USPatent applicationPatented

Super-wide-angle lens system and imaging module having same

Granted 28 Aug 2012 · no office action yet

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Abstract

A super-wide-angle lens system for imaging an object on an imaging surface, includes a first lens group with negative refraction power and a second lens group with positive refraction power. The first lens group includes a first spherical lens with negative refraction power, a second spherical lens with negative refraction power, and a third spherical lens with positive refraction power. The first lens has a first surface facing the object side of the first lens group. The second lens group includes a fourth spherical lens with positive refraction power and a fifth spherical lens with negative refraction power. The system satisfies the formulas: 0.01<D/|FG1|<1, and 2<D/FG2<4, where D is the distance from the first surface to the imaging surface, FG1 is the effective focal length of the first lens group, and FG2 is the effective focal length of the second lens group.

Description

4 parts
›BACKGROUND

1. Technical Field

The present disclosure relates to imaging modules and, particularly, to a super-wide-angle lens system for use in an imaging module with compact size.

2. Description of Related Art

Super-wide-angle lens systems having a filed of view greater than 90 degrees are widely used. However, in designing of a super-wide-angle lens system, if it is desired to increase the field of view and image quality of the super-wide-angle lens system then the overall length of the super-wide-angle lens system will be increased as well.

Therefore, it is desirable to provide a super-wide-angle lens system which can overcome the limitations described above.

›BRIEF DESCRIPTION OF THE DRAWINGS

FIG. 1 is a schematic view of an imaging module in accordance with an exemplary embodiment, the imaging module including a super-wide-angle lens system.

FIG. 2 is a spherical aberration graph of the lens system of FIG. 1 .

FIG. 3 is a field curvature graph of the lens system of FIG. 1 .

FIG. 4 is a distortion graph of the lens system of FIG. 1 .

›DETAILED DESCRIPTION · 1 of 2

Embodiments of the disclosure will now be described in detail with reference to the accompanying drawings.

Referring to FIG. 1 , an imaging module 300 , according to an exemplary embodiment, comprises a super-wide-angle lens system 100 and an image sensor 200 . The lens system 100 is configured for optically imaging an object on an imaging surface S 11 . The image sensor 200 is optically aligned with the lens system 100 and positioned at the imaging surface S 11 .

The lens system 100 includes, in this order from the object side to the image side of the lens system 100 , a first lens group 10 with negative refraction power and a second lens group 20 with positive refraction power. The first lens group 10 includes, in this order from the object side to the image side of the lens system 100 , a first spherical lens 11 with negative refraction power, a second spherical lens 12 with negative refraction power, and a third spherical lens 13 with positive refraction poser. The second lens group 20 includes, in order from the object side to the image side of the lens system 100 , a fourth spherical lens 21 with positive reflection power and a fifth spherical lens 22 with negative reflection power. An aperture 30 is positioned between the third spherical lens 13 and the fourth spherical lens 21 .

The first spherical lens 11 includes a convex first surface S 1 facing the object side of the lens system 100 , and a concave second surface S 2 facing the image side of the lens system 100 , thereby defining a meniscus shape of the first spherical lens 11 . The first and second surfaces S 1 , S 2 are spherical.

The second spherical lens 12 includes a convex third surface S 3 facing the object side of the lens system 100 , and a concave fourth surface S 4 facing the image side of the lens system 100 , thereby defining a meniscus shape of the second spherical lens 12 . The third and fourth surfaces S 3 , S 4 are spherical.

The third spherical lens 13 includes a convex fifth surface S 5 facing the object side of the lens system 100 , and a concave sixth surface S 6 facing the image side of the lens system 100 , thereby defining a meniscus shape of the third spherical lens 13 . The fifth and sixth surfaces S 5 , S 6 are spherical.

The fourth spherical lens 21 includes a convex seventh surface S 7 facing the object side of the lens system 100 , and a convex eighth surface S 8 facing the image side of the lens system 100 , thereby defining a biconvex shape of the fourth spherical lens 21 . The seventh and eighth surfaces S 7 , S 8 are spherical.

The fifth spherical lens 22 includes a concave ninth surface S 9 facing the object side of the lens system 100 , and a convex tenth surface S 10 facing the image side of the lens system 100 , thereby defining a meniscus shape of the fifth spherical lens 22 . The ninth and tenth surfaces S 9 , S 10 are spherical.

In order to obtain a lens system 100 that has a super wide field of view and a relatively short overall length, the lens system 100 satisfies the formulas:

0.01< D/|FG 1|<1, and  (1)

2< D/FG 2<4,  (2)

wherein D is the distance from the first surface S 1 to the imaging surface S 11 on the optical axis of the lens system 100 , FG1 is the effective focal length of the first lens group 10 , and FG2 is the effective focal length of the second lens group 20 .

The lens system 100 further satisfies the formula:

0.25<1/ FG 1+1/ FG 2<0.45,  (3)

wherein 1/FG1 is the diopter of the first lens group 10 and 1 /FG2 is the diopter of the second lens group 20 . Formula (3) is for increasing the manufacture tolerances of the lenses to decrease the manufacturing cost of the lenses, and for correcting the lateral chromatic aberration and the curvature of field.

The lens system 100 further satisfies the formulas:

0.1< t 4/ D< 0.3,  (4)

0.2< t 4/ Ds< 0.6, and  (5)

0.3<1/ FL 4<0.5,  (6)

wherein t4 is the thickness of the fourth spherical lens 21 on the optical axis of the lens system 100 , Ds is the distance from the aperture 30 to the imaging surface S 11 , and the 1/FL4 is the diopter of the fourth spherical lens 21 . The formulas (4)-(6) are for obtaining a short overall length of the lens system 100 .

The lens system 100 further satisfies the formula:

n 5>1.92,  (7)

wherein n5 is the refractive index for the Helium d-line (587.56 nm) of the fifth spherical lens 22 . The formula (7) is for obtaining a relatively great diopter of the fifth spherical lens 22 , and for obtaining a great image height and decreasing distortion.

The lens system 100 further satisfies the formulas:

−4< FL 1/ F 0<−2,  (8)

370<| FG 1|/ F 0<380, and  (9)

2< FG 2/ F 0<4,  (10)

wherein FL1 is the effective focus length of the first spherical lens 11 and F0 is the effective focus length of the lens system 100 . The formula (8) is for obtaining a super wide field of view with the lens system 100 , converging the light rays penetrating the lens system 100 , and obtaining a short overall length of the lens system 100 . The formulas (9)-(10) are for correcting spherical aberration and distortion.

The lens system 100 further satisfies the formulas:

n 1>1.75,  (11)

ν2>65,  (12)

n 3>1.84,  (13)

ν3<25, and  (14)

ν5<20,  (15)

wherein n1 and n3 are the refractive index for the Helium d-line (587.56 nm) of the first spherical lens 11 and the third spherical lens 13 respectively, ν2, ν3, and ν5 are the Abbe numbers of the second spherical lens 12 , the third spherical lens 13 , and the fifth spherical lens 22 . The formulas (11)-(15) are for converging light rays penetrating the lens system 100 .

In this embodiment, the lens system 100 satisfies the parameters of Table 1, wherein D=12.50 mm, FG1=−563 mm, FG2=3.30 mm, t4=1.959 mm, Ds=5.085 mm, FL4=2.350 mm, FL1=−4.30 mm, and F0=1.48 mm. Listed below are the symbols used in Table 1:

R: radius of curvature,

D: distance between surfaces on the optical axis,

Nd: refractive index for the Helium d-line (587.56 nm) of lens, and

Vd: Abbe number.

In this embodiment, the lens system 100 also satisfies the parameters of Table 2, listed below are the symbols used in Table 2:

›DETAILED DESCRIPTION · 2 of 2

2ω: field angle,

FNo: f number.

The spherical aberration graph, the field curvature graph, and the distortion graph of the lens system 100 are respectively shown in FIGS. 2˜4 . Spherical aberrations of line d (λ=587 nm) is shown in FIG. 2 . Generally, spherical aberration of visible light (with a wavelength between 400˜700 nm) of the lens system 100 is within a range of −0.06 mm to 0.06 mm. The sagittal field curvature and tangential field curvature shown in FIG. 3 are kept within a range of 0 mm to 0.06 mm. The distortion in FIG. 4 falls within a range of −50% to 0%. Obviously, the spherical aberration, field curvature, and distortion are well controlled in the lens system 100 .

Particular embodiments are shown and described by way of illustration only. The principles and the features of the present disclosure may be employed in various and numerous embodiments thereof without departing from the scope of the disclosure as claimed. The above-described embodiments illustrate the scope of the disclosure but do not restrict the scope of the disclosure.

›Tables in the description — 2
TABLE 1
surfaceR (mm)D (mm)NdVd
S111.5050.8251.7747.8
S22.4661.678
S37.0520.51.5265.1
S42.331.92
S53.8781.181.8424.6
S637.2111.137
300.15
S73.8861.9591.78650.00
S8−2.7750.228
S9−1.9930.3251.9218.9
S10−3.1280.803
S110.31.51664.167
TABLE 2
2ω174
FNo2.5

Claims as granted

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Classifications

5 codes
IPC · International Patent Classification
Section G — Physics
  • G02B13/04
Section H — Electricity
  • H04N5/225
USPC · US Patent Classification
359/753348/340359/749

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⤢ drag to zoomJan 2011Apr 2011Jul 2011Oct 2011Jan 2012Apr 2012Jul 2012Oct 2012USPTOApplicantNotice of allowance
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614 days filing → grant
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Examiner
David N Spector
art unit 2872 · TC 2800
Citations: 2 back · 7 forward

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