# Patent

## Title
Imaging lens

## Abstract

An imaging lens of which optical performance does not deteriorate even in a high temperature environment, various aberrations are well corrected, optical length is short, and back focus is sufficiently secured, comprising an aperture stop S and a junction type compound lens 14 having a positive refractive power, wherein the aperture stop and the junction type compound lens are arranged in this sequence from an object side to an image side. The junction type compound lens comprises a first lens L1, a second lens L2 and a third lens L3 arranged in this sequence from the object side to the image side. The first lens and the third lens are formed of a curable resin material, and the second lens is formed of an optical glass. The first lens and the second lens are directly bonded, and the second lens and the third lens are directly bonded. The object side face of the first lens and the image side face of the third lens are aspherical.

## Background
TECHNICAL FIELD
The present invention relates to an imaging lens, and more particularly to an imaging lens that can be suitably mounted on a portable telephone or the like.
BACKGROUND ART
In a portable telephone with a build-in digital camera, an imaging lens is mounted on a printed circuit board. As a method for mounting an imaging lens on a printed circuit board, a reflow soldering processing is used. Hereafter the reflow soldering processing may simply be called “reflow”. Reflow processing is a method for soldering an electronic component by placing a solder ball in advance at a location where an electronic component is connected, placing the electronic component there, heating to melt the solder ball, then cooling the solder down.
Generally in mass production steps, a reflow step for performing reflow processing is used as a method for mounting electronic elements or such components as an imaging lens on a printed circuit board. If the reflow step is used, the mounting cost of components on a printed circuit board can be decreased, and the manufacturing quality can be maintained at a predetermined level.
In the reflow step of the manufacturing steps of a portable telephone comprising an imaging lens, not only electronic components are arranged at predetermined positions on a printed circuit board, but also the imaging lens itself and a socket for installing the imaging lens are arranged on the printed circuit board.
The imaging lenses installed in portable telephones are largely made of plastic in order to decrease manufacturing cost and to insure lens performance. Therefore a heat resistant socket component is used for installing the imaging lens, in order to prevent thermal deformation of the imaging lens in a high temperature environment, which makes it impossible to maintain optical performance thereof.
In other words, in the reflow step, a heat resistant socket component for installing an imaging lens is mounted on the printed circuit board of the portable telephone, and the imaging lens is installed in this socket after the reflow step, so that the imaging lens is not exposed to the high temperature in the reflow step (e.g. see Patent Documents 1 to 3). However using a heat resistant socket component for installing the imaging lens makes the manufacturing steps complicated, and increases the manufacturing cost including the cost of this heat resistant socket.
Recently it has been demanded that the optical performance of an imaging lens installed in a portable telephone does not deteriorate even if the portable telephone itself is placed in 150° C. or higher temperature environment, considering the case of a portable telephone that is left in an automobile which temporarily becomes a high temperature environment. A conventional imaging lens made of plastic material cannot meet this demand.
In order to implement an imaging lens of which optical performance is maintained even in a high temperature environment, forming an imaging lens using a high melting point mold glass material is possible (e.g. see Patent Document 4). According to this, the deterioration of optical performance of an imaging lens in a high temperature environment can be avoided, but at this moment, an imaging lens made of mold glass material is not popular since the manufacturing cost is very high.
In addition to the above thermal characteristics, an imaging lens installed on a portable telephone must satisfy the following conditions related to optical characteristics. One condition is that the optical length, which is defined as a length from an entrance plane at an object side to an image formation plane (also called the “image sensing plane”) of the imaging lens, must be short. In other words, when a lens is designed, the ratio of the optical length to the composite focal distance of the imaging lens must be minimized.
In the case of a portable telephone, for example, this optical length must at least be shorter than the thickness of the portable telephone main unit. On the other hand, a back focus, which is defined as a distance from the outgoing plane at the image side to the image sensing plane of the imaging lens, should be as long as possible. In other words, when the lens is designed, the ratio of the back focus to the focal distance must be maximized. This is because such components as a filter and cover glass must be inserted between the imaging lens and the image sensing plane.
In addition to this, it is naturally demanded for the imaging lens that various aberrations are corrected to be small enough that the distortion of an image is not visually recognized, and the integration density of the image sensing elements (also called “pixels”) is sufficiently satisfied. In other words, various aberrations must be well corrected, and an image when various aberrations are well corrected may hereafter be called a “good image”.

    Patent Document 1: Japanese Patent Application Laid-Open No. 2006-121079
    Patent Document 2: Japanese Patent Application Laid-Open No. 2004-328474
    Patent Document 3: Japanese Patent No. 3755149
    Patent Document 4: Japanese Patent Application Laid-Open No. 2005-067999


DISCLOSURE OF THE INVENTION
Problems to be Solved by the Invention
With the foregoing in view, it is an object of the present invention to provide an imaging lens suitable for being installed in a portable telephone, and of which heat resistance is guaranteed and optical performance does not deteriorate, even in a high temperature environment in a reflow step or even if the imaging lens is installed in a portable telephone and is temporarily placed in a high temperature environment, such as inside a car.
It is another object of the present invention to provide an imaging lens of which optical length is short, and the back focus is as long as possible, and with which a good image is acquired.
Means for Solving the Problems
To achieve the above objects, an imaging lens of this invention comprises an aperture stop and a junction type compound lens having a positive refractive power, wherein the aperture stop and the junction type compound lens are arranged in this sequence from the object side to the image side.
The junction type compound lens comprises a first lens, a second lens and a third lens arranged in this sequence from the object side to the image side, and the first lens and the third lens are formed of a curable resin material, the second lens is formed of a glass material, the first lens and the second lens are directly bonded, and the second lens and the third lens are directly bonded. The curable resin material refers to both a thermo-setting resin and a UV curable resin.
In the above mentioned imaging lens, it is preferable to perform settings that satisfy the following conditions (1) to (4).

0≦|N3−N2|≦0.1  (1)

0≦|N3−N4|≦0.1  (2)

0≦|ν3−ν2|≦30.0  (3)

0≦|ν3−ν4|≦30.0  (4)

where

N2: refractive index of the first lens
N3: refractive index of the second lens
N4: refractive index of the third lens
ν2: Abbe number of the first lens
ν3: Abbe number of the second lens
ν4: Abbe number of the third lens
The second lens can be a plane parallel glass plate. A plane parallel glass plate can also be called an “optical-parallel glass plate”. A plane parallel glass plate normally is not called a lens, but in the description of the present invention, the plane parallel glass plate may be included in a lens definition, regarding this as a special case where the radius of curvature of the lens surface is infinite.
When the second lens is a plane parallel glass plate, the first lens can be a plano-convex lens, where the object side face of the first lens is a convex surface facing the object side, and the third lens can be a plano-convex lens where the image side face of the third lens is a convex surface facing the image side.
If the second lens is a plane parallel glass plate, the first lens can be a plano-concave lens where the object side face of the first lens is a concave surface facing the object side, and the third lens can be a plano-convex lens where the image side face of the third lens is a convex surface facing the image side.
The second lens can be a bi-convex glass lens, the first lens can be a lens where the object side face of the first lens is a convex surface facing the object side, and the third lens can be a lens where the image side face of the third lens is a convex surface facing the image side.
If the second lens is a bi-convex glass lens, the first lens can be a lens where the object side face of the first lens is a concave surface facing the object side, and the third lens can be a lens where the image side face of the third lens is a convex surface facing the image side.
The second lens can be a bi-concave glass lens, the first lens can be a lens where the object side face of the first lens is a convex surface facing the object side, and the third lens can be a lens where the image side face of the third lens is a convex surface facing the image side.
If the second lens is a bi-concave glass lens, the first lens can be a lens where the object side face of the first lens is a concave surface facing the object side, and the third lens can be a lens where the image side face of the third lens is a convex surface facing the image side.
To form the imaging lens of the present invention, it is preferable that the object side face of the first lens and the image side face of the third lens are aspheric.
Also to form the imaging lens of the present invention, it is preferable that the resin material of the first lens and the third lens is a transparent high hardness silicone resin containing transparent adhesive. The high hardness silicone resin refers to a curable silicone resin which is sufficiently harder compared with the hardness of a plastic resin, and has a sufficient hardness with which geometric shape does not change during the manufacturing step of installing the imaging lens in a portable telephone, and during normal use after the imaging lens is installed in a portable telephone. “Transparent” indicates that the light absorption of visible light is small (transparent) enough to have no influence on practical use. In a product catalog of a silicone resin providing company, the phrase “transparent high hardness silicone resin” may be used for this high hardness silicone resin, which is transparent to visible light.
EFFECTS OF THE INVENTION
According to the imaging lens of the present invention, in the junction type compound lens constituting this imaging lens, the first and third lens, which are formed of curable resin material, sandwich and are directly bonded to the second lens, which is formed of a high melting point glass material, from both sides. Therefore the optical performance thereof is guaranteed in a high temperature environment in the reflow step, or in a high temperature environment when using the imaging lens. In other words, the second lens is formed of a glass material of which melting point is higher than the maximum ambient temperature in the design specifications of the junction type compound lens, so the optical performance thereof does not deteriorate even under a high temperature environment.
Also the first lens and the third lens are directly bonded to the second lens, and curing processing has been performed, so the optical performance thereof does not deteriorate even under a high temperature environment. In other words, once the curable resin material constituting the first and third lens is cured and solidified, the heat resistance characteristic thereof is stable, and the optical performance thereof is maintained even at the highest ambient temperature under conditions of using the junction type compound lens.
If a single lens is created using only curable resin, such a problem as a change in the curved surface shape of the lens occurs during the curing process, but the first lens and the third lens sandwich and are directly bonded to the second lens, which is formed of high melting point glass material, from both sides, therefore such a problem as the curved surface shapes of the first and third lenses deforming during the curing step does not occur.
The inventor of the present invention confirmed that good images can be acquired by satisfying the above conditions (1) to (4) for the respective refractive index and the Abbe number of the first lens, second lens and third lens by simulation based on the ray tracing method, and creating a prototype, and evaluating the characteristics thereof.
The structural principle of the imaging lens of the present invention is implementing two roles, that is aberration correction and image formation, by a single junction type compound lens of which optical characteristics such as the refractive index is as uniform as possible. In other words, it is preferable that the respective refractive index and Abbe number of the first to third lenses constituting the junction type compound lens of the imaging lens of the present invention do not differ from each other. In other words, it is an ideal that the respective refractive index and Abbe number of the first to third lenses are the same as each other. In practical terms, however, it is extremely difficult to find an optical glass material constituting the second lens and a curable resin material constituting the first and third lenses of which the refractive indexes and Abbe number are precisely the same.
Therefore the inventor of the present invention checked, through various simulations and prototyping, the difference of the refractive indexes and the Abbe numbers between the material of the second lens and the material of the first and third lenses, which could generate good images. As a result, it was confirmed that good images can be acquired by constituting an imaging lens which satisfies the above conditions (1) to (4).
In other words, if the difference between the refractive index N2 of the first lens and the refractive index N3 of the second lens, and the difference between the refractive index N3 of the second lens and the refractive index N4 of the third lens are within 0.1, then the distortion aberration, astigmatism aberration and chromatic/spherical aberration become sufficiently small enough to generate good images. If the difference between the Abbe number ν2 of the first lens and the Abbe number ν3 of the second lens, and the difference between the Abbe number ν3 of the second lens and the Abbe number ν4 of the third lens are within 30.0, the value of the chromatic aberration can be small enough to generate good images, and images can have sufficient contrast.



BRIEF DESCRIPTION OF THE DRAWINGS
FIG. 1 is a cross-sectional view depicting an imaging lens according to the present invention;
FIG. 2 is a cross-sectional view depicting an imaging lens according to a first embodiment;
FIG. 3 is a diagram depicting the distortion aberration of the imaging lens of the first embodiment;
FIG. 4 is a diagram depicting the astigmatism aberration of the imaging lens of the first embodiment;
FIG. 5 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the first embodiment;
FIG. 6 is a cross-sectional view depicting an imaging lens according to a second embodiment;
FIG. 7 is a diagram depicting the distortion aberration of the imaging lens of the second embodiment;
FIG. 8 is a diagram depicting the astigmatism aberration of the imaging lens of the second embodiment;
FIG. 9 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the second embodiment;
FIG. 10 is a cross-sectional view depicting an imaging lens according to a third embodiment;
FIG. 11 is a diagram depicting the distortion aberration of the imaging lens of the third embodiment;
FIG. 12 is a diagram depicting the astigmatism aberration of the imaging lens of the third embodiment;
FIG. 13 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the third embodiment;
FIG. 14 is a diagram depicting the imaging lens according to a fourth embodiment;
FIG. 15 is a diagram depicting the distortion aberration of the imaging lens of the fourth embodiment;
FIG. 16 is a diagram depicting the astigmatism aberration of the imaging lens of the fourth embodiment;
FIG. 17 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the fourth embodiment;
FIG. 18 is a cross-sectional view depicting an imaging lens according to a fifth embodiment;
FIG. 19 is a diagram depicting the distortion aberration of the imaging lens of the fifth embodiment;
FIG. 20 is a diagram depicting the astigmatism aberration of the imaging lens of the fifth embodiment;
FIG. 21 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the fifth embodiment;
FIG. 22 is a cross-sectional view depicting an imaging lens according to a sixth embodiment;
FIG. 23 is a diagram depicting the distortion aberration of the imaging lens of the sixth embodiment;
FIG. 24 is a diagram depicting the astigmatism aberration of the imaging lens of the sixth embodiment;
FIG. 25 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the sixth embodiment;
FIG. 26 is a cross-sectional view depicting an imaging lens according to a seventh embodiment;
FIG. 27 is a diagram depicting the distortion aberration of the imaging lens of the seventh embodiment;
FIG. 28 is a diagram depicting the astigmatism aberration of the imaging lens of the seventh embodiment;
FIG. 29 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the seventh embodiment;
FIG. 30 is a cross-sectional view depicting an imaging lens according to an eighth embodiment;
FIG. 31 is a diagram depicting the distortion aberration of the imaging lens of the eighth embodiment;
FIG. 32 is a diagram depicting the astigmatism aberration of the imaging lens of the eighth embodiment;
FIG. 33 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the eighth embodiment;
FIG. 34 is a cross-sectional view depicting an imaging lens according to a ninth embodiment;
FIG. 35 is a diagram depicting the distortion aberration of the imaging lens of the ninth embodiment;
FIG. 36 is a diagram depicting the astigmatism aberration of the imaging lens of the ninth embodiment;
FIG. 37 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the ninth embodiment;
FIG. 38 is a cross-sectional view depicting an imaging lens according to a tenth embodiment;
FIG. 39 is a diagram depicting the distortion aberration of the imaging lens of the tenth embodiment;
FIG. 40 is a diagram depicting the astigmatism aberration of the imaging lens of the tenth embodiment;
FIG. 41 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the tenth embodiment;
FIG. 42 is a cross-sectional view depicting an imaging lens according to an eleventh embodiment;
FIG. 43 is a diagram depicting the distortion aberration of the imaging lens of the eleventh embodiment;
FIG. 44 is a diagram depicting the astigmatism aberration of the imaging lens of the eleventh embodiment;
FIG. 45 is a diagram depicting the chromatic/spherical aberration of the imaging lens of the eleventh embodiment; and
FIG. 46 are diagrams depicting the manufacturing steps of a junction type compound lens.










EXPLANATION OF REFERENCE SYMBOLS


















10
Image sensing element



12
Cover glass



14
Junction type compound lens



20, 30
Die



24, 34
Transparent high hardness silicone resin



26
Optical glass



36
Object side face of first lens



38
Object side face of third lens



S 
Aperture stop



L1
First lens



L2
Second lens



L3
Third lens












BEST MODE FOR CARRYING OUT THE INVENTION
Embodiments of the present invention will now be described with reference to the drawings. Each drawings, however, simply illustrates one configuration example of the present invention, and roughly shows a cross-section of each composing element and positional relationship in order to assist in the understanding of the present invention, and does not limit the present invention to the illustrated example. In the following description, specific materials and conditions may be used, but these materials and conditions are merely examples of preferred embodiments, and therefore the present invention is not limited in any way by these materials and conditions.
FIG. 1 is a diagram depicting a configuration of an imaging lens of the present invention. The symbols of the surface number (ri (i=1, 2, 3, . . . , 8)) and the surface spacing (di (i=1, 2, 3, . . . , 7)) defined in FIG. 1 are omitted in FIG. 2, FIG. 6, FIG. 10, FIG. 14, FIG. 18, FIG. 22, FIG. 26, FIG. 30, FIG. 34, FIG. 38 and FIG. 42, so that the drawing does not become complicated.
As FIG. 1 shows, a first, second and third lens constituting a junction type compound lens 14 are denoted with L1, L2 and L3 respectively, and an aperture stop disposed on a front face (front face r2 of the first lens) of the junction type compound lens 14 is denoted with S. Within a range where no misunderstanding occurs, ri (i=1, 2, 3, . . . 8) may be used as a variable that indicates a value of a radius of curvature on an optical axis, or a symbol that identifies a lens, cover glass face or image sensing plane (e.g. r2 is used to indicate the object side face of the first lens L1 constituting the junction type composite lens 14).
Table 1 to Table 11 show the specific values of the parameters, such as ri (i=1, 2, 3, . . . , 8) and di (i=1, 2, 3, . . . , 7) shown in the drawings. The suffix i is added corresponding to an aperture stop surface, surface number of each lens, and thickness of the lens, or the surface spacing of the lens sequentially from the object side to the image side.
ri is a radius of curvature on the optical axis on the i-th surface.
di is a distance from the i-th surface to the (i+1)th surface.
N1 is a refractive index of the material of the lens having the i-th surface and (i+1)th surface.
ν1 is an Abbe number of the material of the lens having the i-th surface and (i+1)th surface.
In FIG. 1, the aperture of the diaphragm is shown by a segment. This is because the intersection of the diaphragm surface and the optical axis must be clearly shown to define the distance from the lens surface to the diaphragm surface. In FIG. 2, FIG. 6, FIG. 10, FIG. 14, FIG. 18, FIG. 22, FIG. 26, FIG. 30, FIG. 34, FIG. 38 and FIG. 42, which are cross-sectional views of the imaging lenses of the first embodiment to the eleventh embodiment respectively, a main body of the diaphragm for shielding light is shown by the two lines of which the start point is the edge of the aperture, by opening the aperture of the diaphragm, which is unlike FIG. 1. This is because the status of the diaphragm must be shown by opening the aperture of the diaphragm in order to enter such a beam as a main beam.
The optical length L is a distance from the diaphragm S to the image sensing plane. The back focus bf is a distance from the image side surface of the third lens L3 constituting the junction type compound lens 14 to the image sensing plane. Here the length from the image side face of the third lens L3 to the image sensing plane, which is measured without a cover glass, is regarded as the back focus bf.
The spherical data is shown in Table 1 to Table 11 respectively with surface numbers. The value ri (i=1, 2, 3, . . . 8) of the radius of curvature on the optical axis is a positive value if it is a convex surface to the object side, and is a negative value if it is convex to the image side.
Both surfaces (r3 and r4) when the second lens is a plane parallel glass plate, diaphragm S (r1), and surfaces of the cover glass (or filter) (r6 and r7) are planes, so the radius of curvature is indicated as ∞. The image sensing plane (r8) is a plane, so r8=∞, but this is omitted in Table 1 to Table 11.
The aspherical surface used for this invention is given by the following expression.

Z=ch2/[1+[1−(1+k)c2h2]+1/2]+A0h4+B0h6+C0h8+D0h10 

where

Z: depth from the vertex of the surface to the contact surface

c: curvature of the surface on the optical axis

h: height from the optical axis

k: cone constant

A0: aspherical-surface coefficient of degree 4

B0: aspherical surface coefficient of degree 6

C0: aspherical surface coefficient of degree 8

D0: aspherical surface coefficient of degree 10

In Table 1 to Table 11 of this description, the numeric value to indicate an aspherical surface coefficient is denoted by an exponent, and “e−1”, for example, means “the −1th power of 10”. The value indicated as the focal distance f is a focal distance of the junction type compound lens (composite focal distance of the lens system comprised of the first lens to the third lens). For each embodiment, the open F number (also called open F value), which is an index of the brightness of the lens, is indicated by Fno. The open F number refers to the F number when the diameter of the aperture stop is the maximum by design. The diagonal length 2Y of the square image surface is indicated as the image height. Y is a value half of the diagonal length of the square image surface.
Now the imaging lens according to the first embodiment to the eleventh embodiment will be described with reference to FIG. 1 to FIG. 45.
The distortion aberration curves shown in FIG. 3, FIG. 7, FIG. 11, FIG. 15, FIG. 19, FIG. 23, FIG. 27, FIG. 31, FIG. 35, FIG. 39 and FIG. 43 show the aberration (unsatisfactory quantity of the tangent condition is shown in the abscissa by percentage) with respect to the distance from the optical axis (shown in the ordinate by percentage with the maximum distance from the optical axis within the image surface as 100). The astigmatism aberration curves shown in FIG. 4, FIG. 8, FIG. 12, FIG. 16, FIG. 20 FIG. 24, FIG. 28, FIG. 32, FIG. 36, FIG. 40 and FIG. 44 show the aberration quantity (mm units) in the abscissa with respect to the distance from the optical axis shown in the ordinate, just like the distortion aberration curves, and show the aberration quantities (mm units) on the meridional surface and the sagittal surface respectively.
The chromatic/spherical aberration curves in FIG. 5, FIG. 9, FIG. 13, FIG. 17, FIG. 21, FIG. 25, FIG. 29, FIG. 33, FIG. 37, FIG. 41 and FIG. 45 show the aberration quantity (mm units) in the abscissa with respect to the incidence height h in the ordinate. The incidence height h in the ordinate is shown as a value converted into an F number. For example, in the case of a lens of which Fno is 2.8, the incidence height h=100% of the ordinate corresponds to F=2.8.
For the chromatic/spherical aberration curves, the aberration values with respect to the C-line (light of which wavelength is 656.3 nm), d-line (light of which wavelength is 587.6 nm), e-line (light of which wavelength is 546.1 nm), F-line (light of which wavelength is 486.1 nm) and g-line (light of which wavelength is 435.8 nm) are shown.
Table 1 to Table 11 show the list of the radius of curvature (mm units), lens surface spacing (mm units), refractive index of lens material, Abbe number of lens material, focal distance, F number and aspherical surface coefficient of composing lens of the first embodiment to the eleventh embodiment respectively. The radius of curvature in the optical axis and the lens surface spacing of the composing lens are shown as values when the value of the composite focal distance f of the imaging lens is normalized to 1.00 mm.
In the first embodiment to the eleventh embodiment, a transparent high hardness silicone resin, which is a curable resin material, is used for the material of the first lens L1 and the third lens L3 constituting the junction type compound lens 14. An optical glass BK 7, which is a glass material, is used for the material of the second lens L2. Here BK 7 is a name assigned by Schott Glass Co. to a group of borosilicate glass. The optical glass BK 7 is now manufactured by a plurality of manufacturers. The refractive index and the Abbe number of the commercially available optical glass BK 7 are somewhat different depending on the manufacturer and the manufacturing lot. The refractive index of the optical glass BK 7 (made by Ohara Inc.) constituting the second lens L2 with respect to the d-line (light with a 587.6 mm wavelength) is 1.5168, and the Abbe number is 64.0.
Both respective surfaces of the first lens L1 and the third lens L3 constituting the junction type compound lens 14 are aspherical.
As FIG. 1 shows, the imaging lens of the present invention comprises an aperture stop S and a junction type compound lens 14 having a positive refractive power, where the aperture stops S and the junction type compound lens 14 are arranged in this sequence from an object side to an image side. The junction type compound lens 14 further comprises a first lens L1, a second lens L2 and a third lens L3 arranged in this sequence, the first lens L1 and the third lens L3 are formed of a curable resin material (transparent high hardness silicone resin), and the second lens L2 is formed of a glass material (optical glass BK 7). The first lens L1 and the second lens L2 are directly bonded, and the second lens L2 and the third lens L3 are directly bonded.
A cover glass 12 is inserted between the junction type compound lens 14 and the image sensing element 10. A material of the cover glass is optical glass BK 7 (made by Hoya Corporation) of which refractive index is 1.5613 and the Abbe number is 61.0.
For the curable resin material, which is a material of the first lens L1 and the third lens L3, thermo-setting silicone resins SMX-7852 made by Fuji Polymer Industries Co., Ltd, IVSM-4500 made by Toshiba Corporation and SR-7010 made by Dow Corning Toray Co., Ltd. were used. The refractive indexes and the Abbe numbers of these thermo-setting silicone resins differ depending on the manufacturer, and the refractive indexes and the Abbe numbers differ somewhat even if the product name is the same. In the following embodiment, a refractive index of a lens material is a value with respect to the d-line (light with 587.6 nm wavelength).
The focal distance of the junction type compound lens 14 is normalized to 1.00 mm. Table 1 to Table 11 shows the value ri (i=1, 2, 3, . . . , 8) of the radius of curvature on the optical axis, surface spacing di (i=1, 2, 3, . . . , 7) and refractive index, Abbe number and aspherical surface coefficient of the lens composing material of the imaging lens according to the first embodiment to the eleventh embodiment respectively.







TABLE 1







First Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 1.029



4.460
4.243
−1.609e+2
3.119e+3
−2.393e+4



d2 = 0.0929
N2 = 1.51000
ν2 = 56.0


r3 = ∞



d3 = 0.4343
N3 = 1.51680
ν3 = 64.0


r4 = ∞



d4 = 0.0929
N4 = 1.51000
ν4 = 56.0


r5 = −0.807



−8.000e+1
−2.495
2.275e+1
−7.433e+1
1.147e+2



d5 = 0.3000


r6 = ∞



d6 = 0.2788
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3136





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.350 mm













TABLE 2







Second Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0196


r2 = −5.734



3.331e+2
−1.324
9.289e+1
−2.729e+3
1.937e+4



d2 = 0.0096
N2 = 1.51000
ν2 = 56.0


r3 = ∞



d3 = 0.3120
N3 = 1.51680
ν3 = 64.0


r4 = ∞



d4 = 0.1680
N4 = 1.51000
ν4 = 56.0


r5 = −0.482



3.832e−1
3.212
−5.795e+1
6.149e+2
−1.863e+3



d5 = 0.5000


r6 = ∞



d6 = 0.3360
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3068





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.260 mm













TABLE 3







Third Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 0.853



4.460
6.831
−3.557e+2
9.474e+3
−9.983e+4



d2 = 0.0793
N2 = 1.42000
ν2 = 52.0


r3 = ∞



d3 = 0.3706
N3 = 1.51680
ν3 = 64.0


r4 = ∞



d4 = 0.0793
N4 = 1.42000
ν4 = 52.0


r5 = −0.683



−8.000e+1
−4.017
5.031e+1
−2.258e+2
4.785e+2



d5 = 0.3000


r6 = ∞



d6 = 0.2379
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3681





Focal Distance f = 1.00 mm


F-Number Fno = 3.0


Image Height 2Y = 1.352 mm













TABLE 4







Fourth Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 1.029



4.460
4.243
−1.609e+2
3.119e+3
−2.393e+4



d2 = 0.0929
N2 = 1.51000
ν2 = 40.0


r3 = ∞



d3 = 0.4343
N3 = 1.51680
ν3 = 64.0


r4 = ∞



d4 = 0.0929
N4 = 1.51000
ν4 = 40.0


r5 = −0.807



−8.000e+1
−2.495
2.275e+1
−7.433e+1
1.147e+2



d5 = 0.3000


r6 = ∞



d6 = 0.2788
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3136





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.350 mm













TABLE 5







Fifth Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 1.031



4.460
4.218
−1.593e+2
3.076e+3
−2.350e+4



d2 = 0.0931
N2 = 1.51000
ν2 = 56.0


r3 = 4.008



d3 = 0.4352
N3 = 1.51680
ν3 = 64.0


r4 = −4.008



d4 = 0.0931
N4 = 1.51000
ν4 = 56.0


r5 = −0.808



−8.000e+1
−2.480
2.252e+1
−7.330e+1
1.126e+2



d5 = 0.3000


r6 = ∞



d6 = 0.2794
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3120





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.352 mm













TABLE 6







Sixth Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0197


r2 = −5.769



3.331e+2
−1.300
9.017e+1
−2.618e+3
1.836e+4



d2 = 0.0097
N2 = 1.51000
ν2 = 56.0


r3 = 1.931



d3 = 0.3139
N3 = 1.51680
ν3 = 64.0


r4 = −1.931



d4 = 0.1690
N4 = 1.51000
ν4 = 56.0


r5 = −0.485



3.832e−1
3.155
−5.626e+1
5.899e+2
−1.766e+3



d5 = 0.5000


r6 = ∞



d6 = 0.3380
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3044





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.268 mm













TABLE 7







Seventh Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 1.026



4.460
4.282
−1.633e+2
3.185e+3
−2.458e+4



d2 = 0.0926
N2 = 1.51000
ν2 = 56.0


r3 = −3.988



d3 = 0.4330
N3 = 1.51680
ν3 = 64.0


r4 = 3.988



d4 = 0.0926
N4 = 1.51000
ν4 = 56.0


r5 = −0.804



−8.000e+1
−2.518
2.309e+1
−7.591e+1
1.178e+2



d5 = 0.3000


r6 = ∞



d6 = 0.2780
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3145





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.352 mm













TABLE 8







Eighth Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0195


r2 = −5.705



3.331e+2
−1.344
9.529e+1
−2.828e+3
2.028e+4



d2 = 0.0478
N2 = 1.51000
ν2 = 56.0


r3 = −1.910



d3 = 0.2245
N3 = 1.51680
ν3 = 64.0


r4 = 1.910



d4 = 0.2149
N4 = 1.51000
ν4 = 56.0


r5 = −0.479



3.832e−1
3.261
−5.945e+1
6.373e+2
−1.951e+3



d5 = 0.5000


r6 = ∞



d6 = 0.3343
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.3099





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.254 mm













TABLE 9







Ninth Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 1.064



4.460
3.837
−1.360e+2
2.466e+3
−1.769e+4



d2 = 0.0961
N2 = 1.53000
ν2 = 35.0


r3 = ∞



d3 = 0.4491
N3 = 1.51680
ν3 = 64.0


r4 = ∞



d4 = 0.0961
N4 = 1.53000
ν4 = 35.0


r5 = −0.834



−8.000e+1
−2.256
1.924e+1
−5.877e+1
8.479e+1



d5 = 0.3102


r6 = ∞



d6 = 0.2788
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.2959





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.352 mm













TABLE 10







Tenth Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 1.059



4.460
3.898
−1.396e+2
2.558e+3
−1.854e+4



d2 = 0.0956
N2 = 1.53000
ν2 = 35.0


r3 = 4.115



d3 = 0.4468
N3 = 1.51680
ν3 = 64.0


r4 = −4.115



d4 = 0.0956
N4 = 1.53000
ν4 = 35.0


r5 = −0.830



−8.000e+1
−2.292
1.974e+1
−6.096e+1
8.886e+1



d5 = 0.3080


r6 = ∞



d6 = 0.2794
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.2988





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.352 mm













TABLE 11







Eleventh Embodiment











Radius of

Refractive
Abbe
Aspherical Surface Coefficients















Curvature(ri)
Interval(di)
Index(Ni)
Number(νi)
K
A0
B0
C0
D0


















r1 = ∞











d1 = 0.0000


r2 = 1.070



4.460
3.776
−1.325e+2
2.376e+3
−1.687e+4



d2 = 0.0966
N2 = 1.53000
ν2 = 35.0


r3 = −4.158



d3 = 0.4515
N3 = 1.51680
ν3 = 64.0


r4 = 4.158



d4 = 0.0966
N4 = 1.53000
ν4 = 35.0


r5 = −0.839



−8.000e+1
−2.220
1.873e+1
−5.663e+1
8.084e+1



d5 = 0.3128


r6 = ∞



d6 = 0.2780
N6 = 1.51633
ν6 = 64.0


r7 = ∞



d7 = 0.2929





Focal Distance f = 1.00 mm


F-Number Fno = 2.8


Image Height 2Y = 1.352 mm






First Embodiment
In the lens system of the first embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin SMX-7852 (made by Fuji Polymer Industries Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.51000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.51000.
(D) The Abbe number ν2 of the first lens L1 is ν2=56.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=56.0.
Therefore |N3−N2|=|N3−N4|=0.00680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=8.0, which satisfies the following Conditions (3) and (4).
Conditions (1) and (2) refer to the conditions given by the following Expression (1) and (2). The conditions (3) and (4) refer to the conditions given by the following Expressions (3) and (4).

0≦|N3−N2|≦0.1  (1)

0≦|N3−N4|≦0.1  (2)

0≦|ν3−ν2|≦30.0  (3)

0≦|ν3−ν4|≦30.0  (4)

Conditions (1) to (4) refer to conditions given by Expression (1) to (4) respectively, which is the same for the description herein below (description on the second embodiment to the eleventh embodiment).
FIG. 2 is a cross-sectional view of the imaging lens of the first embodiment. As FIG. 2 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 1. The F number Fno is 2.8.
As Table 1 shows, r3=∞ and r4=∞ so the second lens L2 is a plane parallel glass plate. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a plano-convex lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a plano-convex lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 2 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.513 mm, and the back focus bf is sufficiently long, 0.798 nm.
FIG. 3 shows a graph of the distortion aberration curve 1-1, FIG. 4 shows a graph of the astigmatism aberration curve (aberration curve 1-2 on the meridional surface and aberration curve 1-3 on the sagittal surface), FIG. 5 shows a graph of a chromatic/spherical aberration curve (aberration curve 1-4 on g-line, aberration curve 1-5 on F-line, aberration curve 1-6 on e-line, aberration curve 1-7 on d-line and aberration curve 1-8 on C-line).
The ordinates of the aberration curves in FIG. 3 and FIG. 4 show the image height by a % of the distance from the optical axis. In FIG. 3 and FIG. 4, 100% corresponds to 0.675 mm. The ordinate of the aberration curve in FIG. 5 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 3 shows the aberration (%), and the abscissas of FIG. 4 and FIG. 5 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 4.0%, which is the maximum, at the position of image height 50% (image height 0.338 mm), and the absolute value of the aberration is within 4.0% in a range where the image height is 0.675 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.21 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.21 mm in a range where the image height is 0.675 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 1-8 on the C-line is 0.0177 mm, which is the maximum, at 85% of the incidence height h, and the absolute value of the aberration is within 0.0177 mm.
Therefore according to the imaging lens of the first embodiment, good images are acquired.
Second Embodiment
In the lens system of the second embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin SMX-7852 (made by Fuji Polymer Industries Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.51000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.51000.
(D) The Abbe number ν2 of the first lens L1 is ν2=56.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=56.0.
Therefore |N3−N2|=|N3−N4|=0.00680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=8.0, which satisfies the following Conditions (3) and (4).
FIG. 6 shows a cross-sectional view of the imaging lens of the second embodiment. As FIG. 6 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 2. The F number Fno is 2.8.
As Table 2 shows, r3=∞ and r4=∞, so the second lens L2 is a plane parallel glass plate. Since r2 is a negative value and r5 is a negative value, the first lens L1 is a plano-concave lens where the object side face of this first lens L1 is a concave surface facing the object side, and the third lens L3 is a plano-convex lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 6 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.653 mm, and the back focus bf is sufficiently long, 1.029 mm.
FIG. 7 shows a graph of the distortion aberration curve 2-1, FIG. 8 shows a graph of the astigmatism aberration curve (aberration curve 2-2 on the meridional surface and aberration curve 2-3 on the sagittal surface), FIG. 9 shows a graph of a chromatic/spherical aberration curve (aberration curve 2-4 on g-line, aberration curve 2-5 on F-line, aberration curve 2-6 on e-line, aberration curve 2-7 on d-line and aberration curve 2-8 on C-line).
The ordinates of the aberration curves in FIG. 7 and FIG. 8 show the image height by a % of the distance from the optical axis. In FIG. 7 and FIG. 8, 100% corresponds to 0.630 mm. The ordinate of the aberration curve in FIG. 9 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 11 shows the aberration (%), and the abscissas of FIG. 8 and FIG. 9 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 10.5%, which is the maximum, at the position of image height 100% (image height 0.630 mm), and the absolute value of the aberration is within 10.5% in a range where the image height is 0.630 mm or less.
For the astigmatism aberration, the absolute value of the aberration on the meridional surface is within 0.08 mm, which is the maximum, at the position of the image height 50% (image height 0.315 mm), and the absolute value of the aberration is within 0.08 mm in a range where the image height is 0.630 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 2-4 on the g-line is 0.0639 mm, which is the maximum, at 100% of the incidence height h, and the absolute value of the aberration is within 0.0639 mm.
Therefore according to the imaging lens of the second embodiment, good images are acquired.
Third Embodiment
In the lens system of the third embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin IVSM-4500 (made by Toshiba Corporation) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.42000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.42000.
(D) The Abbe number ν2 of the first lens L1 is ν2=52.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=52.0.
Therefore |N3−N2|=|N3−N4|=0.09680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=12.0, which satisfies the following Conditions (3) and (4).
FIG. 10 shows a cross-sectional view of the imaging lens of the third embodiment. As FIG. 10 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 3. The F number Fno is 3.0.
As Table 3 shows, r3=∞ and r4=∞, so the second lens L2 is a plane parallel glass plate. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a plano-convex lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a plano-convex lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 10 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.435 mm, and the back focus bf is sufficiently long, 0.825 mm.
FIG. 11 shows a graph of the distortion aberration curve 3-1, FIG. 12 shows a graph of the astigmatism aberration curve (aberration curve 3-2 on the meridional surface and aberration curve 3-3 on the sagittal surface), FIG. 13 shows a graph of a chromatic/spherical aberration curve (aberration curve 3-4 on g-line, aberration curve 3-5 on F-line, aberration curve 3-6 on e-line, aberration curve 3-7 on d-line and aberration curve 3-8 on C-line).
The ordinates of the aberration curves in FIG. 11 and FIG. 12 show the image height by a % of the distance from the optical axis. In FIG. 11 and FIG. 12, 100% corresponds to 0.676 mm. The ordinate of the aberration curve in FIG. 13 shows the incidence height h (F number), and the maximum thereof corresponds to 3.0. The abscissa of FIG. 11 shows the aberration (%), and the abscissas of FIG. 12 and FIG. 13 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 3.7%, which is the maximum, at the position of image height 50% (image height 0.338 mm), and the absolute value of the aberration is within 3.7% in a range where the image height is 0.676 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.22 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.22 mm in a range where the image height is 0.676 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 3-8 on the C-line is 0.0322 mm, which is the maximum, at 70% of the incidence height h, and the absolute value of the aberration is within 0.0322 mm.
Therefore according to the imaging lens of the third embodiment, good images are acquired.
Fourth Embodiment
In the lens system of the fourth embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin SMX-7852 (made by Fuji Polymer Industries Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.51000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.51000.
(D) The Abbe number ν2 of the first lens L1 is ν2=40.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=40.0.
Therefore |N3−N2|=|N3−N4|=0.00680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=24.0, which satisfies the following Conditions (3) and (4).
FIG. 14 shows a cross-sectional view of the imaging lens of the fourth embodiment. As FIG. 14 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 4. The F number Fno is 2.8.
As Table 4 shows, r3=∞ and r4=∞, so the second lens L2 is a plane parallel glass plate. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a plano-convex lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a plano-convex lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 14 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.513 mm, and the back focus bf is sufficiently long, 0.798 mm.
FIG. 15 shows a graph of the distortion aberration curve 4-1, FIG. 16 shows a graph of the astigmatism aberration curve (aberration curve 4-2 on the meridional surface and aberration curve 4-3 on the sagittal surface), FIG. 17 shows a graph of a chromatic/spherical aberration curve (aberration curve 4-4 on g-line, aberration curve 4-5 on F-line, aberration curve 4-6 on e-line, aberration curve 4-7 on d-line and aberration curve 4-8 on C-line).
The ordinates of the aberration curves in FIG. 15 and FIG. 16 show the image height by a % of the distance from the optical axis. In FIG. 15 and FIG. 16, 100% corresponds to 0.675 mm. The ordinate of the aberration curve in FIG. 17 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 15 shows the aberration (%), and the abscissas of FIG. 16 and FIG. 17 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is within 4.0%, which is the maximum, at the position of image height 50% (image height 0.338 mm), and the absolute value of the aberration is within 4.0% in a range where the image height is 0.675 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.21 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.21 mm in a range where the image height is 0.675 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 4-4 on the g-line is 0.0260 mm, which is the maximum, at 0% of the incidence height h (lens center), and the absolute value of the aberration is within 0.0260 mm.
Therefore according to the imaging lens of the fourth embodiment, good images are acquired.
Fifth Embodiment
In the lens system of the fifth embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin SMX-7852 (made by Fuji Polymer Industries Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.51000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.51000.
(D) The Abbe number ν2 of the first lens L1 is ν2=56.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=56.0.
Therefore |N3−N2|=|N3−N4|=0.00680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=8.0, which satisfies the following Conditions (3) and (4).
FIG. 18 shows a cross-sectional view of the imaging lens of the fifth embodiment. As FIG. 18 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 5. The F number Fno is 2.8.
As Table 5 shows, r3 is a positive value and r4 is a negative value, so the second lens L2 is a bi-convex glass lens. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 18 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.513 mm, and the back focus bf is sufficiently long, 0.796 mm.
FIG. 19 shows a graph of the distortion aberration curve 5-1, FIG. 20 shows a graph of the astigmatism aberration curve (aberration curve 5-2 on the meridional surface and aberration curve 5-3 on the sagittal surface), FIG. 21 shows a graph of a chromatic/spherical aberration curve (aberration curve 5-4 on g-line, aberration curve 5-5 on F-line, aberration curve 5-6 on e-line, aberration curve 5-7 on d-line and aberration curve 5-8 on C-line).
The ordinates of the aberration curves in FIG. 19 and FIG. 20 show the image height by a % of the distance from the optical axis. In FIG. 19 and FIG. 20, 100% corresponds to 0.676 mm. The ordinate of the aberration curve in FIG. 21 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 19 shows the aberration (%), and the abscissas of FIG. 20 and FIG. 21 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 4.1%, which is the maximum, at the position of image height 48% (image height 0.324 mm), and the absolute value of the aberration is within 4.1% in a range where the image height is 0.676 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.21 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.21 mm in a range where the image height is 0.676 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 5-8 on the C-line is 0.174 mm, which is the maximum, at 85% of the incidence height h, and the absolute value of the aberration is within 0.0174 mm.
Therefore according to the imaging lens of the fifth embodiment, good images are acquired.
Sixth Embodiment
In the lens system of the sixth embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin SMX-7852 (made by Fuji Polymer Industries Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.51000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.51000.
(D) The Abbe number ν2 of the first lens L1 is ν2=56.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=56.0.
Therefore |N3−N2|=|N3−N4|=0.00680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=8.0, which satisfies the following Conditions (3) and (4).
FIG. 22 shows a cross-sectional view of the imaging lens of the sixth embodiment. As FIG. 22 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 6. The F number Fno is 2.8.
As Table 6 shows, r3 is a positive value and r4 is a negative value, so the second lens L2 is a bi-convex glass lens. Since r2 is a negative value and r5 is also a negative value, the first lens L1 is a lens where the object side face of this first lens L1 is a concave surface facing the object side, and the third lens L3 is a lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 22 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.656 mm, and the back focus bf is sufficiently long, 1.028 mm.
FIG. 23 shows a graph of the distortion aberration curve 6-1, FIG. 24 shows a graph of the astigmatism aberration curve (aberration curve 6-2 on the meridional surface and aberration curve 6-3 on the sagittal surface), FIG. 25 shows a graph of a chromatic/spherical aberration curve (aberration curve 6-4 on g-line, aberration curve 6-5 on F-line, aberration curve 6-6 on e-line, aberration curve 6-7 on d-line and aberration curve 6-8 on C-line).
The ordinates of the aberration curves in FIG. 23 and FIG. 24 show the image height by a % of the distance from the optical axis. In FIG. 23 and FIG. 24, 100% corresponds to 0.630 mm. The ordinate of the aberration curve in FIG. 25 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 23 shows the aberration (%), and the abscissas of FIG. 24 and FIG. 25 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 10.7%, which is the maximum, at the position of image height 100% (image height 0.634 mm), and the absolute value of the aberration is within 10.7% in a range where the image height is 0.634 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.076 mm, which is the maximum, at the position of the image height 50% (image height 0.317 mm), and the absolute value of the aberration is within 0.076 mm in a range where the image height is 0.634 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 6-4 on the g-line is 0.0623 mm, which is the maximum, at 100% of the incidence height h, and the absolute value of the aberration is within 0.0623 mm.
Therefore according to the imaging lens of the sixth embodiment, good images are acquired.
Seventh Embodiment
In the lens system of the seventh embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin SMX-7852 (made by Fuji Polymer Industries Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.51000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.51000.
(D) The Abbe number ν2 of the first lens L1 is ν2=56.0.
(E). The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=56.0.
Therefore |N3−N2|=|N3−N4|=0.00680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=8.0, which satisfies the following Conditions (3) and (4).
FIG. 26 shows a cross-sectional view of the imaging lens of the seventh embodiment. As FIG. 26 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 7. The F number Fno is 2.8.
As Table 7 shows, r3 is a negative value and r4 is a positive value, so the second lens L2 is a bi-concave glass lens. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 26 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.510 mm, and the back focus bf is sufficiently long, 0.798 mm.
FIG. 27 shows a graph of the distortion aberration curve 7-1, FIG. 28 shows a graph of the astigmatism aberration curve (aberration curve 7-2 on the meridional surface and aberration curve 7-3 on the sagittal surface), FIG. 29 shows a graph of a chromatic/spherical aberration curve (aberration curve 7-4 on g-line, aberration curve 7-5 on F-line, aberration curve 7-6 on e-line, aberration curve 7-7 on d-line and aberration curve 7-8 on C-line).
The ordinates of the aberration curves in FIG. 27 and FIG. 28 show the image height by a % of the distance from the optical axis. In FIG. 27 and FIG. 28, 100% corresponds to 0.676 mm. The ordinate of the aberration curve in FIG. 29 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 27 shows the aberration (%), and the abscissas of FIG. 28 and FIG. 29 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 4.1%, which is the maximum, at the position of image height 50% (image height 0.338 mm), and the absolute value of the aberration is within 4.1% in a range where the image height is 0.676 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.212 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.212 mm in a range where the image height is 0.676 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 7-8 on the C-line is 0.0185 mm, which is the maximum, at 85% of the incidence height h, and the absolute value of the aberration is within 0.0185 mm.
Therefore according to the imaging lens of the seventh embodiment, good images are acquired.
Eighth Embodiment
In the lens system of the eighth embodiment, the first lens L1 and the third lens L3 are formed of transparent high hardness silicone resin SMX-7852 (made by Fuji Polymer Industries Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.51000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.51000.
(D) The Abbe number ν2 of the first lens L1 is ν2=56.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=56.0.
Therefore |N3−N2|=|N3−N4|=0.00680, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=8.0, which satisfies the following Conditions (3) and (4).
FIG. 30 shows a cross-sectional view of the imaging lens of the eighth embodiment. As FIG. 30 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 8. The F number Fno is 2.8.
As Table 8 shows, r3 is a negative value and r4 is a positive value, so the second lens L2 is a bi-concave glass lens. Since r2 is a negative value and r5 is also a negative value, the first lens L1 is a lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a lens where the image side face of this third lens L3 is a concave surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 30 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.650 mm, and the back focus bf is sufficiently long, 1.030 mm.
FIG. 31 shows a graph of the distortion aberration curve 8-1, FIG. 32 shows a graph of the astigmatism aberration curve (aberration curve 8-2 on the meridional surface and aberration curve 8-3 on the sagittal surface), FIG. 33 shows a graph of a chromatic/spherical aberration curve (aberration curve 8-4 on g-line, aberration curve 8-5 on F-line, aberration curve 8-6 on e-line, aberration curve 8-7 on d-line and aberration curve 8-8 on C-line).
The ordinates of the aberration curves in FIG. 31 and FIG. 32 show the image height by a % of the distance from the optical axis. In FIG. 31 and FIG. 32, 100% corresponds to 0.627 mm. The ordinate of the aberration curve in FIG. 33 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 31 shows the aberration (%), and the abscissas of FIG. 32 and FIG. 33 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 10.4%, which is the maximum, at the position of image height 100% (image height 0.627 mm), and the absolute value of the aberration is within 10.4% in a range where the image height is 0.627 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.082 mm, which is the maximum, at the position of the image height 50% (image height 0.314 mm), and the absolute value of the aberration is within 0.082 mm in a range where the image height is 0.627 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 8-4 on the g-line is 0.0661 mm, which is the maximum, at 100% of the incidence height h, and the absolute value of the aberration is within 0.0661 mm.
Therefore according to the imaging lens of the eighth embodiment, good images are acquired.
Ninth Embodiment
In the lens system of the ninth embodiment, the first lens L1 and the third lens L3 are formed of a transparent high hardness silicone resin SR-7010 (Dow Corning Torey Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.53000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.53000.
(D) The Abbe number ν2 of the first lens L1 is ν2=35.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4|=35.0.
Therefore |N3−N2|=|N3−N4|=0.0312, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=29.0, which satisfies the following Conditions (3) and (4).
FIG. 34 shows a cross-sectional view of the imaging lens of the ninth embodiment. As FIG. 34 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 9. The F number Fno is 2.8.
As Table 9 shows, r3=∞ and r4=∞, so the second lens L2 is a plane parallel glass plate. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a plano-convex lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a plano-convex lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 34 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.526 mm, and the back focus bf is sufficiently long, 0.790 mm.
FIG. 35 shows a graph of the distortion aberration curve 9-1, FIG. 36 shows a graph of the astigmatism aberration curve (aberration curve 9-2 on the meridional surface and aberration curve 9-3 on the sagittal surface), FIG. 37 shows a graph of a chromatic/spherical aberration curve (aberration curve 9-4 on g-line, aberration curve 9-5 on F-line, aberration curve 9-6 on e-line, aberration curve 9-7 on d-line and aberration curve 9-8 on C-line).
The ordinates of the aberration curves in FIG. 35 and FIG. 36 show the image height by a % of the distance from the optical axis. In FIG. 35 and FIG. 36, 100% corresponds to 0.676 mm. The ordinate of the aberration curve in FIG. 37 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 35 shows the aberration (%), and the abscissas of FIG. 36 and FIG. 37 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 4.1%, which is the maximum, at the position of image height 50% (image height 0.338 mm), and the absolute value of the aberration is within 4.1% in a range where the image height is 0.676 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.206 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.206 mm in a range where the image height is 0.676 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 9-4 on the g-line is 0.0299 mm, which is the maximum, at 0% of the incidence height h (lens center), and the absolute value of the aberration is within 0.0299 mm.
Therefore according to the imaging lens of the ninth embodiment, good images are acquired.
Tenth Embodiment
In the lens system of the tenth embodiment, the first lens L1 and the third lens L3 are formed of a transparent high hardness silicone resin SR-7010 (Dow Corning Torey Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.53000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.53000.
(D) The Abbe number ν2 of the first lens L1 is ν2=35.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=35.0.
Therefore |N3−N2|=|N3−N4|=0.0132, which satisfies the following Conditions (1) and (2). Also |ν3−ν2|=|ν3−ν4|=29.0, which satisfies the following Conditions (3) and (4).
FIG. 38 shows a cross-sectional view of the imaging lens of the tenth embodiment. As FIG. 38 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 10. The F number Fno is 2.8.
As Table 10 shows, r3 is a positive value and r4 is a negative value, so the second lens L2 is a bi-convex glass lens. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 38 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.524 mm, and the back focus bf is sufficiently long, 0.791 mm.
FIG. 39 shows a graph of the distortion aberration curve 10-1, FIG. 40 shows a graph of the astigmatism aberration curve (aberration curve 10-2 on the meridional surface and aberration curve 10-3 on the sagittal surface), FIG. 41 shows a graph of a chromatic/spherical aberration curve (aberration curve 10-4 on g-line, aberration curve 10-5 on F-line, aberration curve 10-6 on e-line, aberration curve 10-7 on d-line and aberration curve 10-8 on C-line).
The ordinates of the aberration curves in FIG. 39 and FIG. 40 show the image height by a % of the distance from the optical axis. In FIG. 39 and FIG. 40, 100% corresponds to 0.676 mm. The ordinate of the aberration curve in FIG. 41 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 39 shows the aberration (%), and the abscissas of FIG. 40 and FIG. 41 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 4.1%, which is the maximum, at the position of image height 50% (image height 0.338 mm), and the absolute value of the aberration is within 4.1% in a range where the image height is 0.676 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.212 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.212 mm in a range where the image height is 0.676 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 10-4 on the g-line is 0.0265 mm, which is the maximum, at 0% of the incidence height h, and the absolute value of the aberration is within 0.0265 mm.
Therefore according to the imaging lens of the tenth embodiment, good images are acquired.
Eleventh Embodiment
In the lens system of the eleventh embodiment, the first lens L1 and the third lens L3 are formed of a transparent high hardness silicone resin SR-7010 (Dow Corning Torey Co., Ltd.) containing transparent adhesive, and the second lens L2 is formed by optical glass BK 7 (made by Ohara Inc.).
(A) The refractive index N2 of the first lens L1 is N2=1.53000.
(B) The refractive index N3 of the second lens L2 is N3=1.51680.
(C) The refractive index N4 of the third lens L3 is N4=1.53000.
(D) The Abbe number ν2 of the first lens L1 is ν2=35.0.
(E) The Abbe number ν3 of the second lens L2 is ν3=64.0.
(F) The Abbe number ν4 of the third lens L3 is ν4=35.0.
Therefore |N3−N2|=|N3−N4|=0.0132, which satisfies the following Conditions (1) and (−2). Also |ν3−ν2|=|ν3−ν4|=29.0, which satisfies the following Conditions (3) and (4).
FIG. 42 shows a cross-sectional view of the imaging lens of the eleventh embodiment. As FIG. 42 shows, the aperture stop S is formed at a position of an intersection of the first surface (surface at the object side) of the first lens L1 constituting the junction type compound lens 14 and the optical axis. The diaphragm surface is a plane, so r1=∞ is indicated in Table 11. The F number Fno is 2.8.
As Table 11 shows, r3 is a negative value and r4 is a positive value, so the second lens L2 is a bi-concave glass lens. Since r2 is a positive value and r5 is a negative value, the first lens L1 is a lens where the object side face of this first lens L1 is a convex surface facing the object side, and the third lens L3 is a lens where the image side face of this third lens L3 is a convex surface facing the image side. The junction type compound lens 14 has a positive refractive power.
As FIG. 42 shows, the optical length L with respect to the focal distance f=1.00 mm is sufficiently short, 1.529 mm, and the back focus bf is sufficiently long, 0.789 mm.
FIG. 43 shows a graph of the distortion aberration curve 11-1, FIG. 44 shows a graph of the astigmatism aberration curve (aberration curve 11-2 on the meridional surface and aberration curve 11-3 on the sagittal surface), FIG. 45 shows a graph of a chromatic/spherical aberration curve (aberration curve 11-4 on g-line, aberration curve 11-5 on F-line, aberration curve 11-6 on e-line, aberration curve 11-7 on d-line and aberration curve 11-8 on C-line).
The ordinates of the aberration curves in FIG. 43 and FIG. 44 show the image height by a % of the distance from the optical axis. In FIG. 43 and FIG. 44, 100% corresponds to 0.676 mm. The ordinate of the aberration curve in FIG. 45 shows the incidence height h (F number), and the maximum thereof corresponds to 2.8. The abscissa of FIG. 43 shows the aberration (%), and the abscissas of FIG. 44 and FIG. 45 show the value of the aberration.
For the distortion aberration, the absolute value of the aberration is 4.1%, which is the maximum, at the position of image height 50% (image height 0.676 mm), and the absolute value of the aberration is within 4.1% in a range where the image height is 0.676 mm or less.
For the astigmatism aberration, the absolute value of the aberration is 0.206 mm, which is the maximum, at the position of the image height 45% (image height 0.304 mm), and the absolute value of the aberration is within 0.206 mm in a range where the image height is 0.676 mm or less.
For the chromatic/spherical aberration, the absolute value of the aberration curve 11-4 on the C-line is 0.0336 mm, which is the maximum, at 100% of the incidence height h, and the absolute value of the aberration is within 0.0336 mm.
Therefore according to the imaging lens of the eleventh embodiment, good images are acquired.
As the description on the imaging lenses according to the first embodiment to the eleventh embodiment show, the problems to be solved by this invention are solved by designing each composing lens of the imaging lens so as to satisfy the above Expression (1) to (4). In other words, an imaging lens where various aberrations are well corrected, sufficient back focus is acquired, and the optical length maintained short, can be acquired.
As described above, the imaging lens of the present invention is suitable not only for a lens for a camera built into a portable telephone, personal computer or digital camera, but also for a lens for a camera built into a personal digital assistant (PDA), a lens for a camera built into a toy having an image recognition function, and a lens for a camera built into monitoring, inspection or crime prevention equipment.
<Manufacturing Method for Junction Type Compound Lens>
The manufacturing steps of a junction type compound lens will now be described with reference to FIG. 46(A) to FIG. 46 (G). FIG. 46(A) to FIG. 46 (G) are provided to explain the manufacturing steps of the junction type compound lens. FIG. 46(A) to FIG. 46(F) show cross-sections when a cylindrical die, used for forming the following first lens and third lens, is sectioned along a center line of a cylinder, including this center line. FIG. 46(B), FIG. 46(C), FIG. 46(E) and FIG. 46(F) include a silicone resin and optical glass, which are composing materials of the junction type compound lens. FIG. 46(G) shows a cross-section of a junction type compound lens formed by the manufacturing steps of the junction type compound lens described with reference to FIG. 46(A) to FIG. 46(F) sectioned along the optical axis of the junction type compound lens, including this optical axis.
FIG. 46(A) is a cross-sectional view of a die 20 for forming the second lens L2 joining with the first lens L1. The die 20 is a cylinder where the side wall of the inner face is cylindrical, and the bottom face 22 is a curved surface which is convex upward for forming an object side face r2 of the first lens L1. In other words, the shape of the bottom face 22 is a shape the same as the curved surface of the object side face r2 of the first lens L1.
FIG. 46(B) shows a state where transparent high hardness silicone resin 24, which is in a liquid state before curing, is injected into the die 20. In the manufacturing steps of the junction type compound lens to be described below, a case of using a thermo-setting resin will be described as an example, but a UV curable resin can also be used.
Generally a thermo-setting resin is a plastic which is cured by high temperature during molding. The thermo-setting resin is cured by progressing a cross-linking reaction, where the side chains protruding from a chin type long polymer are bonded with the side chains of another polymer, by high temperature, and the polymers are three-dimensionally bonded and immobilized. Since the cross-linking reaction is an irreversible reaction, the thermo-setting resin once cured does not become soft, even if heated again.
It is preferable that a filler and adhesive are mixed in the thermo-setting resin used for this invention. This is to maintain the bonding strength between the first lens L1 and the second lens L2, and the bonding strength between the second lens L2 and the third lens L3 to a strength whereby the lenses do not separate during use as an imaging lens.
The UV curable resin is normally a resin comprised of monomers and oligomers (major component of resin, an intermediate material between polymer and monomer), an optical initiator and additive agent. If ultraviolet is irradiated onto this mixture, the optical initiator is converted from a monomer (diluent of resin, constituting a part of cured resin) in a liquid status into a polymer in a solid status by a photo-polymerization reaction. For a UN curable resin as well, it is preferable that a filler and adhesive are mixed in, just like the case of the thermo-setting resin.
FIG. 46(C) shows a status when one surface of an optical glass 26 to be the second lens L2 and a surface 28 of the transparent curable silicone resin 24 in a liquid state before curing are contacted. In this status, the temperature of the die 20 is increased to the curing temperature of the transparent high hardness silicone resin 24, so as to cure the transparent high hardness silicone resin 24. After the transparent high hardness silicone resin 24 is cured by heat, the die 20 is cooled down, and the compound lens in a status of the cured transparent high hardness silicone resin 24 being bonded with the optical glass 26 is removed. The compound lens in this status is a doubled lens where the first lens L1 and the second lens L2 are directly bonded.
In the above mentioned imaging lenses of the first embodiment to the eleventh embodiment, the inventor of the present invention confirmed that the first lens L1 and the second lens L2 can be formed such that the bonding strength thereof can be maintained to a strength which is sufficient for use as an imaging lens.
FIG. 46(D) is a cross-sectional view of a die 30 for further bonding the third lens L3 to the above mentioned compound lens, where the first lens L1 and the second lens L2 are directly bonded. Just like the die 20, the die 30 is a cylinder where the side wall of the inner face is cylindrical, and the bottom face 32 is a curved surface which is convex downward for forming an image side face r5 of the third lens L3. In other words, the shape of the bottom face 32 is a shape the same as the curved surface of the object side face r5 of the third lens L3.
FIG. 46(E) shows a state where transparent high hardness silicone resin 34, which is in a liquid state before curing, is injected into the die 30. For the transparent high hardness silicone resin 34, a resin similar to the transparent high hardness silicone resin 24 or a different resin may be used. In any case, it is preferable to use a silicone resin selected as appropriate for the design of the junction type compound lens.
FIG. 46(F) shows a state where a surface of the second lens L2, the opposite side of the side where the first lens L1, of the compound lens where the first lens L1 and the second lens L2 are bonded, and a surface 40 of the transparent high hardness silicone resin 34 in a liquid state before curing, are contacted. The compound lens where the first lens L1 and the second lens L2 are bonded refers to a doubled junction type compound lens comprised of the transparent high hardness silicone resin 24 and the optical glass 26 (second lens L2).
In the status shown in FIG. 46(F), the temperature of the die 30 is increased to the curing temperature of the transparent high hardness silicone resin 34, so as to cure the transparent high hardness silicone resin 34. At this time, the transparent high hardness silicone resin 24 has already been cured by heat, so the shape does not change even if the temperature of the transparent high hardness silicone resin 34 is increased to the curing temperature.
After the transparent high hardness silicone resin 34 is cured, the die 30 is cooled down, and the junction type compound lens (formed as a triple junction type compound lens L3), in a state where the cured transparent high hardness silicone resin 34 (formed as the third lens L3), is bonded with the above mentioned doubled junction type compound lens where the first lens L1 and the second lens L2 are bonded, is removed.
In the above mentioned imaging lenses of the first embodiment to the eleventh embodiment, the inventor of the present invention confirmed that the second lens L2 and the third lens L3 can be formed such that the bonding strength thereof can be maintained as a strength sufficient enough for use as an imaging lens.
FIG. 46(G) is a cross-sectional view of the junction type composite lens completed via the above manufacturing steps sectioned in a direction along the optical axis. The transparent high hardness silicone resin 24 is the first lens L1, the optical glass 26 is the second lens L2, and the transparent high hardness silicone resin 34 is the third lens L3. In the junction type compound lens shown in FIG. 46(G), the object side face 36 of the first lens has a concave surface facing the object side, and the image side face 38 of the third lens has a convex surface facing the image side.
The manufacturing steps of the junction type compound lens described with reference to FIG. 46(A) to FIG. 46(G) are manufacturing steps using dies, assuming the case of manufacturing a junction type compound lens, wherein the second lens L2 is a plane parallel glass plate, the first lens L1 is a plano-concave lens where the object side face 36 of this first lens L1 is a concave surface facing the object side, and the third lens L3 is a plano-concave lens where the image side face 38 of this third lens L3 is a convex surface facing the image side. However, a junction type compound lens, of which directions of convex/concave of the lens surfaces are different, can also be manufacturing by similar steps. The shape of the object side face 36 of the first lens L1 is determined by the shape of the bottom face 22 of the die 20. The shape of the image side face 38 of the third lens L3 is determined by the shape of the bottom face 32 of the die 30. In other words, the shape of the bottom faces of the die 20 and the die 30 are matched with the shape of the object side face 36 of the first lens L1 and the shape of the image side face 38 of the third lens L3 respectively.
In the manufacturing steps of the junction type compound lens described with respect to FIG. 46(A) to FIG. 46 (G), the first lens and the third lens are formed by thermo-setting resin, so a temperature control device for increasing the temperature of the die 20 and the die 30, and controlling processing, is required. The configuration of the temperature control device is part of the design issues of the junction type compound lens manufacturing device, so the temperature control device is omitted in FIG. 46(A) to FIG. 46 (G).
To form the first lens L1 and the third lens L3 of UV curable resin, the junction type compound lens manufacturing device is designed so the ultraviolet can be irradiated onto the UV curable resin from the above area of the die 20 and the die 30.

## Claims

1. An imaging lens of which a distortion aberration is corrected to be small enough that an absolute value of the distortion aberration is within 10.7%, comprising an aperture stop, and a junction type compound lens having a positive refractive power without containing a diffractive optical element, wherein
said aperture stop and said junction type compound lens are arranged in this sequence from an object side to an image side,
said junction type compound lens comprises a first lens, a second lens and a third lens arranged in this sequence from the object side to the image side,
said first lens and said third lens are formed of a curable resin material,
said second lens is formed of a glass material,
said first lens and said second lens are directly bonded, and said second lens and said third lens are directly bonded,
said second lens is a plane parallel glass plate,
said first lens is a plano-convex lens where the object side face of said first lens is a convex surface facing the object side,
said third lens is a plano-convex lens where the image side face of said third lens is a convex surface facing the image side, and
the following conditions (1)-(4) are satisfied,


0≦|N3−N2|≦0.0968  (1)



0≦|N3−N4|≦0.0968  (2)



0≦|ν3−ν2|≦30.0  (3)



0≦|ν3−ν4|≦30.0  (4)



where
N2: refractive index of said first lens
N3: refractive index of said second lens
N4: refractive index of said third lens
ν2: Abbe number of said first lens
ν3: Abbe number of said second lens
ν4: Abbe number of said third lens.

2. The imaging lens according to claim 1, wherein the object side face of said first lens and the image side face of said third lens are aspherical.

3. The imaging lens according to claim 1, wherein said curable resin material is a transparent high hardness silicone resin containing a transparent adhesive.