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$$$$ SURF     NOTICE  CHAT      11/09/12    21:18:13     7124           
                                             DATE     11/09/12
                                             
  Operateur SURFACE                        Voir aussi :
    -----------------   
    SURF1 = SURFACE (CHPO1) | LIG1  | 'PLANE' (CRIT) ;
                            |       | 'SPHERIQUE'   CENTR1 ;
                            |       | 'CYLINDRIQUE' AXEI1  AXEJ1 ;
                            |       | 'CONIQUE'     SOMM1  AXEJ1 ;
                            |       | 'TORIQUE'     CENTR1 AXEJ1 CENTR2 ;
                            |
                            |
                            | 'POLYNOME' N1 N2 P1   P2  (P3  (P4  ... ) )
                            |                  P11  P12 (P13 (P14 ... ) )
                            |                 (P21 (P22 (P23 (P24 ... ) )
                            |                 (           ...           )
                            |    ('PARAMETRE' U1 U2   V1 V2) ('REGULIER') ;


    Description :
    _____________

    The SURFACE operator constructs the mesh which is located within
 the contour defined by the LIG1 object (which must be a set of closed
 lines). In addition, the POLYNOME option enables the construction of a 
 parametered surface.

    Contents :
    __________

    It is possible to enter a CHPOINT (CHPO1) of mesh size (one 
 component per node) to be respected.

    LIG1 may be composed of external and internal contours (delimiting 
 holes) which must turn into opposite directions.

    The mesh can be carried out by means of triangular, or quadrangular
 elements depending on what is requested in the OPTION instruction.  

    The surface can be PLANE, SPHERIQUE, CYLINDRIQUE, CONIQUE or
TORIQUE (according to the key word).

    'PLAN'          : optionally :
    'CRIT'          : planeity criterium. cosinus of angle between 
                      nodes of the line and plane perpendicular.

    'SPHERIQUE'     : key word followed by :
    CENTR1          : sphere centre (POINT type)

    'CYLINDRIQUE'   : key word followed by :
    AXEI1, AXEJ1    : two points of the cylinder axis (POINT type)

    'CONIQUE'       : key word followed by :
    SOMM1, AXEI1    : cone apex and a point of the axis (POINT type)

    'TORIQUE'       : key word followed by :
    CENTR1          : torus centre (POINT type)
    AXEI1           : a point of the symmetry axis (POINT type)
    CENTR1          : centre of the small circle  (POINT type)

    Note :
    _______

    For a conical surface, the contour must not pass through
 the cone apex.
   
   ---------------------
   |  POLYNOME option  |
   ---------------------

    The result is the MAILLAGE of the parametered surface of equation :


                               |  P1  P2  P3  P4 .. |   |   1     |
               2     (N2-1)    | P11 P12 P13 P14 .. |   |   U     |
P(U,V) = (1 V V  ...V      ) x | P21 P22 P23 P24 .. | x |  ..     |
                               |         ...        |   |U**(N1-1)|


    N1 , N2,         : respectively, number of columns and lines of
                       the matrix of points (ENTIER type)

    P1, P11, ... ,   : POINT type objects. The abscissae of these points
                       give the parametrical representation of the
                       surface points abscissae, etc... 
                       
    U1, U2           : U parameter variation boundaries (FLOTTANT type)
                       (equalling (0,1) by default)

    V1, V2           : V parameter variation boundaries (FLOTTANT type)
                       (equalling (0,1) by default)

   'REGULIER'        : key word (MOT type) indicating that the surface
                       points must be equally set apart in the geometrical
                       space (considering the existing densities) rather 
                       than in the parametrical space

 
 

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