GB2395291A - Spectacle lens series - Google Patents

Abstract

A spectacle lens series comprising a plurality of types of spectacle lenses having different vertex power. Either the front or back surface of each spectacle lens is predetermined for each of a plurality of sections (I-1X) which are defined to divide the entire range of available vertex power. The other surface is an aspherical surface determined for a required specification. Spectacle lenses having different vertex powers within the same section satisfy condition (1) at a specific height h within the range of 0 < H < 15: (1) W D1M(H)i+ W D2m(h)i * W D1m(h)j+ W D2m(h)j where D1m(h) and D2m(h) are surface powers of the front and back surfaces (units: diopter) at the point whose distance from the optical axis of said spectacle lens is h (units: mm) in a plane that contains said optical axis; W D1m(h) is a variation of surface power of the front surface and is obtained by D1m(h) - D1m(0); W D2m(h) is a variation of surface power of the back surface and is obtained by D2m(h) - D2m(0); and the subscripts "i" and "j" represent the values of the spectacle lenses that have different vertex powers within the same section.

Description

239529 1

- 1 - SPECTACLE LENS SERIES

The present invention relates to a spectacle lens series.

In general, a spectacle lens is custom-made to meet a 5 customer's specification. However, it takes a long time to

process both front and back surfaces after receiving the customer's order. Therefore, semi-finished lens blanks whose front surfaces are finished are stockpiled and a back surface of the selected semi-finished lens blank is processed 10 according to the customer's specification in order to shorten

delivery times. Further, the entire range of available vertex power of a spectacle lens is divided into about ten sections, and one type of semifinished lens blank is prepared for each of the sections.

15 Aspherical spectacle lenses, with at least one of the front and back surfaces aspherical, have come into wide use.

When the spectacle lens employs an aspherical surface, the base curve becomes slower or more gentle/gradual (i.e., the absolute value of the front vertex power decreases) and the 20 maximum thickness becomes shorter as compared with a spherical lens having both of the front and back surfaces are spherical.

A conventional semi-finished lens blank prepared for an

t aspherical spectacle lens has an aspherical finished front surface. A back surface thereof will be processed to be spherical or toric to meet the customer's specification.

Figs. 17A through 17C show a sample of the sections of 5 the vertex power, Fig. 17A shows a range of minus diopter, Fig. 17B shows a range of plus diopter and Fig. 17C shows a range of mixed diopter. The entire range of the available vertex powers, which is a combination of a spherical power SPH and a cylindrical power CYL, is divided into nine sections I 10 through IX. Unit of each of powers is diopter and that is indicated by "D" in the following description. One type of

semi-finished lens blank is prepared for each of the sections.

The relationship between the sections and the base curves of the semifinished lens blank is shown in TABLE 1.

TABLE 1

Section Base curve(D) Section Base curve(D) I 0.50 VI 5.00

II 1.25 VII 6.00

20 III 2.00 VIII 7.00

IV 3.00 IX 8.00

V 4.00 _ _

Fig. 18 shows surface powers of the front surfaces Dlm(h) 25 (units: diopter) of the semi-finished lens blanks prepared for the respective sections I to IX at the point whose distance from the optical axis of said finished lens is h (units: mm) in a plane that contains the optical axis.

The sections of the vertex power are determined such that optical performances of the finished lenses that have the same front surface shape fall in an allowable range for every vertex power within the specific section. For instance, in 5 the section II, which covers SPH -5. 25 D to -7.00 D and CYL 0.00 D to -2.00 D, the common aspherical surface whose base curve is 1.25 D is employed as the front surface and the back surface is processed to be a spherical surface whose surface power is -7. 25 D when the required vertex power is SPH -6.00 10 D and CYL 0.00 D. Further, when the required vertex power is SPH -7.00 D and CYL -2.00 D, the back surface is processed to be a toric surface whose minimum and maximum surface powers are -8.25 D and -10.25 D, respectively.

With the conventional designing and/or manufacturing 15 method, when the required vertex power is at the center of each section, an optical performance of the spectacle lens can be kept high. However, when the required vertex power is at periphery of a section, the optical performance is degraded.

For example, Fig. 19 shows graphs of astigmatisms with 20 respect to the visual angle of the spectacle lenses whose required vertex powers are SPH +3.25 D and +4.00 D that are in the peripheral areas of the section VIII. Section VIII covers SPH +3.25 D to +4.00 D and CYL 0.00 D to +2.00 D. The front surface of the semi-finished lens blank prepared for 25 this section is an aspherical surface whose base curve is

- 4 - +7.00 D. In each graph a solid line represents the astigmatism ASK for infinite object distance and a dotted line represents the astigmatism AS300 for object distance 300 mm.

As shown in Fig. 19, the astigmatism AS300 is significant for 5 the spectacle lens whose vertex power is SPH +3.25, while the astigmatism ASK is significant for the spectacle lens whose vertex power is SPH +4.00. Namely, the astigmatisms of the finished lenses (SPH +3.25 and SPH +4.00) are not balanced.

Fig. 20 shows the average power error AP=(30) at 30 of 10 visual angle for infinite object distance, astigmatism AS(30) at 30 of visual angle for infinite object distance, and astigmatism AS30o(3O) at 30 of visual angle for the object distance 300 mm of the spectacle lens series designed and manufactured by the conventional method within the entire 15 range of vertex power SPH -8.00 D to +5.00 D. As shown in Fig. 20, the aberrations significantly vary in each section and the degradations stand out at boundaries of the sections.

It is therefore an object of the present invention to provide a design method and a manufacturing method, which 20 are capable of designing and manufacturing a spectacle lens having good optical performance for every vertex power.

According to the designing method of the present invention, the entire range of available vertex power of a spectacle lens is divided into a plurality of sections, at 25 least one type of semi-finished lens blank whose one of the

front and back surfaces is finished is prepared for each of the sections, one type of the semi-finished lens blank is selected according to a required specification and then an

aspherical shape design for processing the unfinished 5 surface of the selected semi-finished lens blank is determined to be optimized for the required specification.

The specification includes the vertex power and so on.

With this method, since the aspherical shape design for processing the unfinished surface of the lens blank is 10 determined based on the required specification, a degree of

flexibility in surface design becomes higher than the conventional method (an unfinished back surface of a lens blank whose front surface is finished as an aspherical surface is processed as a spherical or totic surface), which increases 15 the optical performance of the finished lens regardless of whether the required vertex power is in the periphery in the specific section or in the center thereof.

In the following description, the surface of the finished

lens that corresponds to the finished surface of the semi 20 finished lens blank is referred to as a common surface that is common in the same section and the other surface of the finished lens that corresponds to the unfinished surface of the semi-finished lens blank is referred to as a custom surface that is custom-made according to the required 25 specification.

- 6 Further, the aspherical shape of the custom surface is optimized such that any pair of the finished lenses that have different vertex powers within the same section preferably satisfy the following condition (1) at a specific height h 5 within the range of 0 < h < 15: (1) ADlm(h), + LD2m(h)l ADlm(h), + AD2m(h), where Dlm(h) and D2m(h) are surface powers of the front and back surfaces (units: diopter) at the point whose distance 10 from the optical axis of said finished lens is h (units: mm) in a plane that contains said optical axis, ADlm(h) is a variation of surface power of the front surface and is obtained by Dlm(h) - Dlm(0), AD2m(h) is a variation of surface power of the back 15 surface and is obtained by D2m(h) - D2m(0), and the subscripts "i" and "j" represent the values of the finished lenses that have different vertex powers within the same section.

The condition (1) means AD2m(h)l AD2m(h), when the 20 front surface is a common surface. On the other hand, when the back surface is a common surface, the condition (1) means LDlm(h), ADlm(h),. In this manner, the variations of the surface powers of the custom surfaces are different from each other, which results in the spectacle lens having the optimum 25 optical performance for every vertex power.

While the common surface may be either the front surface or the back surface, the front surface is preferably formed as the common surface to ease the manufacturing. It is preferable that the semi-finished lens blank whose front 5 surface is finished is prepared for each of the sections and the back surface is processed according to the required specification. That is, the following condition (2) is

preferably satisfied: (2) Dlm(h)l = Dlm(h).

10 When the front surface is formed as the common surface, it may be a spherical surface or a rotationally-symmetrical aspherical surface. In order to reduce the manufacturing cost, the front surface should be a spherical surface as defined in the following condition (3): 15 (3) Dlm(h) , = Dlm(h) = Dlm(O)l = Dlm(O).

When the front surface is an aspherical common surface, the semi-finished lens blanks described in the prior art can

be employed. In either case, the aspherical shape of the back surface is determined such that the finished lens has the 20 optimum optical performance.

Further, the aspherical shape of the custom surface preferably determined such that the finished lens satisfies the following condition (4) when Pl < P. < -3.00 and h < 15: (4) MAX(ILDlm(h)l+LD2m(h)l-LDlm(h)-LD2m(h)l) < 0. 3 25 where

- 8 P is a vertex power (units: diopter); and MAX() is a function that finds the maximum value in the specific section.

The condition (4) means that differences between the 5 variations of the aspherical surface power of the finished minus lenses that have different vertex powers within the same section are not greater than 0.3 D when h < 15.

On the other hand, the aspherical shape of the custom surface preferably determined such that the finished lens 10 satisfies the following condition (5) when Pl > Pa > +2.00: (5) ADlm(15)l+LD2m(15)l < LDlm(15),+ LD2m(15).

Since the value of LDlm(15) +LD2m(15) is usually smaller than zero, the condition (5) means that the variation of the aspherical surface power increases as the plus vertex power 15 becomes larger.

The aspherical shape of the custom surface is preferably optimized such that average power errors or astigmatisms of the finished lenses having different vertex powers within the same section are approximately balanced.

20 For example, when the condition (6) is satisfied under Pl < P. and < 30, the astigmatisms are well balanced.

O 04 AS(),+AS300(),-AS=()j-AS30o()J<o 04 2(P/-PJ)

25 where

9 - AS=() is astigmatism (units: diopter) at visual angle 3 (units: degree) for infinite object distance; and ASH) is astigmatism at visual angle for object distance 300 mm) 5 The condition (6) means that differences of average values of astigmatisms for infinite and finite object distances are approximately identical for any pair of the finished lenses having different vertex powers within the same section. The difference of the average values of astigmatism 10 is preferably smaller than 0.01 D for a pair of the finished lenses whose vertex powers are different in 0.25 D within the same section.

According to further example, when the condition (7) is satisfied under < 30, the astigmatisms are well balanced.

-0.1< =() AS300()<o 1 The condition (7) means that average values of astigmatisms for infinite and finite object distances for each 20 finished lens falls in the range of +0.1.

According to still further example, when the condition (8) is satisfied when Pl < Pa and < 30, the average power errors are well balanced.

25 (8) AP (I) -AP (I)

- 10 where APE) is average power error at visual angle (units: degree) for infinite object distance.

The condition (8) means that differences of average power 5 errors for the infinite object distance are approximately identical for any pair of the finished lenses having different vertex powers within the same section. The difference of the average power error is preferably smaller than 0.01 D for a pair of the finished lenses whose vertex powers are different 10 by 0.25 D within the same section.

According to yet further example, when the condition (9) is satisfied under < 30, the average power errors are well balanced. (9) -0.1 < AP=(3) < 0.1

15 The condition (9) means that the average power error for the infinite object distance for each finished lens falls in the range of +0.1.

On the other hand, the spectacle lens series according to the present invention includes a plurality of types of 20 spectacle lenses that are different in vertex power. One of said front and back surfaces of each spectacle lens is predetermined for each of sections, which is defined to divide the entire range of available vertex power, the other surface is an aspherical surface determined for a required 25 specification. Further, the condition (1) described above is

- 11 satisfied. In such a case, the front surface may be the common surface and it may be a spherical surface.

Examples of the present invention will now be described with reference to the accompanying drawings, in which: 5 Fig. 1A is a block diagram showing a manufacturing system of a spectacle lens embodying the invention; Fig. 1B is a flowchart showing a manufacturing method of a spectacle lens embodying the invention; Fig. 2 shows graphs of back surface powers D2m(h) of 10 finished lenses of respective sections in cross-section containing the optical axis for a spectacle lens series of a first embodiment of the present invention, each graph shows D2m(h) of the finished lenses for respective vertex powers in each section; 15 Fig. 3 shows graphs of variations of back surface powers AD2m(h) of finished lenses of respective sections in cross section containing the optical axis for the spectacle lens series of the first embodiment, each graph shows LD2m(h) of the finished lenses for respective vertex powers in each 20 section) Fig. 4 is a graph showing optical performance of the spectacle lens series at 30 degrees in visual angle of the first embodiment; Fig. 5 shows graphs of back surface powers D2m(h) of 25 finished lenses of respective sections in cross-section

- 12 containing the optical axis for a spectacle lens series of a second embodiment of the present invention; Fig. 6 shows graphs of variations of back surface powers AD2m(h) of finished lenses of respective sections in cross 5 section containing the optical axis for the spectacle lens series of the second embodiment; Fig. 7 is a graph showing optical performance of the spectacle lens series at 30 degrees in visual angle of the second embodiment; 10 Fig. 8 shows graphs of back surface powers D2m(h) of finished lenses of respective sections in cross-section containing the optical axis for a spectacle lens series of a third embodiment of the present invention; Fig. 9 shows graphs of variations of back surface powers 15 AD2m(h) of finished lenses of respective sections in cross-

section containing the optical axis for the spectacle lens series of the third embodiment; Fig. 10 is a graph showing optical performance of the spectacle lens series at 30 degrees in visual angle of the 20 third embodiment; Fig. 11 shows graphs of back surface powers D2m(h) of finished lenses of respective sections in cross-section containing the optical axis for a spectacle lens series of a fourth embodiment of the present invention; 25 Fig. 12 shows graphs of variations of back surface powers

- 13 AD2m(h) of finished lenses of respective sections in cross-

section containing the optical axis for the spectacle lens series of the fourth embodiment; Fig. 13 is a graph showing optical performance of the 5 spectacle lens series at 30 degrees in visual angle of the fourth embodiment; Fig. 14 shows graphs of back surface powers D2m(h) of finished lenses of respective sections in cross-section containing the optical axis for a spectacle lens series of a 10 fifth embodiment the present invention; Fig. 15 shows graphs of the sum of the variations of the front and back surface powers fDlm(h)+fD2m(h) of finished lenses of respective sections in cross-section containing the optical axis for the spectacle lens series of the fifth 15 embodiment; Fig. 16 is a graph showing optical performance of the spectacle lens series at 30 degrees in visual angle of the fifth embodiment; Figs. 17A, 17B and 17C show the sections of the base 20 curve for semi-finished lens blanks that are common to the embodiments and the prior art; and

Fig. 18 shows graphs of front surface powers LDlm(h) of finished lenses of respective sections in cross-section containing the optical axis according to a conventional 25 spectacle lens series;

- 14 Fig. 19 shows graphs of astigmatisms with respect to the visual angle of the conventional spectacle lenses whose required vertex powers are SPH +3.25 D and +4.00 D; and Fig. 20 is a graph showing optical performance of the 5 conventional spectacle lens series at 30 degrees in visual angle. A designing method and a manufacturing method of a spectacle lens embodying the present invention will be described with reference to the accompanying drawings. First, 10 the outline of the invention is described with reference to Figs. 1A and 1B, and then various embodiments will be described. Fig. 1A is a block diagram showing the manufacturing system of a spectacle lens and Fig. 1B is a flowchart showing 15 the manufacturing method embodying the invention.

As shown in Fig. 1A, a manufacturing system 10 of spectacle lenses comprises a computer 11, on which a computer program discussed later is installed, an input device 12, such as a keyboard to input data to the computer 11, a display 13, 20 such as a CRT that is connected to the computer 11, and an aspherical surface processing machine 14 that is controlled by the computer 11.

When an order from a customer is received, a spectacle lens is manufactured in a manufacturing factory according to 25 the steps of Fig. 1B. In step S1, an operator inputs the

- 15 customer's data (i.e., specifications or prescription of the

required spectacle lens) into the computer 11 with the input device 12. The specifications include a vertex power (a

spherical power SPH and a cylindrical power CYL) and a product 5 type that determines the refractive index of the lens material. The customer's data may be input to a terminal computer placed in an opticians. In such a case, the customer's data is transmitted to the factory through a computer network.

10 In step S2, the computer 11 determines a section of the vertex power based on the spherical power SPH and the cylindrical power CYL and selects the type of semi-finished lens blank. The entire range of available vertex power of a spectacle lens is divided into nine sections I through IX as 15 shown in Figs. 17A through 17C and at least one type of semi-

finished lens blank is prepared for each section.

After the type of semi-finished lens blank is selected, the computer 11 calculates the aspherical shape design for processing the unfinished back surface (the custom surface) 20 based on the shape data of the front surface (the common surface) of the selected semi-finished lens blank and the specification according to a calculating program in step S3.

The calculating program finds the aspherical shape data of the back surface based on the shape data of the front surface as 25 a precondition with an optimization algorithm such as a

- 16 damping least squares method so as to optimize the optical performance while keeping the required specification. The

processes of steps S2 and S3 correspond to the design method of the present invention.

5 Next, the operator places the selected semi-finished lens blank on the aspherical surface processing machine 14. After the placement, when the operator enters a start command from the input device 12, the computer 11 controls the aspherical surface processing machine 14 to process (grind) the 10 unfinished back surface of the semi-finished lens blank based on the aspherical shape data found in step S4.

Next, five embodiments of the spectacle lens series of the invention will be described. In any embodiments, a refractive index of the lens material is 1.6, a diameter of 15 the finished lens is 70 mm, the minimum thickness (the center thickness for a minus lens and the edge thickness for a plus lens) is 1.0 mm. The semi-finished lens blank whose front surface is finished, is prepared for each of sections I through IX. That is, the front surface is the common 20 surface and the back surface is the custom surface. The base curves (the paraxial surface power, units: diopter) of the semi-finished lens blanks for the respective embodiments are shown in TABLE 2. "Ex. 1" means the first embodiment for instance.

TABLE 2

Section | Base Curve (units:D) | Ex. 1 Ex. 2 Ex. 3 Ex. 4Ex. 5 I 0.50 0. 00 2.00 0.500.50

5 II 1.25 0.50 3.00 1.251.25

III 2.00 1.25 4.00 2.002.00

IV 3.00 2.00 5.00 3.003.00

V 4.00 3.00 6.00 4.00 4.00

VI 5.00 4.00 7.00 5.005.00

10 VII 6.00 5.00 8.00 6.006.00

VIII 7.00 6.00 9.00 7.007.00

IX 8.00 7.00 10.00 8.008.00

First Embodiment 15 In a first embodiment, the front surface is a spherical surface that is common to the lenses in the specific section and the aspherical shape of the back surface is determined according to the required specification. The back surface

powers D2m(h) of the finished lenses in cross-section 20 containing the optical axis according to the spectacle lens series of the first embodiment are shown in Fig. 2. Further the variations of the back surface power LD2m(h) that is obtained by D2m(h) - D2m(0) are shown in Fig. 3.

Figs. 2 and 3 show data of the spectacle lens series that 25 includes the finished lenses whose spherical powers SPH are -8.00 D to +5.00 D and the cylindrical power CYL is zero.

Fifty-three types of the finished lenses that correspond to the rightmost squares in the matrix of Fig. 17A and the leftmost squares in the matrix of Fig. 17B are designed and 30 the data thereof are indicated in Figs. 2 and 3. For

- 18 instance, the data of four types of finished lenses whose spherical powers are -8.00 D, -7.75 D, -7.50 D and -7.25 D are indicated for the section I. With regard to the optical performance, the spectacle 5 lens series of the first embodiment is designed such that the astigmatism for the infinite object distance and the astigmatism for the object distance 300mm are well balanced.

Fig. 4 shows average power error AP-(30) at 30 of visual angle for the infinite object distance, astigmatism AS (30) at 10 30 of visual angle for the infinite object distance, and astigmatism AS300(30)at 30 of visual angle for object distance 300 mm of the spectacle lens series according to the first embodiment within the entire range of vertex power SPH -8.00 D to +5.00 D. As shown in Fig. 4, the variations of the 15 aberrations within each section are reduced and the degradations at boundaries of the section are also reduced.

The astigmatisms AS(30) and AS30o(30) are well balanced over the entire range of vertex power. Since it is difficult to reduce both of the astigmatisms AS=(30) and ASoo(30) at the 20 same time, because one of them increases as the other decreases, the astigmatisms are balanced such that the absolute values of the astigmatisms AS(30) and ASoo(30) are approximately identical.

25 Second Embodiment

- 19 In a second embodiment, the front surface is a spherical surface that is common to the lenses in the specific section and the aspherical shape of the back surface is determined according to the required specification. The back surface

5 powers D2m(h) of the finished lenses in cross-section containing the optical axis according to the spectacle lens series of the second embodiment are shown in Fig. 5. Further the variations of the back surface power LD2m(h) that is obtained by D2m(h) - D2m(0) are shown in Fig. 6. As shown in 10 TABLE 2, the spectacle lens series of the second embodiment adopts more gradual base curves than the first embodiment to reduce the thickness of the spectacle lens.

With regard to the optical performance, the spectacle lens series of the second embodiment is designed such that the 15 astigmatism for the infinite object distance and the astigmatism for the object distance 300mm are well balanced.

Fig. 7 shows the average power error AP(30) for the infinite object distance, the astigmatism AS-(30) for the infinite object distance, and the astigmatism ASoo(30) for the 20 object distance 300 mm of the spectacle lens series according to the second embodiment within the entire range of vertex power SPH -8.00 D to +5.00 D. As shown in Fig. 7, the variations of the aberrations within each section are reduced and the degradations at boundaries of the section are also 25 reduced. The astigmatisms AS=(30) and AS30o(3O) are well

- 20 balanced over the entire range of vertex power.

Third Embodiment In a third embodiment, the front surface is a spherical 5 surface that is common to the lenses in the specific section and the aspherical shape of the back surface is determined according to the required specification. The back surface

powers D2m(h) of the finished lenses in cross-section containing the optical axis according to the spectacle lens 10 series of the third embodiment are shown in Fig. 8. Further the variations of the back surface power LD2m(h) that is obtained by D2m(h) - D2m(0) are shown in Fig. 9. As shown in TABLE 2, the spectacle lens series of the third embodiment adopts sharper base curves than the first embodiment to reduce 15 the variation of the optical performance.

With regard to the optical performance, the spectacle lens series of the third embodiment is designed such that the astigmatism for the infinite object distance and the astigmatism for the object distance 300mm are well balanced.

20 Fig. 10 shows the average power error AP=(30) for the infinite object distance, the astigmatism AS-(30) for the infinite object distance, and the astigmatism ASoo(30) for the object distance 300 mm of the spectacle lens series according to the third embodiment within the entire range of vertex 25 power SPH -8.00 D to +5.00 D. As shown in Fig. 10, the

- 21 -

variations of the aberrations within each section are reduced and the degradations at boundaries of the section are also reduced. The astigmatisms AS=(30) and AS30o(3O) are well balanced over the entire range of vertex power.

Fourth Embodiment In a fourth embodiment, the front surface is a spherical surface that is common to the lenses in the specific section and the aspherical shape of the back surface is determined 10 according to the required specification. The back surface

powers D2m(h) of the finished lenses in cross-section containing the optical axis according to the spectacle lens series of the fourth embodiment are shown in Fig. 11. Further the variations of the back surface power AD2m(h) that is 15 obtained by D2m(h) - D2m(0) are shown in Fig. 12.

With regard to the optical performance, the spectacle lens series of the fourth embodiment is designed such that the average power error for the infinite object distance is well corrected. 20 Fig. 13 shows the average power error AP-(30) for the infinite object distance, the astigmatism AS=(30) for the infinite object distance, and the astigmatism AS30o(30) for the object distance 300 mm of the spectacle lens series according to the fourth embodiment within the entire range of vertex 25 power SPH -8. 00 D to +5.00 D. As shown in Fig. 13, the

- 22 variations of the aberrations within each section are reduced and the degradations at boundaries of the section are also reduced. The average power error AP(30) becomes nearly zero over the entire range of vertex power.

Fifth Embodiment In a fifth embodiment, the front surface is an aspherical surface that is common to the lenses in the specific section and the aspherical shape of the back surface is determined 10 according to therequired specification. The aspherical

shapes of the front surfaces of the respective sections are identical to those of the prior art shown in Fig. 18. The

back surface powers D2m(h) of the finished lenses in cross-

section containing the optical axis according to the spectacle 15 lens series of the fifth embodiment are shown in Fig. 14.

Further the sum of the variations of the front and back surface power ADlm(h) + AD2m(h) are shown in Fig. 15.

With regard to the optical performance, the spectacle lens series of the fifth embodiment is designed such that the 20 astigmatism for the infinite object distance and the astigmatism for the object distance 300mm are well balanced.

Fig. 16 shows the average power error AP=(30) for the infinite object distance, the astigmatism AS=(30) for the infinite object distance, and the astigmatism AS30o(30) for the 25 object distance 300 mm of the spectacle lens series according

- 23 to the fifth embodiment within the entire range of vertex power SPH 8.00 D to +5.00 D. As shown in Fig. 16, the variations of the aberrations within each section are reduced and the degradations at boundaries of the section are also 5 reduced. The astigmatisms AS(30) and AS30o(3O) are well balanced over the entire range of vertex power.

Next, the values of the conditions (1) to (9) with respect to the spectacle lens series of the embodiments and the prior art will be described. In the following TABLES 3

10 to 11, "yes" means that the spectacle lens series satisfies the corresponding condition and "no" means that it does not satisfy the corresponding condition. The rightmost column indicates a basis of judgement.

15 TABLE 3

Condition (1) ADlm(h)l + AD2m(h)l t LDlm(h) + AD2m(h) (at a specific height h within the range of O < h < 15) Ex. 1 YES Evident from Fig. 3 Ex. 2 YES Evident from Fig. 6 20 Ex. 3 YES Evident from Fig. 9 Ex. 4 YES Evident from Fig. 12 Ex. 5 YES Evident from Fig. 15 Prior Art NO Front surface is common and back surface

is spherical. Left part equals right part.

- 24 TABLE 4

Condition (2) Dlm(h)l = Dlm(h) Ex. 1 YES Front surface is common.

Ex. 2 YES Front surface is common.

5 Ex. 3 YES Front surface is common.

Ex. 4 YES Front surface is common.

Ex. 5 YES Front surface is common.

Prior Art YES Front surface is common.

10 TABLE 5

Condition (3) Dlm(h)l = Dlm(h) = Dlm(O)l = Dlm(O), Ex. 1 YES |Front surface is spherical.

Ex. 2 YES Front surface is spherical.

Ex. 3 YES Front surface is spherical.

15 Ex. 4 YES Front surface is spherical.

Ex. 5 NO Front surface is aspherical.

Prior Art NO Front surface IS aSpherlCal.

TABLE 6

20 Condition (4) MAX(ILDlm(h),+AD2m(h),-LDlm(h),-LD2m(h)l) < 0.3 (when Pl < P. < -3.00 and h < 15) Ex. 1 | YES |Evident from Fig. 3 (0.058) | Ex. 2 YES Evident from Fig. 6 (0.118) Ex. 3 YES Evident from Fig. 9 (0.179) 25 Ex. 4 YES Evident from Fig. 12 (0.062) Ex. 5 YES Evident from Fig. 15 (0.090) Prior Art YES Front surface is common and back surface

is spherical.

- 25 TABLE 7

Condition (5) ADIm(15)l+LD2m(15)l < ADlm(15)+LD2m(15) (when Pl > PI > +2. 00) Ex. 1 YES Evident from Fig. 3 5 Ex. 2 YES Evident from Fig. 6 Ex. 3 YES Evident from Fig. 9 Ex. 4 YES Evident from Fig. 12 Ex. 5 YES Evident from Fig. 15 Prior Art NO Front surface is common and back surface

is spherical.

TABLE 8

Condition (6) O 04 AS=(),+AS300()j-AS()/-AS30o()J<o 04 2(P,-P/)

15 (when Pl < Pa and < 30) Ex. 1I YESI -0.002 to 0.006 Ex. 2YES-0.002 to 0.006 Ex. 3YES-0.006 to 0.006 Ex. 4YES-0.024 to 0.026 20 Ex. 5YES-0.006 to 0.006 Prior ArtNO-0.064 to 0.184

- 26 TABLE 9

Condition -0.1 () +AS300() o 1 5 (when < 30) Ex. 1 YES -0. 002 to 0.007 Ex. 2 YES -0.001 to 0.010 Ex. 3 YES -0. 004 to 0.003 Ex. 4 NO -0.070 to 0. 126 10 Ex. 5 YES -0. 004 to 0.003 Prior Art NO -0. 086 to 0.125

TABLE 10

Condition ( 8) 15 _O 04< AP=()'-AP-()J<O 04

(P/-PJ)

(when Pl < Pa and < 30) Ex. 1 YES -0. 020 to 0. 008 Ex. 2 YES -0. 016 to 0. 008 20 Ex. 3 YES -0. 028 to 0. 012 Ex. 4 YES -0.004 to 0. 004 Ex. 5 YES -0. 028 to 0. 012 Prior Art NO -0. 048 to 0.144

- 27 TABLE 1 1

Condition ( 9) -0. 1 < APoo () < 0. 1 ( when < 3 0) Ex. 1 NO -0.108 to 0. 067 5 Ex. 2 YES -0.090 to 0. 057 Ex. 3 NO -0.146 to 0.097 Ex. 4 YES -0. 002 to 0. 003 Ex. 5 NO -0.146 to 0.097 Prior Art NO -0.165 to 0.108

Claims (1)

1. - 28 CLAIMS

   1. A spectacle lens series comprising: a plurality of types of spectacle lenses that are 5 different in vertex power, wherein one of said front and back surface of each spectacle lens is predetermined for each of a plurality of sections, which are defined to divide the entire range of available vertex power, and the other surface is an aspherical 10 surface determined for a required specification, and

   wherein said spectacle lenses that have different vertex powers within the same section satisfy the following condition (1) at a specific height h within the range of 0 < h < 15: (1) LDlm(h)l+LD2m(h)l ADlm(h)+ED2m(h) 15 where Dlm(h) and D2m(h) are surface powers of the front and back surfaces (units: diopter) at the point whose distance from the optical axis of said spectacle lens is h (units: mm) in a plane that contains said optical axis, 20 ADlm(h) is a variation of surface power of the front surface and is obtained by Dlm(h) - Dlm(O), AD2m(h) is a variation of surface power of the back surface and is obtained by D2m(h) - D2m(0), and the subscripts "i" and "j" represent the values of the spectacle lenses that 25 have different vertex powers within the same section.

   2. A spectacle lens series according to claim 1 wherein said front surface of said spectacle lenses is predetermined for each of said sections.

   5 3. A spectacle lens series according to claim 2 or 3 wherein said front surface of said spectacle lenses is a spherical surface. 4. A spectacle lens series according to claim 2 wherein said 10 front surface of said spectacle lenses is a aspherical surface. 5. A spectacle lens series according to any preceding claim wherein average power errors or astigmatisms of said spectacle 15 lenses having different vertex powers within the same section are approximately balanced.

   6. A spectacle lens series according to any preceding claim wherein said spectacle lenses having different vertex powers 20 within the same section further satisfy the following condition (2): (2) Dlm(h)l = Dlm(h), .

   7. A spectacle lens series according to any preceding claim 25 wherein said spectacle lenses having different vertex powers

   - 30 within the same section further satisfy the following condition (3): (3) Dlm(h)l = Dlm(h), = Dlm(O) = Dlm(O).

   5 8. A spectacle lens series according to any preceding claim wherein said spectacle lenses having different vertex powers within the same section further satisfy the following condition (4) when Pl < Pa < -3.00 and h < 15: (4) MAX(ILDlm(h),+LD2m(h)l-LDlm(h),-ED2m(h),l) < 0.3 10 where P is a vertex power (units: diopter); and MAX() is a function that finds the maximum value in the specific section.

   15 9. A spectacle lens series according to any preceding claim wherein said spectacle lenses having different vertex powers within the same section further satisfy the following condition (5) when Pl > P. > +2.00: (5) ADlm(15),+AD2m(15)l < ADlm(15),+LD2m(15), 20 where P is a vertex power (units: diopter).

   10. A spectacle lens series according to any preceding claim wherein said spectacle lenses having different vertex powers 25 within the same section further satisfy the following

   condition (6) when Pl < PI and < 30: As=(|3),+As3oo(l3)i-Asoo(l3)iAs3oo(l3)/<o 04 2(P{-PJ)

   5 where P is a vertex power (units: diopter); AS=() is astigmatism (units: diopter) at visual angle (units: degrees) for infinite object distance; and AS,,() is astigmatism at visual angle B for object 10 distance 300 mm.

   11. A spectacle lens series according to any preceding claim wherein said spectacle lenses having different vertex powers within the same section further satisfy the following 15 condition (7) when < 30: -0.1< S()+ AS300() lo where 20 ASH) is astigmatism (units: diopter) at visual angle (units: degree) for infinite object distance; and ASoo (I) is astigmatism at visual angle for object distance 300 mm.

   25 12. A spectacle lens series according to any preceding claim

   - 32 -

   wherein said spectacle lenses having different vertex powers within the same section further satisfy the following condition when Pl < PI and < 30: (8) _O 04< AP=(),-AP=()J o 04 where (PI-PJ) P is a vertex power (units: diopter); and AP=() is average power error at visual angle (units: degree) for infinite object distance.

   13. A spectacle lens series according to any preceding claim wherein said spectacle lenses having different vertex powers within the same section further satisfy the condition (9) when < 30: 15 (9) -0.1 < AP=() < 0.1

   where AP=(3) is average power error at visual angle (units: degrees) for infinite object distance.

   20 14. A spectacle lens series substantially as herein described with reference to figures 1 to 16.