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Wiley-VCH - Technische Mechanik

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Auflage September 2024<br/>640 Seiten, Softcover<br/>400 Abbildungen<br/><em>Lehrbuch</em> </p> <p> <div class="product-sku"> ISBN: <span><strong>978-3-527-35323-1</strong></span> </div> <div class="product-manufacturer"> <span>Wiley-VCH, Weinheim</span> </div> </p> <p class="product-links"><a href="//application.wiley-vch.de/books/sample/3527353232_ftoc.pdf" class="productaddon"><span>Inhalt</span></a><a href="//application.wiley-vch.de/books/sample/3527353232_c01.pdf" class="productaddon"><span>Probekapitel</span></a><a href="//application.wiley-vch.de/books/sample/3527353232_bindex.pdf" class="productaddon"><span>Index</span></a></p> <div class="clearfix"></div> </div> <div class="product-short-description"> <h3>Kurzbeschreibung</h3> <p>Klar strukturiert und mathematisch sauber erklärt Stefan Hartmann das oft gefürchtete Fach Technische Mechanik auf hohem didaktischen Niveau in einem Band. 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Geometrie<br /> 2 Kraftsysteme<br /> 2.1 Kraft und Moment<br /> 2.2 De¿nition von Kraftsystemen<br /> 2.3 Kraftdichten<br /> 3 Schwerpunktberechnungen<br /> 3.1 Materieller Körper und Massenmittelpunkt<br /> 3.2 Linien-, Flächen- und Volumenschwerpunkte<br /> 3.3 Schwerpunkt und Gravitation<br /> 3.4 Linien- und Flächenlasten<br /> 4 Strukturelemente<br /> 4.1 Schnittprinzip und Lagerreaktionen<br /> 4.2 Untersuchung der Lösbarkeit von Starrkörperberechnungen<br /> 4.3 Statisch bestimmte Fachwerkberechnung <br /> 4.4 Balkenberechnung <br /> 4.5 Seilberechnung <br /> 4.6 Momentenfreie Bögen <br /> 5 Reibung <br /> 5.1 Haftreibung <br /> 5.2 Seilreibung <br /> 6 Eindimensionaler Spannungs- und Verzerrungszustand <br /> 6.1 Experimentelle Beobachtungen <br /> 6.2 Der eindimensionale, linear elastische Festkörper<br /> 6.3 Fachwerkberechnung <br /> 7 Mehrdimensionale Spannungs- und Verzerrungszustände <br /> 7.1 Grundgleichungen der Elastostatik <br /> 7.2 Spannungsmaße <br /> 7.3 Erweiterte Betrachtungen der Elastostatik <br /> 7.4 Zweidimensionale Elastostatik <br /> 8 Technische Balkentheorie <br /> 8.1 Spannungs-Schnittgrößenzusammenhang <br /> 8.2 Einfache Biegung des geraden Balkens <br /> 8.3 Querschnittswerte <br /> 8.4 Zweiachsige Biegung <br /> 8.5 Torsionstheorie <br /> 8.6 Biegung mit Querkraft <br /> 8.7 Superposition von Lösungen <br /> 8.8 Knicken von Stäben <br /> 9 Energetische Betrachtungen <br /> 9.1 Grundbegri¿e der Energiemethoden <br /> 9.2 Sätze von Maxwell, Betti und Castigliano <br /> 9.3 Prinzip der virtuellen Verschiebungen<br /> Teil III Dynamik starrer Körper <br /> 10 Kinematik von Punktmassen und starren Körpern <br /> 10.1 Dreidimensionale Punktbewegung<br /> 10.2 Dreidimensionale Starrkörperbewegung<br /> 10.3 Ebene Starrkörperbewegung <br /> 10.4 Bewegte Bezugssysteme <br /> 10.5 Bewegte Bezugssysteme in der Starrkörpermechanik <br /> 10.6 Kreiselkinematik <br /> 11 Bilanzgleichungen der Mechanik <br /> 11.1 Masse-, Impuls- und Drehimpuls <br /> 11.2 Massenbilanz <br /> 11.3 Impulssatz für Punktmassen <br /> 11.4 Spezielle Kräfte <br /> 11.5 Massenmittelpunkt und Massenträgheitsmomente <br /> 11.6 Impuls- und Drehimpulsbilanz bei Starrkörpern <br /> 11.7 Der Fall der Statik <br /> 11.8 Ebene Starrkörperbewegung <br /> 11.9 Impuls- und Drallsatz im bewegten Bezugssystem <br /> 12 Bilanz der mechanischen Leistung/Energiesatz <br /> 12.1 Energiebetrachtungen bei Punktmassen (geradlinige Bewegung) <br /> 12.2 Energiebetrachtung bei Punktmassen <br /> 12.3 Energiebetrachtungen bei Starrkörperbewegungen <br /> 13 Der Stoß <br /> 13.1 Grundbetrachtungen des Stoßes <br /> 13.2 Gerader, zentraler Stoß <br /> 13.3 Schiefer, zentraler Stoß <br /> 13.4 Exzentrischer Stoß <br /> Anhang A Dimension und Einheit <br /> Anhang B Analysis <br /> B.1 Funktionen <br /> B.2 Funktionen und deren Ableitungen <br /> B.3 Flächen- und Volumenintegrale <br /> Anhang C Lineare Algebra <br /> C.1 Matrizenrechnung <br /> C.2 Homogene Gleichungssysteme <br /> C.3 Lösung von zwei Gleichungen für zwei Unbekannte <br /> C.4 Berechnung der Eigenvektoren <br /> C.5 Einführung in die Tensorrechnung <br /> </div> <div role="tabpanel" class="tab-pane fade" id="product-tab3-content"> Stefan Hartmann ist Professor für Festkörpermechanik am Institut für Technische Mechanik der Technischen Universität Clausthal. Er ist aktiv in verschiedenen Organisationen wie der Gesellschaft für Angewandte Mathematik und Mechanik (GAMM), insbesondere dem Deutschen Komitee für Mechanik (DEKOMECH) und Mitorganisator diverser Konferenzen und Workshops sowie Autor von mehr als 100 Veröffentlichungen in angesehenen nationalen und internationalen Fachzeitschriften sowie Büchern. Stefan Hartmann vertritt seit 30 Jahren äußerst engagiert die Technische Mechanik in der universitären Lehre. Schwerpunkte seiner Arbeit liegen in der experimentellen Mechanik, der computergestützten Modellierung von Materialeigenschaften (Elastizität, Viskoelastizität und Viskoplastizität) und der Weiterentwicklung der Finite-Elemente-Methode. </div> </div> </div> </div> </div> <div class="row-flex relatedproducts hide"> <div class="col-md-20" id="relatedproducts"></div> </div> <script type="text/javascript"> var relatedProducts = (function($){ var url = 'https://www.wiley-vch.de/de?option=com_ajax&module=wiley_shopoffers&method=getItems&format=raw&id=54797'; var params = {"display":"related","filter_category":"0","layout":"slider-horizontal","number_products":"200","products_per_row":"4","item_heading":"1","header":"Weitere Titel der Reihe\u2026","moduleclass_sfx":"","module_tag":"div","bootstrap_size":"0","header_tag":"h3","header_class":"","style":"0"}; var container = $('#relatedproducts'); return { init: function (context) { var post = $.post(url, params); post.done(function(data) { container.empty(); 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