Finite element of a rod in an immovable coordinate system

Yevhen Kharchenko

doi:10.1117/12.726765

10 April 2007 Finite element of a rod in an immovable coordinate system

Yevhen Kharchenko

Proceedings Volume 6597, Nanodesign, Technology, and Computer Simulations; 659711 (2007) https://doi.org/10.1117/12.726765
Event: Nanodesign, Technology, and Computer Simulations, 2006, Olsztyn, Poland

Abstract

The finite element of rod deformed in axial direction is built by the means of substitution accompanying coordinates by immovable ones and subsequent integration of nonlinear equation with partial derivatives by method of weighted discrepancies. The worked out finite elements discretization gives opportunity to analyses oscillating processes in long-measured elastic solids with movable boundary conditions.

Citation Download Citation

Yevhen Kharchenko "Finite element of a rod in an immovable coordinate system", Proc. SPIE 6597, Nanodesign, Technology, and Computer Simulations, 659711 (10 April 2007); https://doi.org/10.1117/12.726765

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