Download PDF by Bernd Klein: FEM

By Bernd Klein

ISBN-10: 3834802964

ISBN-13: 9783834802965

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Sample text

24) 2 wg L  ¦ §¨ G ˜ J p ˜ g j i ·¸ ˜ ) i wx ¹ o i 1© 0, j 1, 2. 25) vor, die entwickelt lautet:  º ª c ª 411 412 º ª ) 11 c12 º ª )1 º 1 »« » »˜« « »˜«  » «¬ c «¬ 4 21 4 22 »¼ «¬ ) 21 c 22 »¼ «¬ ) 2 »¼ 2¼ ª Tx1 « «¬ Tx 2 º ª T1 º » « » .

4 Finites Grundgleichungssystem 27 kräfte (-U . ü) berücksichtigt werden müssen. 27) lautet somit: Dt ˜ ı p U ˜ ü . 29) Vielfach treten in Systemen noch zusätzliche dissipative Kräfte auf, die Schwingungsauslenkungen dämpfen. Diese Kräfte wirken ebenfalls der Bewegung entgegen und können gewöhnlich geschwindigkeitsproportional (-c . u ) angesetzt werden. In späteren Betrachtungen werden wir noch einmal auf die Besonderheiten der Elastodynamik eingehen. 4 Finites Grundgleichungssystem Für die Problemklassen Elastik und Dynamik sind also mit Gl.

Wie ersichtlich, hat dieser Ablauf zwar einige schematische Anteile, hieraus ist aber nicht zu schließen, dass eine Problembearbeitung mit FEM einem festen Automatismus gehorcht. So verschiedenartig wie Problemstellungen sein werden, werden auch Lösungsansätze zu entwickeln sein. Das Treffen der Realität hat dabei viel mit der Beherrschung der theoretischen Möglichkeiten und der Ausschöpfung der Fähigkeiten der Programme zu tun. In der Praxis ist zunehmend ein Zusammenwachsen von CAD und FEM (z.

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FEM by Bernd Klein


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