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6.3 Crack Bandwidth

For the concrete plasticity model [§5.1.3], the anisotropic Rankine-Hill plasticity model [§5.2.3], the Smeared Cracking model [§6.1], and the Total Strain crack models [§6.2] DIANA assumes a default for the crack bandwidth h . For linear two-dimensional elements this is h = $ \sqrt{{ 2 A }}$ , for higher order two-dimensional elements h = $ \sqrt{{ A }}$ with A is the total area of the element. For solid elements the default is $ \sqrt[3]{{ V }}$ with V is the volume of the element. For truss, plane strain, and axisymmetric elements the default is 1. For beam elements the default is the length of the element, calculated as V/$ \bar{{A}}$ with V is the volume of the element and $ \bar{{A}}$ is the average cross-sectional area of the beam. To guide the cracking algorithm, you may overrule this default value via an additional material data item.

    (syntax)


\begin{figure}\centering
\begin{tabbing}
\texttt{'MATERI'}
\\ [-1.0ex]
\rule{14...
...[}\>\texttt{CRACKB}\>\texttt{\textit{h}}\(_{r}\,\){]} \end{tabbing} \end{figure}


CRACKB
h is the crack bandwidth h .


next up previous contents index
Next: 6.4 Crack Index Up: 6. Cracking Previous: 6.2.5 Lateral Influence   Contents   Index
DIANA-9.3 User's Manual - Material Library
First ed.

Copyright (c) 2008 by TNO DIANA BV.