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class="mediatum_portal_tree_link"><a href="/1510377" class="mediatum_portal_tree_subnav_link mediatum-link-mediatum mediatum_portal_tree_has_submenu">Agrartechnik digital</a> </div> </li> <li class="lv1"> <div style="padding-left: 12px" class="mediatum_portal_tree_link"><a href="/1519685" class="mediatum_portal_tree_subnav_link mediatum-link-mediatum mediatum_portal_tree_has_submenu">Bild-Sammlungen</a> </div> </li> <li class="lv0"> <div style="padding-left: 6px" class="mediatum_portal_tree_link"><a href="/1513355" class="mediatum_portal_tree_subnav_link mediatum-link-mediatum mediatum_portal_tree_has_submenu">Projekte</a> </div> </li> <li class="lv0"> <div style="padding-left: 6px" class="mediatum_portal_tree_link"><a href="/670273" class="mediatum_portal_tree_subnav_link mediatum-link-mediatum mediatum_portal_tree_has_submenu">Einrichtungen</a> </div> </li> </ul> </nav> </div> </div> <div id="portal-column-content"> <div id="portal-breadcrumbs"> <div id="collectionlogo"><a href="http://www.architekturmuseum.de" target="_blank"><img src="/file/647610/49571.jpg" title="http://www.architekturmuseum.de" style="margin-left: 30px;"/></a> </div> <div style="text-align:right; float:right"> <p> </p> </div> <div class="mediatum-content-nav-path"><a href="/604993" class="breadcrumb-delimiter mediatum-link-mediatum">mediaTUM Gesamtbestand</a><a href="/1510382" class="breadcrumb-delimiter mediatum-link-mediatum">Sammlungen </a><a href="/647610" class="breadcrumb-delimiter mediatum-link-mediatum">Architekturmuseum - Sammlung</a><a href="/795264" class="mediatum-link-mediatum">DFG-Projekt DigitAM</a> </div> </div>  <div class="mediatum-startpage"><p><font size="4">DigitAM – Die digitale Sammlung des Architekturmuseums der TUM</font></p> <p><font size="4">Das historische Gedächtnis der Fakultät für Architektur</font></p> <p><br></br> Ausgewählte Planbestände des Architekturmuseums werden im Rahmen des Projektes <span style="font-weight: bold;">DigitAM</span> hochauflösend gescannt.</p> <p class="fliesstext">In der zweijährigen, durch die DFG geförderte Projektlaufzeit wurden ca. 40 000 Pläne mit einem Hochleistungsscanner digitalisiert, der Flächen bis zu einer Größe von 1,20 m x 1,80 m einlesen kann. Als Präsentations- und Rechercheplattform wird <span style="font-weight: bold;">mediaTUM </span>eingesetzt, der von der Universitätsbibliothek entwickelte und betreute Medienserver der TUM. In dieser Online-Datenbank ist das vollständige Inventar der Plansammlung recherchierbar, die erstellten Digitalisate werden seit September 2009 kontinuierlich eingebunden.</p> <p class="fliesstext">Seit 2012 wird das Projekt durch das Architekturmuseum und die Universitätsbibliothek eigenständig weitergeführt.<br></br> Mittlerweile sind 78.000 Scans online verfügbar.</p> <p class="fliesstext"><br></br> Das Architekturmuseum verfolgt mit der Digitalisierung folgende Ziele:<br></br> <br></br> <span style="font-weight: bold;">1. Bestandssicherung durch Faksimilereproduktion</span><br></br> Wichtigstes Ziel des Projekts ist eine dauerhafte Dokumentation der im Architekturmuseum verwahrten Zeichnungen, Graphiken und Planmaterialien, die aufgrund ihrer materiellen Beschaffenheit und ihres Formats  besonders gefährdet sind. Die Digitalisierung wird einen wesentlich selteneren Zugriff auf die originalen Materialien zur Folge haben.<br></br> <br></br> <span style="font-weight: bold;">2. Verbesserter Zugang zu den Beständen</span><br></br> Durch die Bereitstellung eines Online-Katalogs zur systematischen Recherche wird die Zugänglichkeit der Bestände enorm erhöht. Zugleich bedeuten die verbesserten Nutzungsmöglichkeiten insbesondere im Bereich der Bildrecherche eine deutliche Entlastung im Archivbetrieb, so dass die Kapazitäten von Mitarbeiterinnen und Mitarbeitern verstärkt auf Bestandserschließung und -pflege gerichtet werden können.</p> <p class="fliesstext"><span style="font-weight: bold;">3. Erschließung der Bestände für die Allgemeinheit</span><br></br> Die Digitalisate werden durch die vereinfachten Recherchemöglichkeiten für eine weite Öffentlichkeit zugänglich und ermöglichen Wissenschaftlern, Forschern und Interessierten einen Einblick in die Schätze der Sammlung.</p> <p class="fliesstext">Einsehbar sind die Digitalisate auch über folgende Portale:</p> <p class="fliesstext"><a href="https://www.deutschefotothek.de/gallery/freitext/%22architekturmuseum+der+tu+m%C3%BCnchen%22" target="_blank"><img alt="" id="647610" src=" /file/1156298/dflogo.png " style="width: 208px; height: 62px;"></img></a><a href="http://www.deutschefotothek.de/db/apsisa.dll/ete?action=queryGallery&index=freitext&desc=Architekturzeichnungen+digitam&sstate=eJyVVW1v2zYQtq20SeRlTthsTd0VSD0MKIbMsN4cO0XRdUkKZCiSIF6_GTBoi4pZS6JHUnnpj-qv2g_ZHWWnVlMX6BeBvOfuuYenO3KtTD7YhIXT5r8Zk7dNpWkaUhlu_vfJ2ik1rJCHL0pu116hklHy2xs5GnPNJjqTf-xmabh7kl6ylLNMfmR8NE4z3NatN6dHDUvHk99LnfKfT_5em7PWn9mPMFcsxCSb3iUjpXrpRbmz3bBt69hpkbKzU278imuH1OnnlAs5mjdJDE6b6OSS1VGiZpY6WjyyFUYhu2pKpW6VZkkzZIAZej-nr-I6IJVUzIE2Kbdg_TOu98nGBVNZrM8lUyzV84AOqbgBbDZw0yUrMVeIrduVYzfn_QEQt0WwcPOdQyyqRjM3L3erwdInq5GQ11AAI6FyDHJclPAE1l2yNaSjyYGz57zkKR1pfoVH-MVA24pNqaRaSIPfoXWDElQFgBu8VCxmI81CU0_EnoIhgQMVCA7uCGaZDYHb3gtan7m_Oz5w9vaD74xfPMB-e89pLQj49tGfGvTRrKAofgGE4vYcUjFN8KNt9aCvHmihKTbMFu5dshZJBm12o_O_1oMeskQU5Q3Rg6651xA7YIc_XYt4rJk8Sa-44sMYUxBEHLLOUw7G3PYMbS7Z7mmqM_VOXPIUPpcsPMu0KRzAHtnUY2YGcSBNNjVT4_rEgh6f8wRLebYR3ifVIVUTpgdXnF3PgzpLg2oId8lDqOztMJ75e62l_nhyzyG1BBTyacwu7rRuIOKSFZ5GIh_PnueR1ZBpymM1D_W_Fmp8A_Dl4SAflypa2rOJM4GdrwVifbwusRI6zbuk5y9Vjkn81qIg_P2-Q9Z4Ooqz0EwKpvJdUlNjcX0oEmzXt0Ims7r43lJ2w-Xf5wqWcrW_zdUpcBlTt2CCa6SHNWMRhWrMfILWvbCgeMKf7GoYDUZjOoXOVcRc7maGCmY7ElpcShqxFMDnRXCTZlFKxwkLQX4y-Ii1bBRdtqbwFSlLBxPBJG7MhBd81oc8DlOuFM7I4yL2EIYhMbm_1Cukzm-bghmeGUmBCSN2i1BNDD-AUM4kvB652C-DEwiFB2loJr4APdCSMccM1wbYE3qTj7wiZezMU7sKgw4mGB89Jq_6_df9w4M-nap-OOwfvXVbjnP-_q93J4eD84uzo_eH_5ycnQKMeIRg_5oNpRAa3XfK_wN5xQgf" target="_blank"> </a></p> <p class="fliesstext"><a href="https://www.deutsche-digitale-bibliothek.de/searchresults?isThumbnailFiltered=true&query=*&facetValues%5B%5D=provider_fct%3DArchitekturmuseum%2Bder%2BTechnischen%2BUniversit%C3%A4t%2BM%C3%BCnchen&offset=0&viewType=list" target="_blank"><img alt="" src="/file/795264/536862.png" style="float: left; width: 208px; height: 74px;"></img></a></p> <p class="fliesstext"> </p> <p class="fliesstext"> </p> <p class="fliesstext"> </p> <p class="fliesstext"><a href="https://www.europeana.eu/de/collections/organisation/1482250000004477303-architecture-museum-at-technical-university-of-munich" target="_blank"><img alt="" src="/file/795264/36367.png" style="width: 208px; height: 75px; float: left;"></img></a></p> <p class="fliesstext"> </p> <p class="fliesstext"> </p> <p class="fliesstext"> </p> <p class="fliesstext"><a href="https://www.bildindex.de/gallery/encoded/eJzjYBKy4GLPT8rSTczJEVJMLErOyCxJzS4pLcotLU4tzVVISS1SKClVyD28Jy85IzVPitnRz0WJuSQnW4tBSBqhk8XE1EALWRIA0-UZxA**" target="_blank"><img alt="" src="/file/795264/273217.png" style="width: 208px; height: 58px;"></img> </a></p> <p class="fliesstext"><a href="https://www.bavarikon.de/object/bav:BSB-CMS-0000000000011249?lang=de" target="_blank"><img alt="" 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style="height: 77px; width: 200px;"></img></a> Projektzeitraum: 15.11.2023 bis 31.01.2025</p> <p>Das Architekturmuseum der TUM freut sich, mit seiner Sammlung künftig Partner von &bdquo;bavarikon“, dem Internetportal des Freistaats Bayern zur Präsentation von Kunst-, Kultur- und Wissensschätzen zu sein. Das Projekt sieht die Bereitstellung der bereits digitalisierten und über &bdquo;MediaTUM“ online abrufbaren historischen Bestände mit Bayernbezug auf &bdquo;bavarikon“ vor. Darunter befinden sich die bedeutenden Nachlässe von Carl von Fischer, Friedrich von Gärtner, Friedrich von Thiersch und Theodor Fischer.</p> <p>Neu gescannt werden fünf, für die Forschung relevante Nachlässe aus der Zwischen- und Nachkriegszeit von Adolf Abel, Werner und Annelise Eichberg, Olaf Andreas Gulbransson, Hans und Traudl Maurer und Hans Schwippert.</p> <p>Projektleitung: Dr.-Ing. Irene Meissner<br></br> Stellv. Projektleitung: Anton Heine<br></br> Archivarin: Dr. Evelyn Pechinger-Theuerkauf (E-Mail: pechinger@architekturmuseum.de)<br></br> Archivarin: Dipl.-Rest. (Univ.) Luise Sand (E-Mail: sand@architekturmuseum.de)<br></br> Reproduktionsfachkraft: Burim Kurti (E-Mail: kurti@architekturmuseum.de)<br></br> Studentische Hilfskraft: Viktor Höricht (E-Mail: archiv@architekturmuseum.de)</p> <p class="fliesstext"><span style="font-weight: bold;">Die Projektpartner</span></p> <p class="fliesstext">Die Digitalisierung der Plansammlung des Archivs ist ein Projekt des Architekturmuseums der TUM in Kooperation mit der Universitätsbibliothek und wurde durch die Deutsche Forschungsgemeinschaft gefördert.</p> <p style="text-align: left;"><img alt="DFG" height="28" src="/file/795264/501925.png" width="220"></img></p> <p>Die technische Realisierung des Projekts erfolgte in Zusammenarbeit mit der <a href="http://www.mikrounivers.de/">Firma Mikro-Univers GmbH</a> auf Scannern der <a href="http://www.crusescanner.com/">Firma Cruse GmbH</a>.<br></br> <br></br> <br></br> <br></br> <br></br>  </p> </div>  <div id="paths"><b>Vorkommen:</b><br/> <ul> <li><a href="/604993" class="breadcrumb-delimiter mediatum-link-mediatum">mediaTUM Gesamtbestand</a><a href="/1510382" class="breadcrumb-delimiter mediatum-link-mediatum">Sammlungen </a><a href="/647610" class="mediatum-link-mediatum">Architekturmuseum - Sammlung</a> </li> </ul> </div>  </div> <div style="clear:both;"></div> </div> <div style="clear:both"></div> <div id="footer"><span class="footer_left"><a href="mailto:mediatum@ub.tum.de" class="customcontent mediatum-link-external">mediatum@ub.tum.de</a><a href="/?item=604993_15.html" class="customcontent mediatum-link-internal">Kontakt</a><a href="/?item=604993_17.html" class="customcontent mediatum-link-internal">脺ber mediaTUM</a><a href="/?item=604993_14.html" class="customcontent mediatum-link-internal">Hilfe</a></span><span class="footer_right"><a href="/?item=604993_12.html" class="customcontent mediatum-link-internal">Nutzungsrechte</a><a href="/?item=604993_9.html" class="customcontent mediatum-link-internal">Datenschutz</a><a href="/?item=604993_18.html" class="customcontent mediatum-link-internal">Barrierefreiheit</a><a href="https://www.ub.tum.de/impressum" class="customcontent mediatum-link-external">Impressum</a></span> </div> </div> </body> </html>