Abstract: A method of calculating an optical system (OS) of an ophthalmic lens according to a given spectacle frame comprising the steps of: providing geometrical data of the spectacle frame, providing wearer data, and optimization of the optical system (OS) according to at least the criteria consisting of the geometrical data of the spectacle frame, the wearer data and at least one positioning data, so as to generate at least two optical surfaces (S1, S2).

Abstract: A method for calculating a customized progressive addition surface S?? of a progressive addition lens (PAL) made of a material having an optical index of n, the method, comprising at least the successive steps of: a) providing N initial progressive addition surfaces where N?1, b) calculating N intermediate surfaces S?k by flattening each initial progressive addition surfaces Sk, c) calculating a transformed intermediate surface S?, d) calculating the customized progressive addition surface S?? by cambering the transformed intermediate surface S?.

Abstract: A progressive ophthalmic lens includes at least one complex surface having a principal progression meridian. The complex surface has a horizontal reseau of bands and at least one geometrical quantity of the complex surface is substantially equal in all bands of the reseau for a given point of a vertical.

Abstract: A method and an apparatus for designing an optical lens surface for the manufacture of the optical lens, the method comprising the steps of providing a reference surface Sref, the reference surface Sref being defined by a plurality of surface points Pi each surface point Pi having a mean sphere Sph(Pi) and a cylinder Cyl(Pi); providing at least one modifying surface layer SLmod(?1, . . . , ?N, x, y) the modifying surface layer SLmod being determined as a function of N adjustment parameters ?1, ? . . . , ?N; wherein N?1 and the N adjustment parameters ?1, ?4, . . . , ?N are selected according to the desired optical properties of the optical target; combining the modifying surface layer SLmod with the reference surface Sref to obtain a target optical surface Star(x,y) according to the expression: Star(x,y)=Sref(x,y)+SLmod(?1, . . .

Abstract: A method of generating a target surface {tilde over (S)}( ?) of an optical lens for the manufacture of the optical lens according to optical lens parameters ?, the method comprising: providing a set of L first surface difference data E(?j) each first surface difference data E(?j) corresponding to the surface difference between a pre-calculated surface S?jpc(??j) (j=1, . . . , L) and an initial surface S?jini (j=1, . . . , L), from which the target surface will be generated, according to the expression: E(?j)=S?jpc(??j)?S?jini (j=1, . . . , L) where ?j (j=1, . . .

Abstract: A method cuts a patch to be applied onto a curved substrate and includes the preliminary calculation of curvilinear lengths on the substrate between a reference point and a peripheral edge of said substrate. The calculated lengths are applied to a planar film for making the patch, and then the patch is cut by connecting the ends of the applied lengths. The patch then precisely coincides with the edge of the substrate. Such a method is particularly useful for applying a functional film onto a spectacle lens, as a trimming of the lens after the film is assembled with the lens would degrade said film.

Abstract: A method for calculating a customized progressive addition surface S?? of a progressive addition lens (PAL) made of a material having an optical index of n, the method, comprising at least the successive steps of: a) providing N initial progressive addition surfaces where N?1, b) calculating N intermediate surfaces S?k by flattening each initial progressive addition surfaces Sk, c) calculating a transformed intermediate surface S?, d) calculating the customized progressive addition surface S?? by cambering the transformed intermediate surface S?.

Abstract: A method of calculating an optical system (OS) of an ophthalmic lens according to a given spectacle frame comprising the steps of: providing geometrical data of the spectacle frame, providing wearer data, and optimization of the optical system (OS) according to at least the criteria consisting of the geometrical data of the spectacle frame, the wearer data and at least one positioning data, so as to generate at least two optical surfaces (S1, S2).

Abstract: The invention relates to a method for the optimisation determination of an ophthalmic lens that comprises the steps of: measuring parameters representative of the eye-head behaviour of the wearer; determining a central area on the lens having a diameter (Dc) that depends on the measured parameters representative of the eye-head behaviour; determining a peripheral area on the lens; optimising the lens when worn by the wearer by applying power and astigmatism target values in the central area and target values of a parameter different from the wearer's power in the peripheral area for given watching directions. The invention reduces the thickness of the lens and optimises the wearer's peripheral vision.

Abstract: A progressive ophthalmic lens includes at least one complex surface having a principal progression meridian. The complex surface has a horizontal reseau of bands and at least one geometrical quantity of the complex surface is substantially equal in all bands of the reseau for a given point of a vertical.

Abstract: The invention relates to a method of calculating an optical system (OS), the optical system (OS) being identified by a function (OF), the optical system (OS) comprising a first part (F1) defined by a first equation (EF1) and a second part (F2) defined by a second equation (EF2), the method comprising: —a generating step (GEN), in which a virtual optical system (VOS) is used to generate a virtual function (VOF); —a modification step (MOD), in which the virtual function (VOF) is modified so as obtain the function (OF); —a calculation step (CAL), in which the second equation (EF2) is calculated from the function (OF), and the first equation (EF1). The invention relates also to a method of manufacturing an optical system (OS).

Abstract: The lens presents horizontal prismatic refractive power that varies progressively along the main progression meridian (MM?) with the addition of horizontal prismatic power being greater than 2 prismatic diopters in absolute value, this addition of horizontal prismatic power being defined by the difference between the horizontal prismatic refractive power at the reference point (L) of the far vision zone and the horizontal prismatic refractive power at the projection point (P?) of the reference point (P) of the near vision zone (VP) on the vertical line passing through the reference point (L) of the far vision zone.

Abstract: The lens presents horizontal prismatic refractive power that varies progressively along the main progression meridian (MM?) with the addition of horizontal prismatic power being greater than 2 prismatic diopters in absolute value, this addition of horizontal prismatic power being defined by the difference between the horizontal prismatic refractive power at the reference point (L) of the far vision zone and the horizontal prismatic refractive power at the projection point (P?) of the reference point (P) of the near vision zone (VP) on the vertical line passing through the reference point (L) of the far vision zone.

Abstract: An ophthalmic lens having a complex surface and a toric or spherical surface is represented in a model using a prism reference point and a prescription point on the complex surface, the normal to the complex surface at the prism reference point, the local characteristics of the complex surface at the prescription point or around the prescription point, lens thickness measured along the axis defined by the normal to the complex surface, the plane tangential to the toric or spherical surface on the axis, and the curvatures of the toric or spherical surface. Representation of the lens in this model allows calculation of the toric or spherical surface without knowing all the characteristics of the complex surface. Calculations are simpler for the fitting of the lens into frames adapted to the wearer.

Abstract: An ophthalmic lens having a complex surface and a toric or spherical surface is represented in a model using a prism reference point and a prescription point on the complex surface, the normal to the complex surface at the prism reference point, the local characteristics of the complex surface at the prescription point or around the prescription point, lens thickness measured along the axis defined by the normal to the complex surface, the plane tangential to the toric or spherical surface on the axis, and the curvatures of the toric or spherical surface. Representation of the lens in this model allows calculation of the toric or spherical surface without knowing all the characteristics of the complex surface. Calculations are simpler for the fitting of the lens into frames adapted to the wearer.