User Tools

Site Tools


elements:cpl2d

CPL2D

Plane or axisymmetric state

Description

Thermomechanical analysis in large deformation with or without metallurgy (in static or dynamic).

The element is defined by 3, 4, 6, or 8 nodes specified in NODES according to the order indicated in the figure.

Type: 202
Implemented by: M. Bourdouxhe, 1985 - Last revised by Charlier & Radu, 1993

Files

Prepro: CPL2DA.F
Lagamine: CPL2DB.F

Input file

Title (A5)
TITLE“CPL2D” in the first 5 columns
Control data (3I5)
NELEMNumber of elements
INDPP 0 → No specific weight
1 → Specific weight taken into account (or in dynamic analysis)
INSIG = 0 No initial stresses
= 1 Initial stresses
Only if INDPP = 1 (4G10.0)
WSPE(1) = specific weight in X direction
WSPE(2) = specific weight in Y direction
WSPE(3) = constant heat source
WSPE(4) = density
Initial stresses - Only if INSIG = 1 (3G10.0)
SIGY0$\sigma_{y0}$ effective stress $\sigma_y$ at the axis origin
DSIGYSpecific weight along Y axis
AK0$k_0$ ratio $\sigma_x/\sigma_y$
Definition of the elements (5I5/8I5)
NNODENumber of nodes: 3, 4, 6, 8 - in generalized plane state, one must impose NNODE = 8 and define only the first 8 nodes. The 9th node should not be included
NINTENumber of integration points (1, 3, 4, 7 or 9)
LMAT1Mechanical material law (in case of metallurgical analysis, number of the ARBTHMET law)
LMAT2Thermal material law (in general LTHNLS or THMET for metallurgical analysis)
LMAT3Metallurgical material law (number of the METAMEC law) - put 0 if no metallurgical law
NODES(NNODE) List of nodes

Results

The results are in order: first the stresses, then the state variables for each integration point.
This gives: Without metallurgy:

  • NINTE (for each point) * sigma (in global axes): $\sigma_x$, $\sigma_y$, $\sigma_{xy}$, $\sigma_z$, $f_x$, $f_y$, $f_{capacitive}$, $f$ due to $\varepsilon^p$
  • NINTE * (internal variables): internal variable of the mechanical law

With metallurgy:

  • NINTE (for each point) * sigma (in global axes): $\sigma_x$, $\sigma_y$, $\sigma_{xy}$, $\sigma_z$, $f_x$, $f_y$, $f_{capacitive}$, $f_{phase change}$, $0$
  • NINTE * (internal variables): internal variable of the mechanical law, percentage of AU, PR, PE, BA, MA, Scheil sum, heat dissipated through phase change, $\lambda$, $\rho c$, indic., $0$
elements/cpl2d.txt · Last modified: 2020/08/25 15:46 (external edit)