Operator CHOC DATE 94/01/10 Opérateur CHOC -------------- Description : ____________ The CHOC operator constructs an ATTACHE type object which contains the description of an impact type linkage. This operator is used for studying the vibrations of structures subjected to impacts. The model is as follows : if an impact occurs at one point P of a structure, a force proportional to the penetration at the level of contact is applied on P. Coulomb dry friction may occur. There are two ways of using this operator depending on the type of impact considered : ------------------- | 1st possibility | ------------------- Impacts for which the normal to the surface of contact is a fixed direction : CHO12=CHOC 'PTCH' | ELSTR1 | 'PTCH' | ELSTR2 | 'NORM' VEC1 'JEU' ... | GEO1 | | GEO2 | .... FLOT1 'RAID' FLOT2 ('FROT' PROG1) ('AMOR' PROG2) ; Contents : _________ 'PTCH' : key word for describing the points that might be subjected to the impact. The point I1 of the structure SI1 can hit the point J2 of the structure SJ2. ELSTR1 : structure element (ELEMSTRU type) (NOTA : If the impacts between the structures have common characteristics, non-elementary ELSTs may be used, in this case, ELSTR1 ith point can hit ELSTR2 ith point) GEO1 : geometry of a fixed support (POINT or MAILLAGE type) 'NORM' : key word followed by : VEC1 : normal to the impact plane (POINT type) 'JEU' : key word followed by : FLOT1 : gap in relation to the normal (FLOTTANT type) 'RAID' : key word followed by : FLOT2 : impact stiffness (FLOTTANT type) 'FROT' : key word followed by : PROG1 : friction coefficients (LISTREEL type) 'AMOR' : key word followed by : PROG2 : impact dampers (LISTREEL type) ------------------- | 2nd possibility | ------------------- Impacts for which the normal to the surface of contact pertains to a fixed plane. Most of the time it concerns impacts between beams of parallel axes. CHO12=CHOC 'PTCH' | ELSTR1 (GEOP1) | 'PROF' SEG2I1 'VECT' VEC1 ... | GEOM1 | ... 'TAIL' FLOT1 'PTCH' | ELSTR2 (GEOP2) | 'PROF' SEG2J2 'VECT' VEC2 | GEOM2 | ... 'TAIL' FLOT2 'CONF' | 'EXTE' | 'NORM' VEC3 ('JEU' FLOTJEU) ... | 'INTE' | | ('TRAN') | ... 'RAID' FLOT3 ( 'FROT' PROG1 ) ( 'AMOR' PROG2 ) ; Contents : __________ CHO12 : result (ATTACHE type) 'PTCH' : key word for describing points that might be subjected to the impact. The point I1 of the structure SI1 can hit the point J2 of the structure SJ2. ELSTR1 : structure element (ELEMSTRU type) (NOTA : If the impacts between the structures have common characteristics, non-elementary ELSTs may be used, in this case, ELSTR1 ith point can hit ELSTR2 ith point) GEOM1 : geometry of a fixed support (MAILLAGE type) GEOP1 : initial position of the impact point(s) which must be specified when the structures are identical (POINT or MAILLAGE type) 'PROF' : key word followed by : SEG2I1 : structure section in the plane xOy (MAILLAGE type) 'VECT' : key word followed by : VEC1 : impact plane vector used for defining the local axes connected with the point of impact I1 (POINT type) 'TAIL' : key word followed by : FLOT1 : - radius of the greatest circle of centre I1 contained in the section, in case of a hollow structure (FLOTTANT type) - radius of the smallest circle of centre I1 containing the section, in case of a solid structure (FLOTTANT type) 'CONF' : key word for describing the impact configuration 'EXTE' : key word if we are in the presence of 2 concave structures 'INTE' : key word if we are in the presence of one concave structure and one convex 'TRAN' : key word if the structures are moving in a translation with respect to the normal to the impact plane 'NORM' : key word followed by : VEC3 : normal to the impact plane (POINT type) 'JEU' : key word (compulsory with the word TRAN) followed by : FLOTJEU : region of impact length with respect to the normal to the impact plane (FLOTTANT type) 'RAID' : key word followed by : FLOT3 : impact stiffness (FLOTTANT type) 'FROT' : key word followed by : PROG1 : friction coefficients (LISTREEL type) 'AMOR' : key word followed by : PROG2 : impact dampers (LISTREEL type) Note : _______ The section of the structure, the corresponding local axes and possibly the initial position of the point of impact are associated with each point of impact. The local axes are defined by the normal to the impact plane and by an orthogonal vector V. The origin of the local axes corresponds to the point of impact, the axis Oz to the normal, and the axis Ox to the vector V. The sections are discretized with straight line segments in the plane xOy of local axes. MAKE SURE that the mesh of a convex section be oriented anti clockwise, and that the mesh of a concave section be oriented clockwise. If the impacts cannot occur on the part which is not described, only a part of the section will be meshed.