Operator @ANA_LIM DATE 96/06/06 Procédure @ANA_LIM ------------------ @ANA_LIM TAB1; TAB1. BLOCAGES_MECANIQUES MAXITERATION BRIDE MECARUINE CADIM MODELE CALCUL_COQUE PAS CHARGEMENT PRECISION CONTRAINTES PROCEDURE_PERSO1 CRITERE REPRISE DEPLA RESULTAT EVOLCL SIGLIM LISTCL LISTITER Description : _____________ this procedure enables the users to calculate the limit load of a structure. The modele is equivalent to a plastic perfect calcul monotonically converging to the solution. Version 04/96 Contents : __________ TAB1 : TABLE type object. On input, TAB1 is used to define the options and the calculation parameters. The indices of the TAB1 object are words (written in words). Here is their list : index pointed object comments type MODELE MMODEL model object including the whole stucture (MECANIQUE ELASTIQUE) Indispensable CHARGEMENT CHPOINT force field Indispensable BLOCAGES_MECANIQUES RIGIDITE blockading matrice Indispensable CRITERE MOT plasticity criteria VONMISES or tresca (write TRSCA) default: VONMISES SIGLIM FLOTTANT flow limit ou MCHAML if MCHAML , the type must be SCALAIRE on the stress calculation points in the elements. (see CHAN -> type "SCALAIRE" and "STRESSES") default value: 1. CALCUL_COQUE MCHAML shell elements computation stype CARACTERISTIQUES geometrical properties of the shell(EPAI, ALFA) ALFA=2/3 PRECISION FLOTTANT precision default value: 1e-3 MAXITERATION ENTIER maximum number of iterations default value: 49 PAS ENTIER results steps default value: 1 REPRISE LOGIQUE if REPRISE=VRAI it is a renewal of the computation. Example at the end On output, TAB1 enables the user to find again the results index pointed object comments type MECARUINE MCHAML VMises when converging sstype CONTRAINTES CONTRAINTES MCHAML stresses when converging DEPLA CHPO Displacements when converging YOUNG MCHAML young when converging LISTITER LISTREEL iterations list LISTCL LISTREEL limit loads list EVOLCL EVOLUTION limit loads evolution CADIM FLOTTANT limit load parameter result of limit load/elastic load "barometre" enables to verify that the Von Mises stresses (or Tresca ) converge to the yield surface. list of errors: AVERT1:you are totally elastic (under the elastic limit) AVERT2:the limit loads increase -> the theory is unavailable AVERT3:not enough iterations - at the end of a computation you can write table.REPRISE=vrai and recomputed with AL for more information David Plancq (42257492) $$$$