CN204556980U - Correct aberration lens - Google Patents

Abstract

The utility model discloses a kind of rectification aberration lens, it is characterized in that: lens is under human eye looks thing state, in the scope of field angle 2W=70 degree, the mean power QGD40 at correcting lens bore 40 ㎜ place contrasts the knots modification GDB40=QGD40-QGD0 of center of lens mean power QGD0, controls within Optimal Parameters value X=8% ~ 10% scope.The utility model realizes the rectification to lens aberration, method is simple to operation, is applicable to the making of lens used in everyday, thisly determines that the method actual effect of lens shape is obvious, make the imaging of lens more clear, and reduce the sense of discomfort of first wearer.

Description

Correct aberration lens

Technical field

The utility model relates to a kind of lens manufacturing technology, particularly relates to a kind of rectification aberration lens, is applicable to all kinds of lens, comprises concave lens, presbyopic lens, aspherical lens, to improve the periphery imaging definition of eyeglass.

Background technology

In order to obtain looking thing lens clearly, the aberration of the lens imaging definition that needs to eliminate the effects of the act when the optical design of lens.Usually these aberrations comprise spherical aberration, aberration, astigmatism, point range figure, transport function etc., but how to eliminate aberration and which kind of degree aberration eliminates, and also do not have standard at present.Moreover the aberration measurement of lens is very difficult, need the laboratory of specialty, special testing tool, well-trained tester etc., due to these reasons, the image quality of lens varies in the market, and what have is very poor, and what have is general.

As everybody knows, any optical system, such as camera lens, telescope objective, lens of correcting defects of vision etc., wants to reach higher imaging definition, must correct aberration.A lot of patent, such as: No.2013-112133: the high-quality camera lens patent of Nikon, No.2013-19993: Canon 16-35mmf/2.8 camera lens, teaches a lot of patented technology of correcting aberration, but these technology are not also suitable for the aberration correction of lens.Because these patented technologies, be nothing but by increase spheric glass quantity or by increase aspheric eyeglass quantity to correct the aberration of camera lens, and lens only has an eyeglass, the quantity that cannot increase eyeglass is (too heavy or too large, human eye cannot bear), therefore the mode of above-mentioned rectification aberration is all unsuitable for making lens.

The method that traditional lens corrects aberration is Tscherning ellipse method, but the lens designed according to the method, and the camber of eyeglass is too large, so, eyeglass not only weight is very large, and looks awful, and no one is ready to wear such lens; Moreover process the lens of this type of shape, eyeglass manufacturer also uses more material, and production cost is too high, so be reluctant to produce this type of eyeglass.For above-mentioned reasons, also this method design lens is used with regard to no one in recent years.

Another corrects method of aberration is the aberration adopting aspheric design to carry out corrective ophthalmic eyeglass, in recent years use by industry.But, how to correct aberration by aspheric surface, and correct aberration is optimum efficiency to which kind of degree, but an effective standard of unification is lacked, market there is a considerable amount of aspherical lens only consider the outward appearance thickness effect of eyeglass, therefore there is aberration correction shortcoming that is not enough or that excessively correct.

Summary of the invention

The utility model object is to provide a kind of method determining lens shape, uses the method can correcting lens aberration easily, detects simple, makes image lenses more clear.

For achieving the above object, the technical solution adopted in the utility model is: a kind of method determining lens shape, lens is under human eye looks thing state, diopter variable quantity in the scope to field angle 2W=70 degree controls, require that from center of lens to the diopter variable quantity of eyeglass bore 40 ㎜ be linear change, and the knots modification GDB40 of the mean power QGD40 at eyeglass bore 40 ㎜ place contrast center of lens mean power QGD0 is controlled within Optimal Parameters value X=GDB40/QCD0=8% ~ 10% scope.(when calculating X value, GDB40 and QGD0 all takes absolute value)

In technique scheme, described knots modification GDB40 computing formula is:

GDB40＝QGD40-QGD0

Wherein: QGD40 is the mean power at eyeglass bore 40 ㎜ place,

QGD0 is the mean power at eyeglass aperture center place,

The mean power QGD40 at eyeglass bore 40 ㎜ place, can calculate by following formula group:

$QGD40=\left(\frac{n-1}{2}\right)\×(K_{max}+K_{min})$

In formula: n lens materials refractive index;

K _maxbore 40mm point place maximum curvature in aspheric surface

K _minbore 40mm point place minimum curvature in aspheric surface.

H in above-mentioned formula, G are obtained by following formula group:

$H=\frac{(1+q^2)\·r+(1+p^2)\·t-2\·p\·q\·s}{2\·{(1+p^2+q^2)}^{\frac{3}{2}}};$

$G=\frac{r\·t-s^2}{{(1+p^2+q^2)}^2};$

Wherein:

$p=\frac{dz}{dx};q=\frac{dz}{dy};r=\frac{d^{2}z}{{\mathrm{dx}}^2};s=\frac{d^{2}z}{dxdy};t=\frac{d^{2}z}{{\mathrm{dy}}^2};$

H is (x, y) some place mean curvature on eyeglass

G is (x, y) some place Gaussian curvature on eyeglass

P is the local derviation of Z to x

Q is the local derviation of Z to y

R is the second order local derviation of Z to x

S is the mixing local derviation of Z to x, y

T is the second order local derviation of Z to y

In technique scheme, in described lens design process, select an Optimal Parameters value X as the Optimum Operation number of control design case quality, optical design ZEMAX program computation is utilized to go out the functional value of evaluation function, the functional value of described evaluation function is less, represent that eyeglass aberration is more close to range of control, imaging definition is excellent; Otherwise then represent that eyeglass aberration is more away from range of control, imaging definition is poor; When the functional value of described evaluation function reaches minimal value, then show that process of optimization terminates, thus the eyeglass obtained after optimization makes each term coefficient; Described evaluation function is as follows:

${\mathrm{MF}}^2:=\frac{\mathrm{\Σ}Wi\·{(Vi-Ti)}^2+\mathrm{\Σ}{(Vi-Ti)}^2}{\mathrm{\Σ}Wi}$

In formula:

MF ²evaluation function;

The weight of Wi operand;

The currency of Vi operand;

The desired value of Ti operand.

In technique scheme, the mean power change from described eyeglass bore 40 ㎜ place to described center of lens is linear change.

In technique scheme, described eyeglass is nearsighted eyeglass or presbyopic glass block.

In technique scheme, described eyeglass is made up of one side aspheric surface or double-sized non-spherical lens.

For achieving the above object, the technical solution adopted in the utility model is: a kind of method determining lens shape.Knots modification GDB40 between the mean power QGD40 at described eyeglass bore 40 ㎜ place and the mean power QGD0 of described center of lens is: GDB40=QGD40-QGD0, meets 0.08 × QGD0≤GDB40≤0.10 × QGD0 designing requirement.

In technique scheme, the knots modification GDB40 between the diopter QGD40 at described eyeglass bore 40 ㎜ place and the diopter QGD0 of described center of lens is linear change amount; The surface configuration of described aspherical lens is determined by following formula:

$Z=\frac{{\mathrm{cr}}^2}{1+\sqrt{1-(1+k)c^2{r}^2}}+\underset{i=2}{\overset{8}{\Σ}}{A}_{2i}{r}^{2i},i=2,3,4,...8$

In formula:

Z coordinate points x, y place rise

C benchmark vertex of a quadric curvature, and

K quadric surface constant;

The polynomial item number of i;

R is the distance leaving aspheric refractive vertex of surface center,

In technique scheme, described eyeglass is nearsighted eyeglass or presbyopic glass block.

In technique scheme, described eyeglass is made up of one side aspheric surface or double-sized non-spherical lens.

Because technique scheme is used, the utility model compared with prior art has following advantages:

1. the utility model by detect eyeglass bore 40 ㎜ place mean power relative to center of lens mean power between knots modification GDB40 size, whether meet within knots modification X=GDB40/QCD0=8% ~ 10% scope.(when calculating X value, GDB40 and QGD0 all takes absolute value) whether the design of evaluating eyeglass qualified, within the scope of this, then represent that aberration is less, eyeglass sharpness is high, contrary then aberration is large, and eyeglass is clear not, so detect and judge convenient, without the need to the detecting instrument of specialty and the participation of professional researchist, be applicable to the making to common spectacles sheet;

2. use the utility model, make eyeglass time, can by the mean power of eyeglass at bore 40 ㎜ place relative to center of lens diopter between knots modification GDB40 size, control within X=GDB40/QCD0=8% ~ 10% scope.(when calculating X value, GDB40 and QGD0 all takes absolute value) thus ensure that the aberration of eyeglass is corrected in comparatively suitable scope, make the lens shape obtained and there is good periphery imaging definition, reduce the sense of discomfort of first pendant glasses wearer, improve the comfortableness of people's wearing spectacles.

Accompanying drawing explanation

Fig. 1 is the lens schematic shapes of the utility model embodiment one;

Fig. 2 is the lens schematic shapes of the utility model embodiment two;

Fig. 3 is the lens schematic shapes of the utility model embodiment three;

Fig. 4 is the utility model embodiment four, embodiment five, embodiment six, embodiment seven, the lens schematic shapes of embodiment eight.

Embodiment

Below in conjunction with drawings and Examples, the utility model is further described:

Embodiment one: shown in Figure 1, a kind of rectification aberration lens, described eyeglass is an aspheric nearsighted eyeglass, and lens first surface is even number aspheric surface refracting surface, and even number aspheric surface refracting surface is determined by with minor function:

$Zm=\frac{{\mathrm{CmH}}^2}{1+\sqrt{1-(1+K){\mathrm{Cm}}^2{H}^2}}+\underset{n=2}{\overset{8}{\Σ}}{A}_{2n}{H}^{2n},m=1,2,n=2,3,4...8$

In formula, Zm is the rise at certain point (X, Y) place on aspheric surface refracting surface,

Cm is the curvature of aspheric refractive vertex of surface center, and for leaving the distance of aspheric refractive vertex of surface center,

A2n and A4, A6, A8, A10, A12, A14, A16 are aspheric surface high-order term coefficients.

The embodiment one of patent of invention CN1412604A selected by the initial configuration of the present embodiment: the eyeglass that patent CN1412604A announces is an aspheric nearsighted eyeglass, its diopter is-4D, the first surface diopter 0.5D of lens, second diopter-4.5D, design parameter sees the following form:

We use the aberration of ZEMAX program computation lens, but ZEMAX program itself does not have the function of calculating optical aberration GDB40.In order to the function making ZEMAX program have calculating optical aberration GDB40, need establishment ZPL program (also known as ZPL macro instruction), add in ZEMAX program and go, ZEMAX program is become have the specific program of the function of calculating optical aberration GDB40.Establishment ZPL program needs the computing formula of optical aberration GDB40:

GDB40＝QGD40-QGD0，

Wherein: QGD40 is the mean power at eyeglass bore 40 ㎜ place

QGD0 is center of lens mean power

QGD40 is the mean power at eyeglass bore 40 ㎜ place, can calculate by following formula group:

$QGD40=\left(\frac{n-1}{2}\right)\×(K_{max}+K_{\min })$

In formula: n lens materials refractive index;

K _maxbore 40mm point place maximum curvature in aspheric surface

K _minbore 40mm point place minimum curvature in aspheric surface.

H in above-mentioned formula, G are obtained by following formula group:

$H=\frac{(1+q^2)\·r+(1+p^2)\·t-2\·p\·q\·s}{2\·{(1+p^2+q^2)}^{\frac{3}{2}}};$

$G=\frac{r\·t-s^2}{{(1+p^2+q^2)}^2};$ Wherein:

$p=\frac{dz}{dx};q=\frac{dz}{dy};r=\frac{d^{2}z}{{\mathrm{dx}}^2};s=\frac{d^{2}z}{dxdy};t=\frac{d^{2}z}{{\mathrm{dy}}^2};$

H is (x, y) some place mean curvature on eyeglass

G is (x, y) some place Gaussian curvature on eyeglass

P is the local derviation of Z to x

Q is the local derviation of Z to y

R is the second order local derviation of Z to x

S is the mixing local derviation of Z to x, y

T is the second order local derviation of Z to y

Any ASCII character text editor can be used to create ZPL program.Utilize after programming completes by above-mentioned formula group, the extension name of program should be .ZPL, can not by the extension name of other characters as program name.ZPL program should stored in the MACROS sub-directory in path, ZEMAX program place.Afterwards, just ZEMAX program computation optical aberration GDB40 can be used.

Apply above-mentioned computing method, calculate embodiment one initial configuration optical aberration according to above-mentioned parameter as shown in the table:

As can be seen from the above table: the aberration GDB40=55.89 (being equivalent to X=13.97%) of initial configuration, the requirement (being equivalent to X=8% ~ 10%) of 0.08 × QGD0≤GDB40≤0.10 × QGD0 is not met.We further optimize initial configuration image quality ZEMAX program for this reason: during optimization, first will set up evaluation function, and in ZEMAX program, evaluation function is defined as follows

${\mathrm{MF}}^2:=\frac{\mathrm{\Σ}Wi\·{(Vi-Ti)}^2+\mathrm{\Σ}{(Vi-Ti)}^2}{\mathrm{\Σ}Wi}$

In formula:

MF ²evaluation function

The weight of Wi operand

The currency of Vi operand

The desired value of Ti operand

After evaluation function setting, choose asphericity coefficient as optimized variable, namely R1 is aspheric surface, surface type is Even asphere, method of the present invention is now adopted to be optimized design to optical aberration GDB40, optimal design be ZEMAX program, in ZEMAX program, various basic optical performance parameter, aberration, the constraint of lens data etc. can as Optimum Operation number, in order to optimize the aberration of aspherical eyeglass lens, choosing RSRE is operand, and certain coordinate points place diopter QGD0 on aspherical eyeglass lens, QGD40, the operand of GDB40 is ZPLM.In evaluation function edit menu, use operand ZPLM to call ZPL macro instruction, ZPL macro instruction is used for the calculating of execution requirements, then ZPL key word OPTRETURN is used by the result of calculation that obtains stored in certain the array position in ZEMAX, the sole purpose of (array position has 51, the arbitrary integer between desirable 0 ~ 50) .OPTRETURN is that the value making to calculate in ZPL macro instruction can be optimised.Such as, we set to 0 the value OPTRETURN of QGD0 stored in the array bit of ZEMAX, and the value OPTRETURN of QGD40 is stored in array position 10, and the value OPTRETURN of GDB40 is stored in array position 20.That is:

OPTRETURN 0＝QGD0

OPTRETURN 10＝QGD40

OPTRETURN 20＝GDB40

We not only have chosen the diopter-4D (QGD0=400) of requirement, point range figure (RSRE=0), also add optical aberration GDB40=37.5 requirement (being equivalent to Optimal Parameters X=9.375%).With the Optimum Operation number of above-mentioned parameter as control design case quality,

In the Merit Function Editor of ZEMAX program, be good for the numerical value into above-mentioned Optimum Operation number, run zemax.exe and can obtain following design result:

The C1 asphericity coefficient of first surface: A4=2.665E-7, A6=1.000E-9, A8=-9.501E-12, A10=5.205E-14, A12=-1.529E-16, A14=2.208E-19, A16=-1.244E-22;

The C2 surface of second is sphere, its asphericity coefficient: A4=A6=A8=A10=A12=A14=A16=0;

According to above-mentioned parameter, calculate various aberration as shown in the table:

The aberration of front and back is optimized in contrast:

As can be seen from the above table: after the aberration optimization of initial configuration (existing open patent application patent CN1412604A), aberration is greatly improved, and full filed 2W=70 place, before optimization, disc of confusion size is 22.5 microns, and after optimizing, disc of confusion size is 17.5 microns.Particularly aberration GDB40 from 55 (corresponding X=13.75%) become 37.22 (corresponding X=9.3%) meet: the requirement within X=GDB40/QCD0=8% ~ 10% scope.

The detection of optical aberration point diagram RSRE (disc of confusion) size is very difficult, and the detection of optical aberration GDB40 belongs to the dioptric conventional sense of lens, is very easy.So utilize the optimization of optical aberration GDB40 to carry out the aberration optimal design of lens and detection is very easily.

In sum, by optimizing optical aberration GDB40, the aberration of rectifiable lens.According to the contrast of the aberration value of above-mentioned calculating, we can know, the lens produced thus will have higher imaging definition.

Embodiment two: shown in Figure 2, in the present embodiment, its antidote and method for making are similar to embodiment one, and difference is: the C1 surface of its first surface is sphere, its asphericity coefficient: A4=A6=A8=A10=A12=A14=A16=0;

The C2 surface of second is aspheric surface, its asphericity coefficient: A4=-2.916E-7, A6=-2.929E-10, A8=6.180E-13, A10=-2.434E-14, A12=1.569E-16, A14=-3.668E-19, A16=2.979E-22;

According to above-mentioned optimum results, the aberration comparison sheet before calculating the aberration after following optimization and not optimizing:

As can be seen from the above table, the indices in the present embodiment is better than the prior art before not optimizing all greatly.

Embodiment three: shown in Figure 3, a kind of rectification aberration lens, its diopter is-6D, is the nearsighted eyeglass of double-sized non-spherical, and its structural parameters are as following table (structure utilizing existing open patent of invention ZL201010292410.X is example):

Front surface R1 asphericity coefficient: A4=1.122E-7, A6=-6.477E-9, A8=1.632E-11, A10=-1.792E-14, A12=1.03E-17, A14=-2.997E-21,

A16＝3.397E-25；

Rear surface R2 asphericity coefficient: A4=-5.568E-7, A6=-6.906E-9,

A8＝1.807E-11,A10＝-2.137E-14,A12＝1.3E-17,A14＝-3.901E-21,

A16＝4.517E-25；

According to above-mentioned parameter, calculate following aberration:

As can be seen from the above table: the aberration GDB40=123.9 (being equivalent to X=20.65%) of patent of invention ZL201010292410.X (nearsighted eyeglass with aspheric surface) is larger, and we have carried out further optimization to the image quality of patent of invention ZL201010292410.X for this reason:

We take optimal design, not only have chosen the diopter QGD0=600 of requirement, the numerical value of point range figure (RSRE=0), also add the Optimum Operation number of requirement as control design case quality of this parameter of GDB40=54, in the Merit Function Editor of ZEMAX program, key in the numerical value of above-mentioned Optimum Operation number, run zemax.exe and can obtain following design result:

Its aberration is as following table:

The aberration of front and back is optimized in contrast:

As can be seen from the above table: after patent of invention ZL201010292410.X optimizes, aberration is greatly improved, full filed 2W=70 place, and before optimization, disc of confusion size is 38.5 microns, disc of confusion size 14.6 microns after optimizing.Particularly GDB40 from 123.9 (X=20.65%) become 54.00 (X=9.00%) meet:

0.08×QGD0≦GDB40≦0.10×QGD0

Requirement (48 ~ 60).

The detection of disc of confusion size is very difficult, and the detection of GDB40 belongs to the dioptric detection of lens, is very easy.So utilize the optimization of GDB40 to carry out the aberration optimization of lens and detection is very easily.

Embodiment four: shown in Figure 4, a kind of rectification aberration lens, its diopter is 6D, and namely QGD0=600 is the aspheric presbyopic glass block of one side.The embodiment one of Chinese utility model patent CN201828723U (aspheric surface presbyopic glass block) selected by the initial configuration of the present embodiment, and concrete data are as following table:

According to above-mentioned parameter, calculate the aberration of embodiment four initial configuration as following table:

As can be seen from the above table: the aberration GDB40=103.34 (being equivalent to X=17.22%) of initial configuration, the requirement (being equivalent to X=8% ~ 10%) of 0.08 × QGD0≤GDB40≤0.10 × QGD0 is not met.We have carried out further optimization to initial configuration image quality for this reason:

We take optimal design, not only have chosen the diopter QGD0=600 of requirement, the numerical value of point range figure (RSRE=0), (GBD40 of first surface is negative value also to add GDB40=-54, its absolute value is got during calculating, i.e. GDB40=54, being equivalent to X=9%) requirement of this parameter is as the Optimum Operation number of control design case quality, in the Merit Function Editor of ZEMAX program, key in the numerical value of above-mentioned Optimum Operation number, run zemax.exe and can obtain the parameter of embodiment four optimum results as following table:

According to above optimum results, calculate the aberration of embodiment four optimum results as following table:

Aberration before and after comparative example four optimizes:

As can be seen from the above table: after patent CN201828723U optimizes, aberration is greatly improved, full filed 2W=70 place, and before optimization, disc of confusion size is 72.03 microns, after optimizing, disc of confusion size is 43.06 microns.Particularly GDB40 became for 54 (being equivalent to X=9.00%) from 103.34 (being equivalent to X=17.22%).

Meet:

0.08*QGD0≦GDB40≦0.10*QGD0

Requirement.

The detection of disc of confusion size is very difficult, and the detection of GDB40 belongs to the dioptric detection of lens, is very easy.So utilize the optimization of optical aberration GDB40 to carry out the rectification of lens aberration, the detection in design process in the optimization of aberration and production run is very easily.

Embodiment five: shown in Figure 4.The initial configuration of embodiment five is the same with embodiment four.In the present embodiment, its antidote and method for making are also the same with embodiment four, and difference is: require GDB40=42, is equivalent to X=7%, and the parameter of embodiment five optimum results is as following table:

The aberration contrast of the design result that embodiment five obtains after optimizing and initial configuration is as following table:

As can be seen from the above table: after patent CN201828723U optimizes, aberration change is little, full filed 2W=70 place, and before optimization, disc of confusion size is 72.03 microns, and after optimizing, disc of confusion size is 72.15 microns.Change is little.This is because optical aberration GDB40 became for 42 (being equivalent to X=7%) from 103.34 (being equivalent to X=17.22%).

Do not meet: the requirement of 0.08*QGD0≤GDB40≤0.10*QGD0.The namely cause of the numerical value of X outside 8% ~ 10%.

Embodiment six: shown in Figure 4.In the present embodiment, its antidote and method for making and initial configuration the same with embodiment four, difference is: require GDB40=66, is equivalent to X=11%, and the parameter of embodiment six optimum results is as following table:

The aberration contrast of the design result that embodiment six obtains after optimizing and initial configuration is as following table:

As can be seen from the above table: after patent CN201828723U optimizes, aberration change is little, full filed 2W=70 place, and before optimization, disc of confusion size is 72.03 microns, and after optimizing, disc of confusion size is 70 microns.Change is little.This is because optical aberration GDB40 became for 66 (being equivalent to X=11%) from 103.34 (being equivalent to X=17.22%).

Do not meet: the requirement of 0.08*QGD0≤GDB40≤0.10*QGD0.The namely cause of the numerical value of X outside 8% ~ 10%.

Embodiment seven: shown in Figure 4.In the present embodiment, its antidote and method for making and initial configuration the same with embodiment four, difference is: require GDB40=48, is equivalent to X=8%,

The parameter of embodiment seven optimum results is as following table:

The aberration contrast of the design result that embodiment seven obtains after optimizing and initial configuration is as following table:

As can be seen from the above table: after patent CN201828723U optimizes, aberration is greatly improved, full filed 2W=70 place, and before optimization, disc of confusion size is 72.03 microns, after optimizing, disc of confusion size is 45.81 microns.Particularly GDB40 became for 48 (being equivalent to X=8%) from 103.34 (being equivalent to X=17.22%).

Meet:

0.08*QGD0≦GDB40≦0.10*QGD0

Requirement.

The detection of disc of confusion size is very difficult, and the detection of GDB40 belongs to the dioptric detection of lens, is very easy.So utilize the optimization of optical aberration GDB40 to carry out the rectification of lens aberration, the detection in design process in the optimization of aberration and production run is very easily

Embodiment eight: shown in Figure 4.In the present embodiment, its antidote and method for making and initial configuration the same with embodiment four, difference is: require GDB40=60, is equivalent to X=10%, and the parameter of embodiment eight optimum results is as following table:

The aberration contrast of the design result that embodiment eight obtains after optimizing and initial configuration is as following table:

As can be seen from the above table: after patent CN201828723U optimizes, aberration has had great changes, full filed 2W=70 place, and before optimization, disc of confusion size is 72.03 microns, after optimizing, disc of confusion size is 47.84 microns.Alter a great deal.This is because optical aberration GDB40 became for 60 (being equivalent to X=10%) from 103.34 (being equivalent to X=17.22%).

Meet:

0.08*QGD0≦GDB40≦0.10*QGD0

Requirement.

The detection of disc of confusion size is very difficult, and the detection of GDB40 belongs to the dioptric detection of lens, is very easy.So utilize the optimization of optical aberration GDB40 to carry out the rectification of lens aberration, the detection in design process in the optimization of aberration and production run is very easily

As can be seen from the above embodiments: after every optical aberration GDB40 optimizes, numerical value meets:

0.08*QGD0≦GDB40≦0.10*QGD0

Requirement (being equivalent to X=8% ~ 10%).Then aberration correction relatively good of lens, imaging definition is high, such as embodiment one, embodiment two, embodiment three, embodiment four, embodiment seven, embodiment eight.On the contrary, if after optical aberration GDB40 optimization, numerical value does not meet:

0.08*QGD0≦GDB40≦0.10*QGD0

Aberration correction not very good of requirement (being equivalent to the numerical value of X outside 8% ~ 10%) then lens, imaging definition is not high, such as embodiment five, embodiment six.

Claims (6)

1. correct aberration lens for one kind, it is characterized in that: lens is under human eye looks thing state, in the scope of field angle 2W=70 degree, the mean power QGD40 at correcting lens bore 40 ㎜ place contrasts the knots modification GDB40 of center of lens mean power QGD0, is controlled within Optimal Parameters value X=GDB40/QCD0=8% ~ 10% scope by optical aberration GDB40.

2. rectification aberration lens according to claim 1, is characterized in that: described optical aberration GDB40 following formula makes calculating:

GDB40＝QGD40-QGD0，

Wherein: the mean power at QGD40 eyeglass bore 40 ㎜ place

QGD0 center of lens mean power

QGD40 is the mean power at eyeglass bore 40 ㎜ place, can calculate by following formula group:

In formula: n lens materials refractive index;

K _maxbore 40mm point place maximum curvature in aspheric surface

K _minbore 40mm point place minimum curvature in aspheric surface

H in above-mentioned formula, G are obtained by following formula group:

wherein:

H is (x, y) some place mean curvature on eyeglass

G is (x, y) some place Gaussian curvature on eyeglass

P is the local derviation of Z to x

Q is the local derviation of Z to y

R is the second order local derviation of Z to x

S is the mixing local derviation of Z to x, y

T is the second order local derviation of Z to y.

3. rectification aberration lens according to claim 1, is characterized in that: described eyeglass is nearsighted eyeglass or presbyopic glass block.

4. rectification aberration lens according to claim 1, is characterized in that: described eyeglass is made up of one side aspheric surface or double-sized non-spherical lens.

5. rectification aberration lens according to claim 1, is characterized in that: the mean power change from described eyeglass bore 40 ㎜ place to described center of lens is linear change.

6. rectification aberration lens according to claim 4, is characterized in that: the knots modification GDB40 between the mean power QGD40 at described eyeglass bore 40 ㎜ place and the mean power QGD0 of described center of lens is linear change amount; The surface configuration of described aspherical lens is determined by following formula:

In formula:

Z coordinate point x, y place rise

C benchmark vertex of a quadric curvature, and

K quadric surface constant;

The polynomial item number of i;

R is the distance leaving aspheric refractive vertex of surface center,