Method for modeling a glenoid surface of a scapula, apparatus for implanting a glenoid component of a shoulder prosthesis, and method for producing such a component

1. A method of modeling a glenoid surface of a scapula for articulating against a substantially complementary humeral surface, comprising the successive steps of:

generating cartographic data representative of points belonging to a glenoid surface that is to be modeled;

distinguishing from among the cartographic data a first group of cartographic data corresponding to a first part of the glenoid surface, the first surface part of the glenoid surface being situated farthest down in a vertical direction in relation to the scapula;

calculating from the first group of cartographic data a first imaginary ellipsoid portion that coincides substantially with the first surface part of the glenoid surface; and

obtaining a first theoretical glenoid surface from the first ellipsoid portion.

2. The method of claim 1 , wherein the theoretical glenoid surface comprises the first ellipsoid portion.

3. The method of claim 1 , further comprising:

distinguishing from among the cartographic data at least a second group of cartographic data corresponding to a second surface part of the glenoid surface that is distinct from the first surface part of the glenoid surface and that is arranged, in the vertical direction relative to the scapula, adjacent to the first surface part of the glenoid surface;

calculating from the second group of cartographic data a second imaginary ellipsoid portion that coincides substantially with the second surface part of the glenoid surface; and

obtaining a second theoretical glenoid surface from the second ellipsoid portion.

4. A method of producing a glenoid component of a shoulder prosthesis for a scapula, wherein the glenoid surface of the scapula is modeled in accordance with the modeling method according to claim 1 , and wherein an articular face of an implant body designed to articulate against a substantially complementary humeral surface is shaped in such a way that at least part of the articular face reproduces the theoretical glenoid surface obtained by the modeling method.

5. A glenoid component of a shoulder prosthesis comprising an implant body having an articular face designed to articulate against a substantially complementary humeral surface, wherein at least part of the articular face is shaped so as to reproduce the theoretical glenoid surface obtained by the modeling method according to claim 1 , applied to the glenoid surface of a scapula that is to be fitted with a prosthesis.

6. A method of modeling a glenoid surface of a scapula, the method comprising the successive steps of:

generating cartographic data representative of points belonging to a glenoid surface that is to be modeled;

distinguishing from among the cartographic data a first group of cartographic data corresponding to a first part of the glenoid surface, the first surface part of the glenoid surface being situated farthest down in a vertical direction in relation to the scapula;

calculating from the first group of cartographic data a first imaginary ellipsoid portion that coincides substantially with the first surface part of the glenoid surface;

obtaining a first theoretical glenoid surface from the first ellipsoid portion;

distinguishing from among the cartographic data at least a second group of cartographic data corresponding to a second surface part of the glenoid surface that is distinct from the first surface part of the glenoid surface and that is arranged, in the vertical direction relative to the scapula, adjacent to the first surface part of the glenoid surface;

calculating from the second group of cartographic data a second imaginary ellipsoid portion that coincides substantially with the second surface part of the glenoid surface; and

obtaining a second theoretical glenoid surface from the second ellipsoid portion;

wherein the first ellipsoid portion and the second ellipsoid portion correspond to sphere portions and wherein each sphere portion is determined by calculating a center of the sphere portion and a radius of the sphere portion.

7. The method of claim 6 , wherein the theoretical glenoid surface is spherical and wherein a center and a radius of the theoretical glenoid surface is respectively calculated as a center of mass of the centers of the first ellipsoid portion and the second ellipsoid portion and a mean of the radii of the first ellipsoid portion and the second ellipsoid portion.

8. A method of modeling a glenoid surface of a scapula, the method comprising the successive steps of:

generating cartographic data representative of points belonging to a glenoid surface that is to be modeled;

distinguishing from among the cartographic data a first group of cartographic data corresponding to a first part of the glenoid surface, the first surface part of the glenoid surface being situated farthest down in a vertical direction in relation to the scapula;

calculating from the first group of cartographic data a first imaginary ellipsoid portion that coincides substantially with the first surface part of the glenoid surface;

obtaining a first theoretical glenoid surface from the first ellipsoid portion;

distinguishing from among the cartographic data at least a second group of cartographic data corresponding to a second surface part of the glenoid surface that is distinct from the first surface part of the glenoid surface and that is arranged, in the vertical direction relative to the scapula, adjacent to the first surface part of the glenoid surface;

calculating from the second group of cartographic data a second imaginary ellipsoid portion that coincides substantially with the second surface part of the glenoid surface; and

obtaining a second theoretical glenoid surface from the second ellipsoid portion;

wherein the first ellipsoid portion and the second ellipsoid portion are determined by calculating spatial characteristics of each ellipsoid portion in such a way that each ellipsoid portion includes, with a preset multidirectional deviation, the largest number of points of the glenoid surface which are represented by the cartographic data of the group of data related to each ellipsoid portion.

9. A method of producing a glenoid component of a shoulder prosthesis for a scapula, wherein the glenoid surface of the scapula is modeled in accordance with a modeling method comprising:

generating cartographic data representative of points belonging to a glenoid surface that is to be modeled;

distinguishing from among the cartographic data a first group of cartographic data corresponding to a first part of the glenoid surface, the first surface part of the glenoid surface being situated farthest down in a vertical direction in relation to the scapula;

calculating from the first group of cartographic data a first imaginary ellipsoid portion that coincides substantially with the first surface part of the glenoid surface; and

obtaining a first theoretical glenoid surface from the first ellipsoid portion;

shaping an articular face of an implant body designed to articulate against a substantially complementary humeral surface in such a way that at least part of the articular face reproduces the theoretical glenoid surface obtained by the modeling method;

wherein a thickness in a medio-lateral direction of an upper end part of the implant body is determined from the theoretical glenoid surface and from the cartographic data corresponding to one part of the glenoid surface, the glenoid surface part being situated farthest up in the vertical direction relative to the scapula.