" height="230" /></p>
<p>Bejelentkezés után a <strong>Hibajegy beküldése</strong> opcióval tud új hibajegyet beküldeni.</p>
<p><img src="data:image/jpeg;base64,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" width="706" height="230" /></p>
<p>Kattintson a <strong>Következő</strong> &gt;&gt; gombra és <strong>A hibajegy részletei</strong> oldalon töltse ki az űrlapot, majd kattintson az <strong>Elküld</strong> gombra.</p>
<h2>Hibajegy tartalma</h2>
<h3>Tárgy mező</h3>
<ul>
<li>Rövid leírás a problémáról és a folyamatról</li>
<li>Lehetőség szerint tartalmazza a terméket/modult (SOLIDWORKS, PDM, Composer, Simulation, stb.)</li>
<li>1014-es hibaüzenet SolidWorks telepítés közben</li>
<li>Ha egy meglévő hibajegyre válaszol, akkor a tárgymezőt ne módosítsa (a sorozatszámmal azonosítjuk,<br />hogy meglévő hibajegyhez érkezett válasz, vagy új hibajegyről van szó – nincs sorozatszám a tárgymezőben)</li>
<li>Ha más témában szeretne kérdezni, akkor kérjük, hogy új levelet küldjön a <a href="mailto:support@eurosolid.hu" target="_blank" rel="noopener">support@eurosolid.hu</a> címre és győződjön meg arról,<br />hogy régebbi azonosítószám nincs sem a tárgy mezőben, sem a szöveg tartalmában</li>
</ul>
<h3>Szövegtörzs</h3>
<ul>
<li>Kérjük, írja meg a termék nevét, verzióját, szervízcsomagját</li>
<li>Kérjük, részletezze a problémát
<ul>
<li>Mi a hiba?</li>
<li>Milyen programot/modult/folyamatot érint a probléma?</li>
<li>Mikor jelentkezik a hiba?</li>
<li>Volt valami előzmény, ami után a problémát észlelte? (pl. Frissítés, gépcsere, stb.)</li>
<li>Csak Önnél, vagy másnál is előfordul a hiba?</li>
<li>Csak bizonyos fájlok esetében jelenetezik a probléma?</li>
</ul>
</li>
<li>Amennyiben túl összetettnek ítéli meg a problémát, kérjük, hogy írja meg pár szóban, hogy miről lenne szó és jelezze a levélben,<br />hogy visszahívást szeretne kérni (telefonszámát mindenképpen adja meg)</li>
<li>Ha aktiválási probléma merül fel, akkor kérjük, hogy szériaszáma (licenc) utolsó 4 karakterét is küldje el a levélben</li>
<li>Kérjük, hogy elérhetőségeit minden esetben adja meg, hogy minél hatékonyabban tudjuk megoldani a problémát</li>
</ul>
<h3>Mellékletek</h3>
<ul>
<li>Maximum 10Mb-ig tud egy levélben fájlokat csatolni. Ha ennél nagyobb terjedelmű, akkor kérjük,<br />jelezze és biztosítunk Önnek egy biztonságos feltöltési felületet, ahová fel tudja tölteni a fájlokat</li>
<li>Ha több fájlt szeretne küldeni, akkor kérjük, hogy előtte csomagolja be a fájlokat (ZIP)</li>
<li>Kérjük, hogy a mellékletek minősége megfelelő legyen, olvasható és értelmezhető</li>
<li>Ha bizonyos fájlokkal kapcsolatban van hiba, akkor kérjük, hogy csatolja a fájlokat (csomagolva)<br />és használja a hibafelvevő programunkat SOLIDWORKS RX hibafelvevő programot.<br />Bővebben: [<a href="https://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/tbkalt016" target="_blank" rel="noopener">TBKALT016</a>].</li>
</ul>
<p>Amennyiben szükség van titoktartási nyilatkozatra, kérjük, hogy jelezze a <a href="mailto:support@eurosolid.hu" target="_blank" rel="noopener">support@eurosolid.hu</a> címen.</p>
<h2>Hibajegy követése</h2>
<p>A beérkezett hibajegyek a következő állapotokban lehetnek:</p>
<ul>
<li><u>Nyitott</u> (a hibajegy beérkezett és feldolgozás alatt van),</li>
<li><u>Folyamatban van</u> (a hibajegy beérkezett és a megoldása folyamatban van),</li>
<li><u>Válaszra vár</u> (a hibajegy beérkezett és valamilyen visszajelzést várunk Öntől),</li>
<li><u>Lezárt</u> (a hibajegy megoldódott így lezártuk).</li>
</ul>
<p>Amennyiben a hibajegy állapota <u>Válaszra vár</u>, a rendszer 3 nap inaktivitás után automatikusan fog küldeni egy emlékeztető levelet,<br />majd 5 nap után lezárja a hibajegyet. Amennyiben a hibajegy lezáródott, de Ön úgy érzi, hogy még nincs lezárható állapotban,<br />válaszoljon a hibajegyre, és az automatikusan újra megnyílik.</p>
<p> </p>]]></content:encoded>
</item>
<item>
<title><![CDATA[TBKALT040 - SOLIDWORKS - Licencelési típusok áttekintése]]></title>
<link><![CDATA[https://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/tbkalt040]]></link>
<guid isPermaLink="false"><![CDATA[a0a080f42e6f13b3a2df133f073095dd]]></guid>
<pubDate><![CDATA[Fri, 20 Jul 2018 10:43:44 +0200]]></pubDate>
<dc:creator />
<description><![CDATA[Ez a fejezet a licencelési típusok áttekintését mutatja be táblázat formájában
Licencelési típusok áttekintése (táblázat)
1.1 Felhasználás     




 


3DEXPERIENCE SOLIDWORKS


Géphez kötött licence


SNL




Használatához internetel...]]></description>
<content:encoded><![CDATA[<p><em>Ez a fejezet a licencelési típusok áttekintését mutatja be táblázat formájában</em></p>
<h2><span style="color: #ff0000;">Licencelési típusok áttekintése (táblázat)</span></h2>
<p><span style="font-size: 12pt;"><strong>1.1 Felhasználás</strong>     </span></p>
<table width="94%" style="width: 94%; height: 447px;">
<tbody>
<tr style="height: 46px;">
<td width="141" style="width: 18.1514%; text-align: center; height: 46px;">
<p> </p>
</td>
<td width="172" style="width: 28.1313%; text-align: center; height: 46px;">
<p>3DEXPERIENCE SOLIDWORKS</p>
</td>
<td width="184" style="width: 26.2559%; text-align: center; height: 46px;">
<p>Géphez kötött licence</p>
</td>
<td width="175" style="width: 26.6577%; text-align: center; height: 46px;">
<p>SNL</p>
</td>
</tr>
<tr style="height: 99px;">
<td width="141" style="width: 18.1514%; text-align: center; height: 99px;">
<p>Használatához internetelérésre van szükség</p>
</td>
<td width="172" style="width: 28.1313%; text-align: center; height: 99px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
</td>
<td width="184" style="width: 26.2559%; text-align: center; height: 99px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
<p>(Aktiváció után nincs szükség internetkapcsolatra, valamint az aktiváció is elvégezhető offline)</p>
</td>
<td width="175" style="width: 26.6577%; text-align: center; height: 99px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
<p>(Csak helyi hálózatra van szükség, ahol a kliensgép eléri a szervergépet)</p>
</td>
</tr>
<tr style="height: 80px;">
<td width="141" style="width: 18.1514%; text-align: center; height: 80px;">
<p>Hosszabb távollét esetén is használható</p>
</td>
<td width="172" style="width: 28.1313%; text-align: center; height: 80px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
<p>(30 napig lehet offline)</p>
</td>
<td width="184" style="width: 26.2559%; text-align: center; height: 80px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
</td>
<td width="175" style="width: 26.6577%; text-align: center; height: 80px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
<p>(30 napra kikölcsönözhető)</p>
</td>
</tr>
<tr style="height: 48px;">
<td width="141" style="width: 18.1514%; text-align: center; height: 48px;">
<p>Bármilyen gépen használható</p>
</td>
<td width="172" style="width: 28.1313%; text-align: center; height: 48px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
</td>
<td width="184" style="width: 26.2559%; text-align: center; height: 48px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="175" style="width: 26.6577%; text-align: center; height: 48px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
</tr>
<tr style="height: 46px;">
<td width="141" style="width: 18.1514%; text-align: center; height: 46px;">
<p>Szükséges SOLIDWORKS verzió</p>
</td>
<td width="172" style="width: 28.1313%; text-align: center; height: 46px;">
<p>Csak a legújabb</p>
</td>
<td width="184" style="width: 26.2559%; text-align: center; height: 46px;">
<p>Bármilyen</p>
</td>
<td width="175" style="width: 26.6577%; text-align: center; height: 46px;">
<p>Az SNL szerver verziójával azonos vagy régebbi</p>
</td>
</tr>
<tr style="height: 48px;">
<td width="141" style="width: 18.1514%; text-align: center; height: 48px;">
<p>3DEXPERIENCE ID szükséges</p>
</td>
<td width="172" style="width: 28.1313%; text-align: center; height: 48px;">
<p style="text-align: center;"><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
</td>
<td width="184" style="width: 26.2559%; text-align: center; height: 48px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="175" style="width: 26.6577%; text-align: center; height: 48px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
</tr>
<tr style="height: 80px;">
<td width="141" style="width: 18.1514%; text-align: center; height: 80px;">
<p>Hozzáférés a cégcsoport összes licencéhez</p>
</td>
<td width="172" style="width: 28.1313%; text-align: center; height: 80px;">
<p style="text-align: center;"><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong><br />(ha nincs korlátozva)</p>
</td>
<td width="184" style="width: 26.2559%; text-align: center; height: 80px;">
<p style="text-align: center;"><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="175" style="width: 26.6577%; text-align: center; height: 80px;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong><br />(ha nincs korlátozva)</p>
</td>
</tr>
</tbody>
</table>
<div></div>
<p><strong><span style="font-size: 12pt;">1.2 Adminisztráció</span></strong></p>
<table width="94%" style="height: 159px; width: 94.1259%;">
<tbody>
<tr style="height: 46px;">
<td width="192" style="height: 46px; width: 19.6249%;">
<p style="text-align: center;"> </p>
</td>
<td width="261" style="text-align: center; height: 46px; width: 26.5238%;">
<p>3DEXPERIENCE SOLIDWORKS</p>
</td>
<td width="261" style="text-align: center; height: 46px; width: 26.5238%;">
<p>Géphez kötött licence</p>
</td>
<td width="261" style="text-align: center; height: 46px; width: 26.6577%;">
<p>SNL</p>
</td>
</tr>
<tr style="text-align: center;">
<td width="192" style="height: 80px; width: 19.6249%;">
<p>Nincs szükség a licencek adminisztrálására</p>
</td>
<td width="261" style="height: 80px; width: 26.5238%;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
</td>
<td width="261" style="height: 80px; width: 26.5238%;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
<p>(de ajánlott)</p>
</td>
<td width="261" style="height: 80px; width: 26.6577%;">
<p><strong><span style="color: #ff0000; font-size: 12pt;"><span style="color: #339966; font-size: 12pt;">√</span></span></strong></p>
<p>(de ajánlott)</p>
</td>
</tr>
<tr style="height: 48px;">
<td width="192" style="text-align: center; height: 33px; width: 19.6249%;">
<p>SOLIDWORKS PDM licencek támogatása</p>
</td>
<td width="261" style="text-align: center; height: 33px; width: 26.5238%;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="261" style="text-align: center; height: 33px; width: 26.5238%;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="261" style="height: 33px; width: 26.6577%;">
<p style="text-align: center;"><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
</tr>
</tbody>
</table>
<p><strong><span style="font-size: 12pt;">1.3 Telepítés</span></strong></p>
<table width="94%">
<tbody>
<tr>
<td width="192">
<p style="text-align: center;"> </p>
</td>
<td width="261" style="text-align: center;">
<p></p>
</td>
<td width="261" style="text-align: center;">
<p>Géphez kötött licence</p>
</td>
<td width="261" style="text-align: center;">
<p>SNL</p>
</td>
</tr>
<tr style="text-align: center;">
<td width="192">
<p>Admin képfájlban használható</p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
<td width="261">
<p><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
</tr>
<tr>
<td width="192" style="text-align: center;">
<p>A sorozatszámok nyilvántartására nincs szükség</p>
</td>
<td width="261" style="text-align: center;">
<p style="text-align: center;"><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
<td width="261" style="text-align: center;">
<p><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
</tr>
<tr>
<td width="192">
<p style="text-align: center;">Telepítés után nincs szükség aktiválásra</p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
</tr>
<tr>
<td width="192">
<p style="text-align: center;">Nincs szükség központi gépre a licencek kiosztásához</p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #339966; font-size: 12pt;">√</span></strong></p>
</td>
<td width="261">
<p style="text-align: center;"><strong><span style="color: #ff0000; font-size: 12pt;">X</span></strong></p>
</td>
</tr>
</tbody>
</table>]]></content:encoded>
</item>
<item>
<title><![CDATA[TBKALT059 - Digitális aláírás használata]]></title>
<link><![CDATA[https://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/tbkalt059]]></link>
<guid isPermaLink="false"><![CDATA[e96ed478dab8595a7dbda4cbcbee168f]]></guid>
<pubDate><![CDATA[Mon, 24 Jun 2019 11:41:42 +0200]]></pubDate>
<dc:creator />
<description><![CDATA[Digitális aláírás
A gördülékenyebb munkavégzés szempontjából űrlapjainkat a lehető leggyorsabban tudja kitölteni, időt és energiát spórolva napjaink új lehetőségét a digitális aláírást használva. Így nem szükséges kinyomtatnia a dokumentumokat a hitelesí...]]></description>
<content:encoded><![CDATA[<h2><span style="color: #ff0000;">Digitális aláírás</span></h2>
<p>A gördülékenyebb munkavégzés szempontjából űrlapjainkat a lehető leggyorsabban tudja kitölteni, időt és energiát spórolva <br />napjaink új lehetőségét a digitális aláírást használva. Így nem szükséges kinyomtatnia a dokumentumokat a hitelesítéshez<br />elegendő megadnia digitális aláírását a véglegesítéshez. Ebben a dokumentumban erről olvashat információkat.</p>
<p>Az aláírásra vonatkozó törvények országonként változhatnak, de a legtöbb azonos elveken nyugszik. <br />Az Adobe Sign alkalmazást egyedüliként úgy tervezték, hogy bárhol is szeretné használni, szervezete teljesíteni tudja<br />az elektronikus aláírási követelményeket – amellett, hogy megfelel saját belső irányelveinek. <br />A globális jogszabályokról a digitális aláírásra vonatkozóan további információt itt talál. Az Adobe Sign használatával <br />egyszerűen vezethet be elektronikus aláírásokat minden részlegbe és folyamatba – teljesen digitális aláírási módszert<br />hozva létre az egész vállalatban és világszerte. Több lehetőség is rendelkezésre áll a hitelesítésre. <br />Elküldheti a megfelelő személynek a kitöltendő űrlapot, illetve létrehozhatja, vagy hozzáadhatja saját aláírását.<br /><br /><img src="http://support.eurosolid.hu/__swift/files/156136905754247ba008dd82d382eccbddd17e57733dedac25.png" width="686" height="467" /></p>
<p>Az űrlapon szereplő aláírásmezőre kattintva megjelenik egy párbeszédablak, ahol létrehozható az aláírás.<br /><br /><img src="http://support.eurosolid.hu/__swift/files/156136904739e5ddfe7a28d21a56d61d07db84a46a585c81dd.png" width="455" height="185" /></p>
<p>Digitális azonosító konfigurálásával hozhatja létre aláírását. Két opció közül választhat, méghozzá <br /><strong>Mentés fájlba</strong> és <strong>Mentés a Windows Certificate Store</strong>-ba. Utóbbi alkalmazásával újratelepítés során esetlegesen elvesztheti azonosítóját<br />így a fájlba való mentést javasoljuk. Amennyiben még nem rendelkezik digitális azonosítóval, első lépésként kattintson az <br /><strong>Új digitális azonosító létrehozása</strong> opcióra, majd nyomjon a <strong>Folytatás</strong> gombra.<br /><br /><img src="http://support.eurosolid.hu/__swift/files/15613690276095af43971a6596d1bd580545f743469de0145f.png" width="637" height="455" /></p>
<p>Adatait a következő mezőkbe adja meg, majd nyomjon a <strong>Folytatás</strong> gombra.<br /><br /><img src="http://support.eurosolid.hu/__swift/files/1561368950bd181d78c372b0684de76f232a4366907014b488.png" width="638" height="456" /></p>
<p>A megfelelő mappába való mentés után meg is jelenik a listában a digitális azonosító lejárati dátummal.<br /><br /><img src="http://support.eurosolid.hu/__swift/files/1561368929b26a63d3d800a5ee8220be71b3d796328089b3e3.png" width="575" height="411" /></p>
<p><strong>Folytatás</strong> után megjeleníti az aláírást a pontos dátummal. Az alsó mezőbe be kell írni a megadott jelszavát, amellyel azonosítja magát.<br /><strong>Aláírás</strong> gombra kattintva jóváhagyja a dokumentumot és elhelyezi az azonosítóját.<br /><br /><img src="http://support.eurosolid.hu/__swift/files/1561368886e95062a672a93bcfdcbe46465117b033a5e2484e.png" width="576" height="426" /></p>
<p>Amennyiben már rendelkezik aláírással, használhatja a <strong>Digitális</strong> <strong>azonosító használata fájlból</strong> opciót.<br /><br /><img src="http://support.eurosolid.hu/__swift/files/156136886554dde69a67426975f0bd3531a12ae579064e5f3f.png" width="578" height="413" /></p>
<p>Ezután már csak annyi a teendője, hogy kiválasztja az elmentett azonosítóját és megadja jelszavát.<br />A digitális azonosítással kapcsolatba további információt <a href="https://acrobat.adobe.com/hu/hu/sign/capabilities/electronic-signature-legality.html" target="_blank" rel="noopener">itt</a> talál.</p>]]></content:encoded>
</item>
<item>
<title><![CDATA[TBKPDM001 - SOLIDWORKS PDM rendszerkövetelmények]]></title>
<link><![CDATA[https://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/tbkpdm001]]></link>
<guid isPermaLink="false"><![CDATA[c16a5320fa475530d9583c34fd356ef5]]></guid>
<pubDate><![CDATA[Wed, 28 Feb 2018 10:47:35 +0100]]></pubDate>
<dc:creator />
<description><![CDATA[A jelenlegi leírás a SOLIDWORKS PDM rendszerigényeit és rövid ismertetőjét tartalmazza.
PDM szerverkomponensek ajánlott rendszerkövetelményei
A hivatalos rendszerkövetelmények ezen a weboldalon találhatók: https://www.solidworks.com/sw/support/SystemReq...]]></description>
<content:encoded><![CDATA[<p><span>A jelenlegi leírás a SOLIDWORKS PDM rendszerigényeit és rövid ismertetőjét tartalmazza.</span></p>
<h1><span style="color: #ff0000;">PDM szerverkomponensek ajánlott rendszerkövetelményei</span></h1>
<p>A hivatalos rendszerkövetelmények ezen a weboldalon találhatók: <a href="https://www.solidworks.com/sw/support/SystemRequirements.html">https://www.solidworks.com/sw/support/SystemRequirements.html</a><span><br /><br /></span></p>
<table style="width: 894px; height: 494px;" width="633">
<tbody>
<tr style="height: 64px;">
<td style="width: 79.2333px; height: 64px;"></td>
<td style="width: 150.417px; height: 64px;"></td>
<td style="width: 293.817px; height: 64px;">
<p><strong>SOLIDWORKS PDM <br />Standard</strong></p>
</td>
<td style="width: 15.05px;">
<p><strong> </strong></p>
</td>
<td style="width: 323.883px; height: 64px;">
<p><strong>SOLIDWORKS PDM <br />Professional</strong></p>
</td>
</tr>
<tr style="height: 46px;">
<td rowspan="4" style="width: 79.2333px; height: 238px;">
<p><strong>Hardver</strong></p>
</td>
<td style="width: 150.417px; height: 46px;">
<p><strong>RAM (minimum)</strong></p>
</td>
<td style="width: 293.817px; height: 46px;">
<p>8 GB</p>
</td>
<td style="width: 15.05px;">
<p></p>
</td>
<td style="width: 323.883px; height: 46px;">
<p>16 GB</p>
</td>
</tr>
<tr style="height: 64px;">
<td style="width: 150.417px; height: 64px;">
<p><strong>Processzor</strong></p>
</td>
<td style="width: 293.817px; height: 64px;">
<p>Intel, vagy AMD SSE2 támogatással. <br />Lehetőség szerint Intel Xeon.</p>
</td>
<td style="width: 15.05px;">
<p></p>
</td>
<td style="width: 323.883px; height: 64px;">
<p>Intel, vagy AMD SSE2 támogatással. <br />Lehetőség szerint Intel Xeon.</p>
</td>
</tr>
<tr style="height: 82px;">
<td style="width: 150.417px; height: 82px;">
<p><strong>Merevlemez</strong></p>
</td>
<td style="width: 293.817px; height: 82px;">
<p>Függ a tárolandó fájlok méretétől. <br />Legalább 500GB ajánlott. SSD ajánlott a jobb teljesítményért.</p>
</td>
<td style="width: 15.05px;">
<p></p>
</td>
<td style="width: 323.883px; height: 82px;">
<p>Függ a tárolandó fájlok méretétől. <br />Legalább 1000GB ajánlott. SSD ajánlott a jobb teljesítményért.</p>
</td>
</tr>
<tr style="height: 46px;">
<td style="width: 150.417px; height: 46px;">
<p><strong>Hálózati kártya</strong></p>
</td>
<td style="width: 293.817px; height: 46px;">
<p>Lehetőség szerint dedikált, gigabites.</p>
</td>
<td style="width: 15.05px;">
<p></p>
</td>
<td style="width: 323.883px; height: 46px;">
<p>Lehetőség szerint dedikált, gigabites.</p>
</td>
</tr>
<tr style="height: 64px;">
<td rowspan="3" style="width: 79.2333px; height: 192px;">
<p><strong>Szoftver</strong></p>
</td>
<td style="width: 150.417px; height: 64px;">
<p><strong>Operációs rendszer</strong></p>
</td>
<td style="width: 293.817px; height: 64px;">
<p>Windows Server 2016, vagy magasabb</p>
</td>
<td style="width: 15.05px;">
<p></p>
</td>
<td style="width: 323.883px; height: 64px;">
<p>Windows Server 2016, vagy magasabb</p>
</td>
</tr>
<tr style="height: 82px;">
<td style="width: 150.417px; height: 82px;">
<p><strong> SQL</strong></p>
</td>
<td style="width: 293.817px; height: 82px;">
<p>MS SQL Express 2016, vagy magasabb (Ingyenes), <a href="https://support.microsoft.com/hu-hu/topic/kb4548597-4-kumulat%C3%ADv-friss%C3%ADt%C3%A9s-a-2019-sql-server-4b7b7c3f-0f14-3a9a-185c-3f973dabfe52">legalább 4-es kumulatív frissítéssel</a>.</p>
</td>
<td style="width: 15.05px;">
<p></p>
</td>
<td style="width: 323.883px; height: 82px;">
<p>MS SQL Standard 2016, vagy magasabb, <a href="https://support.microsoft.com/hu-hu/topic/kb4548597-4-kumulat%C3%ADv-friss%C3%ADt%C3%A9s-a-2019-sql-server-4b7b7c3f-0f14-3a9a-185c-3f973dabfe52">legalább 4-es kumulatív frissítéssel</a>.</p>
</td>
</tr>
<tr style="height: 46px;">
<td style="width: 150.417px; height: 46px;">
<p><strong>.Net verzió</strong></p>
</td>
<td style="width: 293.817px; height: 46px;">
<p>3.5 SP1 szükséges</p>
</td>
<td style="width: 15.05px;">
<p></p>
</td>
<td style="width: 323.883px; height: 46px;">
<p>3.5 SP1 szükséges</p>
</td>
</tr>
</tbody>
</table>
<h2>Kompatibilitás</h2>
<table style="width: 714px;" width="643">
<tbody>
<tr>
<td colspan="2" style="width: 330.067px;">
<p><strong> </strong></p>
</td>
<td style="width: 179.267px; text-align: center;">
<p><strong>Támogatás kezdete</strong></p>
</td>
<td style="width: 184.267px; text-align: center;">
<p><strong>Támogatás vége</strong></p>
</td>
</tr>
<tr>
<td rowspan="5" style="width: 123.183px;">
<p><strong>Operációs rendszer</strong></p>
</td>
<td style="width: 201.283px;">
<p>Windows Server 2022</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2022 SP4</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>Aktív</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>Windows Server 2019</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2019 SP3</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>Aktív</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>Windows Server 2016</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2017 SP2</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>2023 SP5</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>Windows Server 2012 R2</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2014 SP3</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>2019 SP5</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>Windows Server 2012</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2014 SP0</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>2018 SP5</p>
</td>
</tr>
<tr>
<td rowspan="6" style="width: 123.183px;">
<p><strong>Microsoft SQL adatbázis</strong></p>
</td>
<td style="width: 201.283px;">
<p>SQL Server 2019 CU4</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2020 SP0</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>Aktív</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>SQL Server 2017</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2018 SP0</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>Aktív</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>SQL Server 2016</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2017 SP0</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>2023 SP5</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>SQL Server 2014</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2015 SP0</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>2021 SP5</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>SQL Server 2012</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2013 SP2</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>2019 SP5</p>
</td>
</tr>
<tr>
<td style="width: 201.283px;">
<p>SQL Server 2008 R2</p>
</td>
<td style="text-align: center; width: 179.267px;">
<p>2010 SP4</p>
</td>
<td style="text-align: center; width: 184.267px;">
<p>2017 SP5</p>
</td>
</tr>
</tbody>
</table>
<p><span> </span></p>
<p><span> </span></p>
<p><span> </span></p>
<h1>Támogatott virtuális szerverek</h1>
<p>A támogatottság függ a használt SOLIDWORKS termék verziójától: <a href="http://www.solidworks.com/sw/support/11168_ENU_HTML.htm">http://www.solidworks.com/sw/support/11168_ENU_HTML.htm</a><span><br /><br /></span></p>
<table width="623">
<tbody>
<tr>
<td rowspan="2" style="width: 159.1px;">
<p><strong>Virtuális környezet</strong></p>
</td>
<td colspan="6" style="width: 449.1px;">
<p style="text-align: center;"><strong>SOLIDWORKS verzió</strong></p>
</td>
</tr>
<tr>
<td style="text-align: center; width: 65.3167px;">
<p><strong>2018</strong></p>
</td>
<td style="text-align: center; width: 70.75px;">
<p><strong>2019</strong></p>
</td>
<td style="text-align: center; width: 70.75px;">
<p><strong>2020</strong></p>
</td>
<td style="text-align: center; width: 70.75px;">
<p><strong>2021</strong></p>
</td>
<td style="text-align: center; width: 72.2167px;">
<p><strong>2022</strong></p>
</td>
<td style="text-align: center; width: 71.3167px;">
<p><strong>2023</strong></p>
</td>
</tr>
<tr>
<td style="width: 159.1px;">
<p>VMware vSphere ESXi</p>
</td>
<td style="text-align: center; width: 65.3167px;">
<p>6.0</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>6.5</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>6.7</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>6.7 U3</p>
</td>
<td style="text-align: center; width: 72.2167px;">
<p>7.0 U3c</p>
</td>
<td style="text-align: center; width: 71.3167px;">
<p>7.0 U3f</p>
</td>
</tr>
<tr>
<td style="width: 159.1px;">
<p>VMware Workstation</p>
</td>
<td style="text-align: center; width: 65.3167px;">
<p>9</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>14</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>15</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>15.5</p>
</td>
<td style="text-align: center; width: 72.2167px;">
<p>16.2.3</p>
</td>
<td style="text-align: center; width: 71.3167px;">
<p>16.2.4</p>
</td>
</tr>
<tr>
<td style="width: 159.1px;">
<p>Microsoft Hyper-V</p>
</td>
<td style="text-align: center; width: 65.3167px;">
<p>2012</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>2016</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>2019</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>2019</p>
</td>
<td style="text-align: center; width: 72.2167px;">
<p>2019</p>
</td>
<td style="text-align: center; width: 71.3167px;">
<p>2022</p>
</td>
</tr>
<tr>
<td style="width: 159.1px;">
<p>Parallels Desktop, Mac</p>
</td>
<td style="text-align: center; width: 65.3167px;">
<p>10</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>14</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>14</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>16</p>
</td>
<td style="text-align: center; width: 72.2167px;">
<p>17.1.2</p>
</td>
<td style="text-align: center; width: 71.3167px;">
<p>17.1.2</p>
</td>
</tr>
<tr>
<td style="width: 159.1px;">
<p>Citrix XenServer</p>
</td>
<td style="text-align: center; width: 65.3167px;">
<p>6.2</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>7.4</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>7.6</p>
</td>
<td style="text-align: center; width: 70.75px;">
<p>8.2 LTSR</p>
</td>
<td style="text-align: center; width: 72.2167px;">
<p>8.2 LTSR</p>
</td>
<td style="text-align: center; width: 71.3167px;">
<p>8.2 LTSR</p>
</td>
</tr>
</tbody>
</table>
<p></p>
<p></p>
<h1>Kliensprogramok kompatibilitása</h1>
<p>A hivatalos rendszerkövetelmények ezen a weboldalon találhatók:</p>
<p>LAN alapú kliensek esetén kizárólag Windows operációs rendszerek támogatottak. A fent megjelölt, szerver típusú operációs rendszerekre is lehet telepíteni klienseket. Felhasználói típusú operációs rendszerek kompatibilitása a következő:<br /><br /></p>
<table style="width: 611px;" width="643">
<tbody>
<tr>
<td colspan="2" style="width: 246.433px;">
<p><strong> </strong></p>
</td>
<td style="text-align: center; width: 181.617px;">
<p><strong>Támogatás kezdete</strong></p>
</td>
<td style="text-align: center; width: 162.55px;">
<p><strong>Támogatás vége</strong></p>
</td>
</tr>
<tr>
<td rowspan="4" style="width: 94.3333px;">
<p><strong>Operációs rendszer</strong></p>
</td>
<td style="width: 146.5px;">
<p>Windows 11, 64 bit</p>
</td>
<td style="text-align: center; width: 181.617px;">
<p>2022 Sp2</p>
</td>
<td style="text-align: center; width: 162.55px;">
<p>Aktív</p>
</td>
</tr>
<tr>
<td style="width: 146.5px;">
<p>Windows 10, 64 bit</p>
</td>
<td style="text-align: center; width: 181.617px;">
<p>2015 SP5</p>
</td>
<td style="text-align: center; width: 162.55px;">
<p>Aktív</p>
</td>
</tr>
<tr>
<td style="width: 146.5px;">
<p>Windows 8.1, 64 bit</p>
</td>
<td style="text-align: center; width: 181.617px;">
<p>2014 SP1</p>
</td>
<td style="text-align: center; width: 162.55px;">
<p>2018 SP5</p>
</td>
</tr>
<tr>
<td style="width: 146.5px;">
<p>Windows 7, 64 bit</p>
</td>
<td style="text-align: center; width: 181.617px;">
<p>2010 SP1</p>
</td>
<td style="text-align: center; width: 162.55px;">
<p>2020 SP5</p>
</td>
</tr>
</tbody>
</table>
<p>Windows Home Edition és Windows To Go operációs rendszer nem támogatott.</p>
<p></p>
<p></p>
<h2>Microsoft Excel és Word támogatás</h2>
<table style="width: 582px;" width="482">
<tbody>
<tr>
<td colspan="2" style="width: 198.95px;">
<p><strong> </strong></p>
</td>
<td style="text-align: center; width: 178.317px;">
<p><strong>Támogatás kezdete</strong></p>
</td>
<td style="text-align: center; width: 184.333px;">
<p><strong>Támogatás vége</strong></p>
</td>
</tr>
<tr>
<td rowspan="5" style="width: 117.217px;">
<p><strong>Excel, Word verziója</strong></p>
</td>
<td style="width: 76.1333px;">
<p><strong>2021 *</strong></p>
</td>
<td style="text-align: center; width: 178.317px;">
<p>2022 Sp2</p>
</td>
<td style="text-align: center; width: 184.333px;">
<p>Aktív</p>
</td>
</tr>
<tr>
<td style="width: 76.1333px;">
<p><strong>2019 *</strong></p>
</td>
<td style="text-align: center; width: 178.317px;">
<p>2019 SP2</p>
</td>
<td style="text-align: center; width: 184.333px;">
<p>2023 SP5</p>
</td>
</tr>
<tr>
<td style="width: 76.1333px;">
<p><strong>2016 *</strong></p>
</td>
<td style="text-align: center; width: 178.317px;">
<p>2016 SP3</p>
</td>
<td style="text-align: center; width: 184.333px;">
<p>2023 SP5</p>
</td>
</tr>
<tr>
<td style="width: 76.1333px;">
<p><strong>2013</strong></p>
</td>
<td style="text-align: center; width: 178.317px;">
<p>2013 SP4</p>
</td>
<td style="text-align: center; width: 184.333px;">
<p>2020 SP5</p>
</td>
</tr>
<tr>
<td style="width: 76.1333px;">
<p><strong>2010</strong></p>
</td>
<td style="text-align: center; width: 178.317px;">
<p>2010 SP5</p>
</td>
<td style="text-align: center; width: 184.333px;">
<p>2018 SP5</p>
</td>
</tr>
</tbody>
</table>
<p>* 64 bites verziók javasoltak.</p>
<p></p>
<p></p>
<h1>Tűzfal beállítások</h1>
<p>Alapértelmezett kommunikációs portok a szerver és kliens számítógépek esetén (szükséges a tűzfalon átengedni):</p>
<ul>
<li>UDP ki- és bejövő portok: 3030, 1433, 1434</li>
<li>TCP ki- és bejövő portok: 25734, 25734, 3030, 1433, 1434</li>
</ul>
<p> </p>
<table style="width: 885px; height: 322px;" width="641">
<tbody>
<tr style="height: 46px;">
<td colspan="2" rowspan="2" style="width: 298.933px; height: 92px;">
<p><strong> </strong></p>
</td>
<td colspan="5" style="text-align: center; width: 571.267px; height: 46px;">
<p>Küldő/fogadó komponensek</p>
</td>
</tr>
<tr style="height: 46px;">
<td style="text-align: center; width: 95.7833px; height: 46px;">
<p><strong>Kliens</strong></p>
</td>
<td style="text-align: center; width: 114.533px; height: 46px;">
<p><strong>Archív szerver</strong></p>
</td>
<td style="text-align: center; width: 96.45px; height: 46px;">
<p><strong>SQL szerver</strong></p>
</td>
<td style="text-align: center; width: 137.617px; height: 46px;">
<p><strong>Database szerver</strong></p>
</td>
<td style="text-align: center; width: 104.483px; height: 46px;">
<p><strong>Web szerver</strong></p>
</td>
</tr>
<tr style="height: 46px;">
<td rowspan="5" style="width: 130.6px; height: 230px;">
<p style="text-align: center;">Küldő/fogadó komponensek</p>
</td>
<td style="width: 162.733px; height: 46px;">
<p><strong>Kliens</strong></p>
</td>
<td style="text-align: center; width: 95.7833px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 114.533px; height: 46px;">
<p>3030</p>
</td>
<td style="text-align: center; width: 96.45px; height: 46px;">
<p>1433/1434</p>
</td>
<td style="text-align: center; width: 137.617px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 104.483px; height: 46px;">
<p>80, 443</p>
</td>
</tr>
<tr style="height: 46px;">
<td style="width: 162.733px; height: 46px;">
<p><strong>Archív szerver</strong></p>
</td>
<td style="text-align: center; width: 95.7833px; height: 46px;">
<p>3030</p>
</td>
<td style="text-align: center; width: 114.533px; height: 46px;">
<p>3030</p>
</td>
<td style="text-align: center; width: 96.45px; height: 46px;">
<p>1433/1434</p>
</td>
<td style="text-align: center; width: 137.617px; height: 46px;">
<p>3030</p>
</td>
<td style="text-align: center; width: 104.483px; height: 46px;">
<p>3030</p>
</td>
</tr>
<tr style="height: 46px;">
<td style="width: 162.733px; height: 46px;">
<p><strong>SQL szerver</strong></p>
</td>
<td style="text-align: center; width: 95.7833px; height: 46px;">
<p>1433/1434</p>
</td>
<td style="text-align: center; width: 114.533px; height: 46px;">
<p>1433/1434</p>
</td>
<td style="text-align: center; width: 96.45px; height: 46px;">
<p>1433/1434</p>
</td>
<td style="text-align: center; width: 137.617px; height: 46px;">
<p>1433/1434</p>
</td>
<td style="text-align: center; width: 104.483px; height: 46px;">
<p>1433/1434</p>
</td>
</tr>
<tr style="height: 46px;">
<td style="width: 162.733px; height: 46px;">
<p><strong>Database szerver</strong></p>
</td>
<td style="text-align: center; width: 95.7833px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 114.533px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 96.45px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 137.617px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 104.483px; height: 46px;">
<p>-</p>
</td>
</tr>
<tr style="height: 46px;">
<td style="width: 162.733px; height: 46px;">
<p><strong>SNL szerver</strong></p>
</td>
<td style="text-align: center; width: 95.7833px; height: 46px;">
<p>25734/25735</p>
</td>
<td style="text-align: center; width: 114.533px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 96.45px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 137.617px; height: 46px;">
<p>-</p>
</td>
<td style="text-align: center; width: 104.483px; height: 46px;">
<p>25734/25735</p>
</td>
</tr>
</tbody>
</table>
<p></p>
<p></p>
<h1>SOLIDWORKS PDM alapstruktúra</h1>
<p>A SOLIDWORKS PDM alapstruktúrája a következő:</p>
<p><img src="data:image/png;base64,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" /></p>
<p>*Teljesítmény növelés érdekében szét lehet választani az adatbázis szervert és az archív szervert.<br /><br /></p>
<h2>Microsoft SQL adatbázis szerver</h2>
<p>A szerver információkat tárol a SOLIDWORKS PDM rendszer telepítéséről és a tartalmazott fájlokról,  <br />mint pl. felhasználói adatok, fájl metaadatok, verzió és revízió információk.</p>
<h2>Adatbázis szerver (Database Server)</h2>
<p>Megvalósítja a kommunikációt az SQL szerver és a PDM rendszer-összetevők között.</p>
<h2>Archív szerver (Archive Server)</h2>
<p>A SOLIDWORKS PDM archív szerver titkosítva tárolja a fizikai fájlokat, valamint kezeli a SOLIDWORKS PDM felhasználókat és jogosultságaikat.<br />Általános esetben az adatbázis szerver és az archív szerver ugyanazon a gépen fut. </p>
<h2>Licenckezelő szerver (SolidNetWork License Manager)</h2>
<p>A licencek kiosztását végzi. Lehet SOLIDWORKS PDM szerveren (vagy szerverek) valamelyikén, de egy teljesen különálló gépen is futhat. Az a fontos, hogy a kapcsolat meglegyen a licenckezelő és a PDM szerver-összetevők között. <br />Egy meglévő licenckezelő is használható, több információt itt talál: [<a href="http://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/34/0/tbksnl002">TBKSNL002</a>].</p>
<h2>LAN kliensek</h2>
<p>LAN kliensek segítségével lehet elérni a PDM-ben tárolt fájlokat. Minden olyan számítógépre telepíteni kell a kliens programot, amiről el kell érni az archív szervert.  A kliens csak Windows-os környezetben telepíthető. Más rendszerekből Web-kliens alkalmazásával lehet elérni a fájlokat.</p>
<p> </p>
<p></p>
<h1>SOLIDWORKS PDM nagyvállalati struktúra</h1>
<p>Nagyvállalati, vagy több telephellyel rendelkező cégeknél, esetleg webes alkalmazás esetén a struktúra a következő is lehet:</p>
<p><img src="data:image/png;base64,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" /></p>
<h2>Webszerver</h2>
<p>Lehetőség van egy olyan webszerver beállítására is, amellyel bárhonnan és bármilyen környezetből elérhetővé válnak a fájlok. A webszerver biztosítja a fájlok elérését, természetesen a jogosultságok és autentikáció figyelembevételével.</p>
<h2>WAN kliensek</h2>
<p>A webszerver által biztosított weboldalt felkeresve böngészőn keresztül lehet elérni a fájlokat, bejelentkezés után.<br />A jogosultságok figyelembevételével a fájlok megtekinthetők, módosíthatók és letölthetők.</p>
<h2>Replikált archív szerver</h2>
<p>Lehetőség van replikált szerverek létrehozására is. A központi irodában lévő fájlokat az egyes telephelyek replikált szerveren keresztül érik el. A fájlok egy beállított időpontban (pl. az este folyamán) szinkronizálódnak, így a fájlok elérését az internet sebessége nem befolyásolja. A fájlokat manuálisan is lehet szinkronizálni, nem szükséges megvárni az előre beállított szinkronizálást. Az adatbázis közös marad (a központi irodában lévő adatbázisszerverhez csatlakozik a többi szerver), ezért replikáció esetén továbbra is könnyedén megvalósítható a közös munka. </p>]]></content:encoded>
</item>
<item>
<title><![CDATA[TBKSWX001 - SOLIDWORKS CAD rendszerkövetelmények]]></title>
<link><![CDATA[https://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/tbkswx001]]></link>
<guid isPermaLink="false"><![CDATA[9a1158154dfa42caddbd0694a4e9bdc8]]></guid>
<pubDate><![CDATA[Mon, 19 Mar 2018 09:54:13 +0100]]></pubDate>
<dc:creator />
<description><![CDATA[ Ez a fejezet a SOLIDWORKS CAD programok rendszerkövetelményeit írja le általános használat, valamint konkrét felhasználás alapján.
Általánosan ajánlott rendszerkonfiguráció
A hivatalos, minimum rendszerkövetelmények ezen a weboldalon találhatók: https:...]]></description>
<content:encoded><![CDATA[<p><em> </em><span><em>Ez a fejezet a SOLIDWORKS CAD programok rendszerkövetelményeit írja le általános használat, valamint konkrét felhasználás alapján.</em></span></p>
<h1><span style="color: #ff0000;"><strong>Általánosan ajánlott rendszerkonfiguráció<br /></strong></span></h1>
<p>A hivatalos, minimum rendszerkövetelmények ezen a weboldalon találhatók: <a href="https://www.solidworks.com/support/system-requirements" target="_blank" rel="noopener">https://www.solidworks.com/support/system-requirements</a></p>
<h2><strong>Processzor</strong></h2>
<ul>
<li>Alap: AMD Ryzen 5600X vagy Intel Core i5 13400F</li>
<li>Közép: AMD Ryzen 7600X vagy Intel Core i5 14600K</li>
<li>Felső: AMD Ryzen 7600X, 7950x vagy Intel i7 Core 14700F</li>
<li>Profi: AMD Ryzen 9900X, 9950X vagy Intel Core i9 14900KF széria</li>
</ul>
<p>Kérjük vegye figyelembe:</p>
<ul>
<li>A CPU-nak támogatnia kell a SSE2-t (Streaming SIMD Extensions 2)</li>
<li>Csak 64 bites processzorokat támogat a szoftver</li>
<li>A teljesítményét a CPU magasabb sebességével lehet növelni</li>
<li>Minimum alapórajel: 3.3 GHz</li>
</ul>
<h2><span>Operációs rendszer</span> </h2>
<p>Windows 10 Pro, 64-bites - <strong>csak 2025 SP5-ig </strong><br />Windows 11, 64-bites - csak a 2022 SP2-es verziótól</p>
<p>Kérjük, vegye figyelembe:</p>
<ul>
<li>A Windows Home verziója nem támogatott</li>
<li>A Windows 7 (64-bit) támogatása megszűnt a SOLIDWORKS 2021 SP0-val</li>
<li>A Windows 8.1 támogatása megszűnt a SOLIDWORKS 2019 SP0-val</li>
<li>A 32 bites operációs rendszer támogatása megszűnt a SOLIDWORKS 2015 SP0-val</li>
<li>Mac OS operációs rendszer nem támogatott, kivéve: eDrawings, eDrawings Professional, PDM webszerver kliens</li>
<li>Linux operációs rendszer nem támogatott, kivéve: PDM webszerver kliens</li>
</ul>
<h2>Memória</h2>
<p>16 GB vagy több<br />(PDM Contributor/Viewer vagy Electrical Schematic esetében: 8 GB vagy több)</p>
<h2><span>Merevlemez</span></h2>
<p>Solid State Drive (SSD).<br />Egy SSD lemez akár 10X gyorsabb teljesítményt tud produkálni, mint egy hagyományos merevlemez.<br />A leggyorsabb megoldás pedig a M.2-es típusú SSD háttértár.</p>
<h2><span>Videokártya</span></h2>
<p>Az NVIDIA Quadro és az AMD Radeon Pro sorozatok mind hivatalosan elfogadott videokártyák.<br />A videókártyák OpenGL gyorsítóval kimagasló teljesítményt és stabilitást biztosít különösen 3D modellező nézetben.<br />A hivatalosan ajánlott videokártyák és meghajtók listája megtalálható a SOLIDWORKS Hardware Certificaton weboldalán: <br /><a href="https://www.solidworks.com/support/hardware-certification">https://www.solidworks.com/support/hardware-certification</a></p>
<p></p>
<h2><span>Fájltárolás</span></h2>
<p><span><a href="http://eurosolid.hu/solutions/solidworks-pdm-standard/" target="_blank" rel="noopener"><strong>SOLIDWORKS PDM Standard</strong></a></span> vagy <span><a href="http://eurosolid.hu/solutions/solidworks-pdm-professional/" target="_blank" rel="noopener"><strong>SOLIDWORKS PDM Professional</strong></a></span></p>
<p><a href="https://support.eurosolid.hu/index.php?/Knowledgebase/Article/View/tbkpdm001" target="_blank" rel="noopener"><span>SOLIDWORKS PDM rendszerkövetelmények</span></a></p>
<h2><span>Támogatott virtuális környezetek</span></h2>
<p>A támogatottság függ a használt SOLIDWORKS termék verziójától.<br />A SOLIDWORKS Composer virtuális környezetben nem támogatott. <br />A támogatott virtuális környezetek listája a következő helyen található: <br /><a href="https://www.solidworks.com/support/system-requirements" target="_blank" rel="noopener">https://www.solidworks.com/support/system-requirements</a> (Hardware &amp; Hypervisors)</p>
<h2>Virtuális valóság (VR)</h2>
<p>Az eDrawings Professional VR funkciójához:</p>
<ul>
<li>Támogatott headsetek: HTC VIVE™ és VIVE Pro™</li>
<li>Telepített Valve SteamVR™</li>
</ul>
<h2>Egyéb</h2>
<p>2db 24/27” IPS monitor FullHD vagy 1440p (Rendereléshez színhű kalibrált)</p>
<p><strong> </strong></p>
<h1><span style="color: #ff0000;"><strong>Rendszerkonfiguráció felhasználás alapján</strong></span></h1>
<p><strong><u>Tervezés alapján</u></strong></p>
<table width="640" style="width: 600px;">
<tbody>
<tr>
<td style="width: 123px;">
<p><strong>Összeállítási darabszám (db alkatrész)</strong></p>
</td>
<td style="width: 183px;">
<p><strong>CPU</strong></p>
</td>
<td style="width: 146px;">
<p><strong>RAM</strong></p>
</td>
<td style="width: 148px;">
<p> <strong>Videó kártya</strong></p>
</td>
</tr>
<tr>
<td style="width: 123px;">
<p><strong>4-500</strong></p>
</td>
<td style="width: 183px;">
<p>Intel i5 13400F vagy AMD Ryzen 5600x</p>
</td>
<td style="width: 146px;">
<p>16GB</p>
</td>
<td style="width: 148px;">
<p>Quadro T600 v. Radeon Pro W6400</p>
</td>
</tr>
<tr>
<td style="width: 123px;">
<p><strong>2-5000</strong></p>
</td>
<td style="width: 183px;">
<p>Intel i5 14600K vagy AMD Ryzen 7600x</p>
</td>
<td style="width: 146px;">
<p>16/32GB</p>
</td>
<td width="155" style="width: 148px;">
<p>Quadro T1000 vagy<br />A1000/A2000 v. Radeon Pro W7500, W7600</p>
</td>
</tr>
<tr>
<td style="width: 123px;">
<p><strong>8-10.000</strong></p>
</td>
<td style="width: 183px;">
<p>Intel i7 14700K vagy AMD Ryzen 7600X, 7950X</p>
</td>
<td style="width: 146px;">
<p>32GB</p>
</td>
<td style="width: 148px;">
<p>RTX2000/4000 Ada gen. vagy Radeon Pro W7700 v. W7800</p>
</td>
</tr>
<tr>
<td style="width: 123px;">
<p><strong>10.000+</strong></p>
</td>
<td style="width: 183px;">
<p>Intel i9 14900KF vagy AMD Ryzen 9900X v. 9950X</p>
</td>
<td style="width: 146px;">
<p>64/128GB</p>
</td>
<td style="width: 148px;">
<p>RTX 5000/6000 Ada gen. vagy Radeon Pro W7900 </p>
</td>
</tr>
</tbody>
</table>
<p><strong><u><br />Felhasználás típusa alapján</u></strong></p>
<table width="641" style="width: 601px;" height="623">
<tbody>
<tr>
<td style="width: 169.25px;">
<p><strong>Típusok</strong></p>
</td>
<td style="width: 139.547px;">
<p><strong>CPU</strong></p>
</td>
<td style="width: 120.203px;">
<p><strong>RAM</strong></p>
</td>
<td style="width: 144px;">
<p><strong>Videó kártya</strong></p>
</td>
</tr>
<tr>
<td style="width: 169.25px;">
<p><strong>Rendereléshez</strong></p>
</td>
<td style="width: 139.547px;">
<p>Intel i7 vagy AMD Ryzen 7 (vagy ezeknél erősebb)</p>
</td>
<td style="width: 120.203px;">
<p>16-32GB</p>
</td>
<td style="width: 144px;">
<p>Visualize: 4G RAM min. 30/40xx RTX sorozat (ha nincs a gépen tervezés, akkor GeForce RTX elég). Egy gépben több VGA is lehet, de csak ugyanaz a típus (vagy csak Quadro vagy csak GeForce),<br /><br /></p>
</td>
</tr>
<tr>
<td style="width: 169.25px;">
<p><strong>CAM munkaállomásokhoz</strong></p>
</td>
<td style="width: 139.547px;">
<p>Intel i7 vagy AMD Ryzen 5600x (vagy ezeknél erősebb)</p>
</td>
<td style="width: 120.203px;">
<p>16/32GB</p>
</td>
<td style="width: 144px;">
<p>Középkategóriás szintű </p>
</td>
</tr>
<tr>
<td style="width: 169.25px;">
<p><strong>Szimulációs munkaállomásokhoz</strong></p>
</td>
<td style="width: 139.547px;">
<p>Intel i9 vagy AMD Ryzen 7 (vagy ezeknél erősebb)</p>
</td>
<td style="width: 120.203px;">
<p>32-64GB</p>
</td>
<td style="width: 144px;">
<p>Középkategóriás szintű vagy jobb (alkatrészszám függő)</p>
</td>
</tr>
</tbody>
</table>
<p></p>]]></content:encoded>
</item>
</channel>
</rss>