$$$$ IMPO NOTICE PV 13/12/13 21:15:01 7883 DATE 13/12/13 Operateur IMPOSE Voir aussi : RELA EXCI ---------------- EXTR a) MAIL3 = 'IMPO' 'MAIL' (| 'MESC' |) (CRIT (CRIT2)) MAIL1 MAIL2 ; | 'FAIB' | | 'SYME' | b) DEP1 RIG1 = 'IMPO' MAIL1 MAIL2 ; c) DEP1 RIG1 = 'IMPO' 'BLOC' MAIL3 ; d) MAIL2 = 'IMPO' 'ACTI' MAIL1 DEPTOT ; e) MAIL1 = 'IMPO' 'IMPA' 'MAIT' LI1 'ESCL' | LI2 | ; | P1 | f) RIG1 = 'IMPO' 'IMPA' MAIL1 ... ... (| 'VECT' VECT1 | | 'HEMI' FLOT1 'VECT' VECT1 | | 'PLAT' FLOT2 'VECT' VECT1 | | 'CONE' FLOT3 'ANGL' FLOT4 'VECT' VECT1 |) ; Description: ____________ IMPO is used to calculate a condition of contact between the two lines MAIL1 and MAIL2 (of type SEG2) in 2D (PLAN or AXI mode) or the two surfaces MAIL1 and MAIL2 (of type TRI3) in 3D. Important observation : the only usable syntax when using PASAPAS is : a) a) In case of keyword MAIL, it builds the intermediate mesh of contact elements MAIL3. The optionnal criterium CRIT restricts the generated mesh to elements where distance between nodes is smaller tnan CRIT. The optionnal keyword MESC ask for a non symetrical traitement of contact (slave master description). The optionnal keyword FAIB ask for a weak formulation of contact where the non penetration condition is written in average for each element. By default, the traitment of contact is symetrical (that is corresponding to the case of the SYME optional keyword if given). b) In 3D, the optionnal criterium CRIT2 is the minimal distance between the elements and nodes candidats. It can be used in selfcontact situation to avoid the contact of an element on itself. b) It compute the unilateral contact stifness (of type RIGIDITE) and the associated gap DEP1 (of type CHPOINT). c) In case of keyword BLOC, it use this mesh MAIL3 to build the contact stifness RIG1 and the gap DEP1. d) When the keyword 'ACTIF' is specified, the operator creates the outlines of the lines in contact, given the mesh MAIL1 (MAILLAGE type object) generated by option b of the current operator and the field of displacement that includes the Lagrangian multipliers (CHPOINT type object) DEPTOT. The operator selects the elements of MAIL1 which have an actif Lagrangian multiplier. Therfore DEPTOT shall be the output of the RESO operator. Option only available in 2D. e) The keywords 'IMPA' 'MAIL' 'ESCL' give all the possible links between two lines or one line and a rigid projectile assumed to be a point. These links are not necessary active but they are collected into an object type 'MAILLAGE' which contains the physical points (3 in case of a contact betwwen two lines, 2 in case of a contact between a line and a point) and the two points which supports the Lagrange multipliers. We suppose that LI1 is the master line and and LI2 or P1 are the slave line or node. Observation (e): ________________ LI1 , LI2 : meshes of the two contact-lines in 2D P1 : point (POI1) which represent the rigid projectile. MAIL1 : object type 'MAILLAGE' created (elements type 22). f) The keyword 'IMPA' alone creates an object type 'RIGIDITE' which contains the matrix of link conditions (impenetrability) between the nodes for which a contact is detected. In case of a rigid projectile (POI1) three noses are available : 'HEMI' (hemispherical), 'PLAT' (flat) or 'CONE' (conical). The definition of the axis of the projectile is necessary. Observations (f): _________________ MAIL1 : object type 'MAILLAGE' (elements type 22) see option e 'MAIL'. FLOT1 : radius of the hemispherical projectile (P1 is on the spherical nose on the projectile axis). FLOT2 : length of the flat projetile (P1 is at the centre of the nose). FLOT3 : length of the conical projectile (P1 is at the end of the cone). FLOT4 : angle of conical projectile (projectile axis). VECT1 : axis of the projectile (object type 'POINT'). RIG1 : object type 'RIGIDITE' created (link conditions). Remarque (f) ____________ The coefficients of the matrix are given for the actual configuration. They represent a linearization of the impenetrability conditions. Observation: ____________ The lines must be oriented and support the contact condition on their right. The surfaces must be oriented (for example with the operator ORIE) and support the contact condition on the direction of orientation. MAIL1 >-------------------> /|\ | MAIL2 | DEP1 <-------------------< \|/
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