JPH06148523A - Rear focus type zoom lens - Google Patents
Rear focus type zoom lensInfo
- Publication number
- JPH06148523A JPH06148523A JP4322822A JP32282292A JPH06148523A JP H06148523 A JPH06148523 A JP H06148523A JP 4322822 A JP4322822 A JP 4322822A JP 32282292 A JP32282292 A JP 32282292A JP H06148523 A JPH06148523 A JP H06148523A
- Authority
- JP
- Japan
- Prior art keywords
- group
- lens
- lens group
- positive
- variable
- Prior art date
- Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
- Granted
Links
Classifications
-
- G—PHYSICS
- G02—OPTICS
- G02B—OPTICAL ELEMENTS, SYSTEMS OR APPARATUS
- G02B15/00—Optical objectives with means for varying the magnification
- G02B15/14—Optical objectives with means for varying the magnification by axial movement of one or more lenses or groups of lenses relative to the image plane for continuously varying the equivalent focal length of the objective
- G02B15/144—Optical objectives with means for varying the magnification by axial movement of one or more lenses or groups of lenses relative to the image plane for continuously varying the equivalent focal length of the objective having four groups only
- G02B15/1441—Optical objectives with means for varying the magnification by axial movement of one or more lenses or groups of lenses relative to the image plane for continuously varying the equivalent focal length of the objective having four groups only the first group being positive
- G02B15/144105—Optical objectives with means for varying the magnification by axial movement of one or more lenses or groups of lenses relative to the image plane for continuously varying the equivalent focal length of the objective having four groups only the first group being positive arranged +-+-
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- Physics & Mathematics (AREA)
- General Physics & Mathematics (AREA)
- Optics & Photonics (AREA)
- Lenses (AREA)
Abstract
Description
【0001】[0001]
【産業上の利用分野】本発明はリヤーフォーカス式のズ
ームレンズに関し、特に写真用カメラやビデオカメラそ
して放送用カメラ等に用いられる変倍比10、Fナンバ
ー2程度の大口径比で高変倍比でしかも広画角のレンズ
全長の短いリヤーフォーカス式のズームレンズに関する
ものである。BACKGROUND OF THE INVENTION 1. Field of the Invention The present invention relates to a rear focus type zoom lens, and more particularly to a high zoom ratio with a large zoom ratio of about 10 and an F number of 2 used for photographic cameras, video cameras, broadcast cameras and the like. The present invention relates to a rear focus type zoom lens having a wide angle of view and a short overall lens length.
【0002】[0002]
【従来の技術】最近、ホームビデオカメラ等の小型軽量
化に伴い、撮像用のズームレンズの小型化にもめざまし
い進歩が見られ、特にレンズ全長の短縮化や前玉径の小
型化、構成の簡略化に力が注がれている。2. Description of the Related Art Recently, with the reduction in size and weight of home video cameras and the like, remarkable progress has been made in the downsizing of zoom lenses for image pickup. Especially, the total lens length is shortened and the front lens diameter is reduced. The effort is focused on simplification.
【0003】これらの目的を達成するひとつの手段とし
て、物体側の第1群以外のレンズ群を移動させてフォー
カスを行う、所謂リヤーフォーカス式のズームレンズが
知られている。As one means for achieving these objects, there is known a so-called rear focus type zoom lens in which a lens unit other than the first lens unit on the object side is moved to perform focusing.
【0004】一般にリヤーフォーカス式のズームレンズ
は第1群を移動させてフォーカスを行うズームレンズに
比べて第1群の有効径が小さくなり、レンズ系全体の小
型化が容易になり、又近接撮影、特に極近接撮影が容易
となり、更に比較的小型軽量のレンズ群を移動させて行
っているので、レンズ群の駆動力が小さくてすみ迅速な
焦点合わせが出来る等の特長がある。Generally, in a rear focus type zoom lens, the effective diameter of the first lens group is smaller than that of a zoom lens in which the first lens group is moved to perform focusing, which facilitates downsizing of the entire lens system and close-up photography. Especially, it is easy to perform extremely close-up photography, and since the relatively small and lightweight lens group is moved, the driving force of the lens group is small and quick focusing is possible.
【0005】このようなリヤーフォーカス式のズームレ
ンズとして、例えば特開昭63−44614号公報では
物体側より順に正の屈折力の第1群、変倍用の負の屈折
力の第2群、変倍に伴う像面変動を補正する為の負の屈
折力の第3群、そして正の屈折力の第4群の4つのレン
ズ群より成る所謂4群ズームレンズにおいて、第3群を
移動させてフォーカスを行っている。As such a rear focus type zoom lens, for example, in Japanese Patent Laid-Open No. 63-44614, a first group having a positive refracting power and a second group having a negative refracting power for zooming are arranged in order from the object side. In a so-called four-group zoom lens composed of four lens groups, a third lens group having a negative refractive power and a fourth lens group having a positive refractive power, for correcting the image plane variation due to zooming, the third lens group is moved. Focus.
【0006】しかしながらこのズームレンズは第3群の
移動空間を確保しなければならずレンズ全長が増大する
傾向があった。However, in this zoom lens, it is necessary to secure a moving space for the third lens unit, which tends to increase the total lens length.
【0007】特開昭58−136012号公報では、変
倍部を3つ以上のレンズ群で構成し、このうち一部のレ
ンズ群を移動させてフォーカスを行っている。In Japanese Patent Laid-Open No. 58-136012, the variable power portion is composed of three or more lens groups, and some of these lens groups are moved for focusing.
【0008】特開昭63−247316号公報では、物
体側より順に正の屈折力の第1群、負の屈折力の第2
群、正の屈折力の第3群、そして正の屈折力の第4群の
4つのレンズ群を有し、第2群を移動させて変倍を行
い、第4群を移動させて変倍に伴う像面変動とフォーカ
スを行っている。In Japanese Patent Laid-Open No. 63-247316, the first group having a positive refractive power and the second group having a negative refractive power are arranged in this order from the object side.
A lens unit, a third lens unit having a positive refracting power, and a fourth lens unit having a positive refracting power, and moving the second lens unit for zooming, and moving the fourth lens unit for zooming. The image plane is changed and the focus is performed.
【0009】又、特開昭58−160913号公報で
は、物体側より順に正の屈折力の第1群、負の屈折力の
第2群、正の屈折力の第3群、そして正の屈折力の第4
群の4つのレンズ群を有し、第1群と第2群を移動させ
て変倍を行い、変倍に伴う像面変動を第4群を移動させ
て行っている。そして、これらのレンズ群のうちの1つ
又は2つ以上のレンズ群を移動させてフォーカスを行っ
ている。Further, in Japanese Patent Laid-Open No. 58-160913, the first group having a positive refractive power, the second group having a negative refractive power, the third group having a positive refractive power, and the positive refractive power are arranged in this order from the object side. Fourth of power
There are four lens groups, and the first group and the second group are moved to perform zooming, and the image plane variation accompanying zooming is moved to the fourth group. Then, one or two or more lens groups of these lens groups are moved to perform focusing.
【0010】特開昭58−129404号公報、特開昭
61−258217号公報では、物体側より順に正の屈
折力の第1群、負の屈折力の第2群、正の屈折力の第3
群、正の屈折力の第4群、そして負の屈折力の第5群の
5つのレンズ群より成る5群ズームレンズにおいて、第
5群又は該第5群を含む複数のレンズ群を移動させてフ
ォーカスを行なっている。In Japanese Patent Laid-Open No. 58-129404 and Japanese Patent Laid-Open No. 61-258217, a first group having a positive refractive power, a second group having a negative refractive power, and a second group having a positive refractive power are sequentially arranged from the object side. Three
In a five-group zoom lens consisting of five lens groups, a fourth lens group having a positive refractive power, and a fifth lens group having a negative refractive power, a fifth lens group or a plurality of lens groups including the fifth lens group is moved. Focus.
【0011】特開昭60−6914号公報では、前述と
同様の5群ズームレンズにおいて、特定有限距離物体に
対してフォーカスレンズ群の光軸上の位置が変倍によら
ず一定となる性質を有したズームレンズを提案してい
る。Japanese Unexamined Patent Publication No. 60-6914 discloses that in the same five-group zoom lens as described above, the position of the focus lens group on the optical axis with respect to an object of a specific finite distance is constant regardless of zooming. I have proposed a zoom lens that has it.
【0012】[0012]
【発明が解決しようとする課題】リヤーフォーカス式の
ズームレンズのうち、変倍機能を開口絞りより物体側の
レンズ群で行う方式は、広角端の焦点距離時に前玉と開
口絞りの間に多くのスペースを要し、全系の入射瞳位置
が深くなりやすく、前玉径が大型化してくるという問題
点があった。Among the rear focus type zoom lenses, the method in which the zooming function is performed by the lens group on the object side of the aperture stop is often used between the front lens and the aperture stop at the focal length at the wide-angle end. Space is required, the entrance pupil position of the entire system tends to be deep, and the diameter of the front lens becomes large.
【0013】又、特開平3−158813号公報では、
物体側より順に正の第1群、負の第2群、正の第3群、
そして正の第4群の4つのレンズ群を有し、第2群と第
3群を光軸上移動させて変倍を行い、開口絞りを第3群
と一体的に移動させたズームレンズを提案している。同
公報では、フォーカスを第4群の一部のレンズ又は第1
群で行っている。Further, in Japanese Patent Laid-Open No. 3-158813,
From the object side, a positive first group, a negative second group, a positive third group,
Then, a zoom lens having four positive fourth lens groups, in which the second group and the third group are moved on the optical axis to perform zooming, and the aperture stop is moved integrally with the third group, is suggesting. In this publication, the focus is set to a part of the lenses of the fourth group or the first group.
We are going in groups.
【0014】このズーム方式は、開口絞りを第3群と一
体的に移動させている為に、機構が複雑化し、又開口絞
りを有する第3群が広角端で最も像面側に位置する為に
前玉径が大型化するという問題点があった。In this zoom system, since the aperture stop is moved integrally with the third lens unit, the mechanism is complicated, and the third lens unit having the aperture stop is located closest to the image plane at the wide-angle end. However, there was a problem that the front lens diameter was increased.
【0015】本発明はリヤーフォーカス方式を採用しつ
つ、大口径比化、広画角化及び高変倍化を図る際、前玉
径の縮少化を図り、レンズ系全体の大型化を防止しつ
つ、広角端から望遠端に至る全変倍範囲にわたり、又無
限遠物体から近距離物体に至る物体距離全般にわたり、
良好なる光学性能を有した簡易な構成のリヤーフォーカ
ス式のズームレンズの提供を目的とする。The present invention, while adopting the rear focus system, reduces the front lens diameter to prevent the lens system from becoming large in size when achieving a large aperture ratio, a wide angle of view and a high zoom ratio. At the same time, over the entire zoom range from the wide-angle end to the telephoto end, and over the entire object distance from infinity objects to short-distance objects,
An object of the present invention is to provide a rear focus type zoom lens having good optical performance and a simple structure.
【0016】[0016]
【課題を解決するための手段】本発明のリヤーフォーカ
ス式のズームレンズは、物体側より順に正の屈折力の第
1群、負の屈折力の第2群、開口絞り、正の屈折力の第
3群、負の屈折力の第4群、そして正の屈折力の第5群
の5つのレンズ群を有し、該第2群を像面側へ移動させ
て広角端から望遠端への変倍を行い、変倍に伴う像面変
動を該第3群と第4群を移動させて補正すると共に該第
2群と第3群、そして第4群のうちの少なくとも1つの
レンズ群を光軸上移動させてフォーカスを行ったことを
特徴としている。A rear focus type zoom lens according to the present invention comprises a first group having a positive refractive power, a second group having a negative refractive power, an aperture stop, and a positive refractive power in order from the object side. It has five lens groups, a third lens group, a fourth lens group having a negative refractive power, and a fifth lens group having a positive refractive power, and moves the second lens group toward the image side to move from the wide-angle end to the telephoto end. The zooming is performed, and the image plane variation due to the zooming is corrected by moving the third group and the fourth group, and at least one lens group of the second group, the third group, and the fourth group is set. The feature is that it is moved along the optical axis to perform focusing.
【0017】特に本発明では、前記第3群は1枚の正レ
ンズと1枚の負レンズを有し、かつ少なくとも1つのレ
ンズ面は非球面であることや、前記第2群は物体側より
順に2枚の負レンズと1枚の正レンズとを空気間隔を隔
てて有していること等を特徴としている。Particularly in the present invention, the third group has one positive lens and one negative lens, and at least one lens surface is an aspherical surface, and the second group is closer to the object side. It is characterized in that it has two negative lenses and one positive lens in that order with an air gap.
【0018】[0018]
【実施例】図1は本発明のリヤーフォーカス式のズーム
レンズの近軸屈折力配置を示す一実施例の概略図であ
る。図2〜図9は本発明の後述する数値実施例1〜8の
レンズ断面図、図10〜図17は本発明の後述する数値
実施例1〜8の諸収差図である。収差図において(A)
は広角端、(B)は望遠端を示している。FIG. 1 is a schematic view of an embodiment showing a paraxial refractive power arrangement of a rear focus type zoom lens according to the present invention. 2 to 9 are lens cross-sectional views of Numerical Examples 1 to 8 of the present invention to be described later, and FIGS. 10 to 17 are various aberration diagrams of Numerical Examples 1 to 8 of the present invention to be described later. In the aberration diagram (A)
Shows the wide-angle end and (B) shows the telephoto end.
【0019】図中、L1は正の屈折力の第1群、L2は
負の屈折力の第2群、L3は正の屈折力の第3群、L4
は負の屈折力の第4群、L5は正の屈折力の第5群であ
る。SPは開口絞りであり、第3群L3の前方に配置し
ている。FPは像面である。In the figure, L1 is a first group having a positive refractive power, L2 is a second group having a negative refractive power, L3 is a third group having a positive refractive power, and L4.
Is a fourth group having a negative refractive power, and L5 is a fifth group having a positive refractive power. SP is an aperture stop, which is arranged in front of the third lens unit L3. FP is the image plane.
【0020】広角端から望遠端への変倍に際して矢印の
ように第2群と開口絞りSPを像面側へ移動させると共
に、変倍に伴う像面変動を第3群と第4群を移動させて
補正している。又、第4群を光軸上移動させてフォーカ
スを行うリヤーフォーカス式を採用している。At the time of zooming from the wide-angle end to the telephoto end, the second lens group and the aperture stop SP are moved to the image plane side as indicated by the arrow, and the image plane variation caused by zooming is moved to the third lens group and the fourth lens group. I am correcting it. Also, a rear focus type is adopted in which focusing is performed by moving the fourth lens unit on the optical axis.
【0021】同図に示す第4群の実線の曲線4aと点線
の曲線4bは各々無限遠物体と近距離物体にフォーカス
しているときの広角端から望遠端への変倍に伴う際の像
面変動を補正する為の移動軌跡を示している。尚、第
2,第3,第4群のうちの少なくとも1つのレンズ群を
用いてフォーカスを行っても良い。第1群,第5群は変
倍及びフォーカスの際、固定である。The solid curve 4a and the dotted curve 4b of the fourth group shown in the same figure are images at the time of zooming from the wide-angle end to the telephoto end when focusing on an object at infinity and a near object, respectively. The movement locus for correcting the surface variation is shown. Note that focusing may be performed using at least one lens group of the second, third, and fourth groups. The first and fifth groups are fixed during zooming and focusing.
【0022】本実施例においては第3群と第4群を移動
させて変倍に伴う像面変動の補正を行うと共に第4群を
移動させてフォーカスを行うようにしている。特に同図
の曲線4a,4bに示すように広角端から望遠端への変
倍に際して像面側へ凸状の軌跡を有するように移動させ
ている。これにより第4群と第5群との空気の有効利用
を図りレンズ全長の短縮化を効果的に達成している。In this embodiment, the third group and the fourth group are moved to correct the image plane variation due to the magnification change, and the fourth group is moved to perform the focusing. In particular, as shown by the curves 4a and 4b in the figure, when the magnification is changed from the wide-angle end to the telephoto end, it is moved so as to have a convex locus toward the image plane side. As a result, the air of the fourth group and the fifth group is effectively used and the total lens length is effectively shortened.
【0023】本実施例において、例えば望遠端において
無限遠物体から近距離物体へフォーカスを行う場合は、
同図の直線4cに示すように第4群を前方へ繰り出すこ
とにより行っている。In this embodiment, for example, when focusing on an object at infinity from a near object at the telephoto end,
As shown by the straight line 4c in the same figure, this is done by moving the fourth group forward.
【0024】本実施例では、従来の4群ズームレンズに
おいて第1群を繰り出してフォーカスを行う場合に比べ
て前述のようなリヤーフォーカス方式を採ることにより
第1群のレンズ有効径の増大化を効果的に防止してい
る。In the present embodiment, the effective lens diameter of the first lens group is increased by adopting the rear focus method as described above, as compared with the case where the first lens group is extended and focused in the conventional four-group zoom lens. Effectively prevent.
【0025】そして、開口絞りSPを第3群の直前に配
置することにより、可動レンズ群による収差変動を少な
くし、開口絞りSPより前方のレンズ群の間隔を短くす
ることにより前玉レンズ径の縮少化を容易に達成してい
る。By arranging the aperture stop SP immediately in front of the third lens unit, variation in aberration due to the movable lens unit is reduced, and by shortening the distance between the lens units in front of the aperture stop SP, the diameter of the front lens can be reduced. Reduction is easily achieved.
【0026】又、第3群を1枚の正レンズと1枚の負レ
ンズを有するように構成することにより、主に変倍に伴
う球面収差とコマ収差等の諸収差を良好に補正してい
る。Further, by constructing the third lens group to have one positive lens and one negative lens, it is possible to satisfactorily correct various aberrations such as spherical aberration and coma which are mainly caused by zooming. There is.
【0027】第2群を2枚の負レンズと1枚の正レンズ
を有するように構成することにより、全変倍範囲にわた
り良好なる光学性能を有した高変倍比のズームレンズを
得ている。By constructing the second lens group to have two negative lenses and one positive lens, a zoom lens having a high zoom ratio having good optical performance over the entire zoom range is obtained. .
【0028】本発明の目的とするリヤーフォーカス式の
ズームレンズは以上の諸条件を満足させることにより達
成することができるが、更にレンズ系全体の小型化を図
りつつ、高変倍化を図る際の変倍に伴なう収差変動を少
なくし、全変倍範囲にわたり高い光学性能を得るには次
の諸条件を満足させるのが良い。The rear focus type zoom lens, which is the object of the present invention, can be achieved by satisfying the above various conditions. However, in order to further reduce the size of the entire lens system and achieve a high zoom ratio, It is preferable to satisfy the following conditions in order to reduce the variation in aberration associated with zooming and to obtain high optical performance over the entire zooming range.
【0029】第i群の焦点距離をfi、全系の広角端の
焦点距離をfwとするとき 2<f3/fw<4 ‥‥‥(1) 4<|f4/fw|<15 ‥‥‥(2) 1<|f2/fw|<2 ‥‥‥(3) なる条件を満足することである。When the focal length of the i-th group is fi and the focal length at the wide-angle end of the entire system is fw, 2 <f3 / fw <4 (1) 4 <| f4 / fw | <15. (2) The condition 1 <| f2 / fw | <2 (3) is to be satisfied.
【0030】条件式(1)は、第3群の正の屈折力に関
し、主に適切なる長さのバックフォーカスを確保しつ
つ、レンズ全長の短縮化を図る為のものである。上限値
を越えて第3群の正の屈折力が弱くなりすぎると、変倍
に伴う第3群と第4群の移動量が増大し、レンズ系全体
が大型化してくる。The conditional expression (1) relates to the positive refracting power of the third lens group, and is mainly intended to reduce the total lens length while ensuring a proper back focus. If the positive refractive power of the third lens group becomes too weak beyond the upper limit, the amount of movement of the third lens group and the fourth lens group due to zooming increases, and the entire lens system becomes large.
【0031】又、下限値を越えて第3群の正の屈折力が
強くなりすぎると、レンズ系全体は小型化になるが、所
定のバックフォーカスを得るのが難しくなってくる。If the positive refracting power of the third lens group becomes too strong beyond the lower limit, the entire lens system will be downsized, but it will be difficult to obtain a predetermined back focus.
【0032】条件式(2)は、第4群の負の屈折力に関
し、主に変倍に伴う諸収差の変動を良好に補正する為の
ものである。上限値を越えて第4群の負の屈折力が弱く
なりすぎると変倍に伴う第4群の移動量が多くなりレン
ズ全長が長くなってくる。Conditional expression (2) is for satisfactorily correcting the fluctuations of various aberrations associated with the negative refracting power of the fourth lens unit, which are mainly caused by zooming. When the upper limit is exceeded and the negative refractive power of the fourth lens unit becomes too weak, the amount of movement of the fourth lens unit due to zooming increases and the total lens length increases.
【0033】又、下限値を越えて第4群の負の屈折力が
強くなりすぎると、第5群への軸外光束の入射角度がき
つくなり、第5群が大型化すると共に諸収差、特にコマ
収差の補正が難しくなってくる。If the negative refractive power of the fourth lens unit becomes too strong beyond the lower limit, the angle of incidence of the off-axis light beam on the fifth lens unit becomes too tight, and the fifth lens unit becomes large and various aberrations occur. In particular, it becomes difficult to correct coma.
【0034】条件式(3)は、第2群の負の屈折力に関
し、主にレンズ系全体の小型化を図りつつ、像面特性を
良好に維持する為のものである。上限値を越えて第2群
の負の屈折力が弱くなりすぎると、変倍に伴う第2群の
移動量が増大し、レンズ全長が長くなってくる。Conditional expression (3) relates to the negative refracting power of the second lens group, and is mainly for maintaining a good image surface characteristic while reducing the size of the entire lens system. If the negative refractive power of the second lens unit becomes too weak beyond the upper limit, the amount of movement of the second lens unit due to zooming increases and the total lens length increases.
【0035】又、下限値を越えて第2群の負の屈折力が
強くなりすぎると、ペッツバール和が負の方向に増大
し、像面弯曲が補正過剰となってくるので良くない。If the negative refracting power of the second lens group becomes too strong beyond the lower limit, the Petzval sum increases in the negative direction, and the field curvature becomes overcorrected, which is not preferable.
【0036】この他本発明においては、第3群を1枚の
正レンズと1枚の負レンズ、そして少なくとも1つの非
球面を絞り面に近いレンズに設けて構成するのが諸収
差、特に球面収差や広角端でのコマ収差を良好に補正
し、更にレンズ系全体の小型化を図るのに好ましい。In addition to the above, in the present invention, the third group is provided with one positive lens, one negative lens, and at least one aspherical surface on the lens close to the diaphragm surface, and various aberrations, particularly spherical surfaces, are formed. This is preferable for favorably correcting aberrations and coma at the wide-angle end and further reducing the size of the entire lens system.
【0037】又、このときレンズ配置を物体側から順に
正レンズ、負レンズの順で配置するのが第3群の主点位
置を第2群側に寄せることができ、変倍用の第2群を第
3群の近傍まで移動させることができ、レンズ全長の短
縮化を図るのに好ましい。Further, at this time, if the lens arrangement is such that the positive lens and the negative lens are arranged in this order from the object side, the principal point position of the third lens group can be brought closer to the second lens group side, and the second lens for zooming can be used. The group can be moved to the vicinity of the third group, which is preferable in order to shorten the total lens length.
【0038】第2群を物体側より順に負レンズ、そして
所定の空気間隔を隔てて負レンズと正レンズより構成す
るのが第2群の主点位置を物体側に置くことができ、広
角端において第1群と第2群との干渉を防止することが
出来、更に第1群との主点間隔を短くし広画角化を図り
つつ前玉径を縮少し、レンズ系全体の小型化を図るのに
好ましい。The second lens group is composed of a negative lens element in order from the object side, and a negative lens element and a positive lens element with a predetermined air gap in between. It is possible to prevent the first and second groups from interfering with each other, and further shorten the distance between the principal points of the first group to widen the angle of view while reducing the front lens diameter and downsizing the entire lens system. It is preferable to achieve
【0039】次に本発明の数値実施例を示す。数値実施
例においてRiは物体側より順に第i番目のレンズ面の
曲率半径、Diは物体側より第i番目のレンズ厚及び空
気間隔、Niとνiは各々物体側より順に第i番目のレ
ンズのガラスの屈折率とアッベ数である。Next, numerical examples of the present invention will be shown. In the numerical examples, Ri is the radius of curvature of the i-th lens surface in order from the object side, Di is the i-th lens thickness and air gap from the object side, and Ni and νi are respectively from the object side of the i-th lens. The refractive index of glass and the Abbe number.
【0040】尚、数値実施例において最後から2つのレ
ンズ面はフェースプレート等のガラス材である。非球面
形状は光軸方向にX軸、光軸と垂直方向にH軸、光の進
行方向を正としR0 を近軸曲率半径、a2 ,a3 ,a
4 ,a5 を各々非球面係数としたときIn the numerical examples, the last two lens surfaces are glass materials such as face plates. The aspherical shape is the X axis in the optical axis direction, the H axis in the direction perpendicular to the optical axis, the traveling direction of light is positive, and R 0 is the paraxial radius of curvature a 2 , a 3 , a
When 4 and a 5 are aspherical coefficients respectively
【0041】[0041]
【数1】 なる式で表わしている。又、表−1に各数値実施例にお
ける各条件式との関係を示す。 《数値実施例1》 f =1〜8.07 fno =1:2〜2.8 2 ω=60.0 °〜8.2 ° R 1 = 14.958 D 1= 0.288 N 1=1.84666 ν 1= 23.8 R 2 = 6.587 D 2= 1.000 N 2=1.60311 ν 2= 60.7 R 3 = -18.206 D 3= 0.028 R 4 = 4.291 D 4= 0.576 N 3=1.69350 ν 3= 53.2 R 5 = 9.537 D 5= 可変 R 6 = 23.736 D 6= 0.153 N 4=1.77250 ν 4= 49.6 R 7 = 1.653 D 7= 0.746 R 8 = -2.472 D 8= 0.134 N 5=1.60311 ν 5= 60.7 R 9 = 2.269 D 9= 0.461 N 6=1.84666 ν 6= 23.8 R10 = 16.851 D10= 可変 R11 = (絞り) D11= 可変 R12 = 6.280 D12= 0.615 N 7=1.58313 ν 7= 59.4 R13 = -1.541 D13= 0.134 N 8=1.84666 ν 8= 23.8 R14 = -2.828 D14= 0.028 R15 = 3.728 D15= 0.326 N 9=1.51633 ν 9= 64.2 R16 = -17.975 D16= 可変 R17 = -2.380 D17= 0.115 N10=1.60311 ν10= 60.7 R18 = 4.319 D18= 0.287 R19 = -3.442 D19= 0.307 N11=1.72825 ν11= 28.5 R20 = -1.795 D20= 可変 R21 = 2.215 D21= 0.153 N12=1.84666 ν12= 23.8 R22 = 1.427 D22= 0.769 N13=1.48749 ν13= 70.2 R23 = -19.979 D23= 0.028 R24 = 4.178 D24= 0.384 N14=1.48749 ν14= 70.2 R25 = -12.773 D25= 0.288 R26 = ∞ D26= 0.971 N15=1.51633 ν15= 64.2 R27 = ∞[Equation 1] It is expressed by Table 1 shows the relationship with each conditional expression in each numerical example. <Numerical Example 1> f = 1 to 8.07 fno = 1: 2 to 2.8 2 ω = 60.0 ° to 8.2 ° R 1 = 14.958 D 1 = 0.288 N 1 = 1.84666 ν 1 = 23.8 R 2 = 6.587 D 2 = 1.000 N 2 = 1.60311 ν 2 = 60.7 R 3 = -18.206 D 3 = 0.028 R 4 = 4.291 D 4 = 0.576 N 3 = 1.69350 ν 3 = 53.2 R 5 = 9.537 D 5 = Variable R 6 = 23.736 D 6 = 0.153 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.653 D 7 = 0.746 R 8 = -2.472 D 8 = 0.134 N 5 = 1.60311 ν 5 = 60.7 R 9 = 2.269 D 9 = 0.461 N 6 = 1.84666 ν 6 = 23.8 R10 = 16.851 D10 = Variable R11 = (Aperture) D11 = Variable R12 = 6.280 D12 = 0.615 N 7 = 1.58313 ν 7 = 59.4 R13 = -1.541 D13 = 0.134 N 8 = 1.84666 ν 8 = 23.8 R14 = -2.828 D14 = 0.028 R15 = 3.728 D15 = 0.326 N 9 = 1.51633 ν 9 = 64.2 R16 = -17.975 D16 = Variable R17 = -2.380 D17 = 0.115 N10 = 1.60311 ν10 = 60.7 R18 = 4.319 D18 = 0.287 R19 = -3.442 D19 = 0.307 N11 = 1.72825 ν11 = 28.5 R20 = -1.795 D20 = Variable R21 = 2.215 D21 = 0.153 N12 = 1.84666 ν12 = 23.8 R22 = 1.427 D22 = 0.769 N13 = 1.48749 ν13 = 70.2 R23 = -19.979 D23 = 0.028 R24 = 4.178 D24 = 0.384 N14 = 1.48749 ν14 = 70.2 R25 = -12.773 D25 = 0.288 R26 = ∞ D26 = 0.971 N15 = 1.51633 ν15 = 64.2 R27 = ∞
【0042】[0042]
【表1】 《数値実施例2》 f =1〜7.82 fno =1:2〜2.6 2 ω=60.0 °〜8.4 ° R 1 = 14.326 D 1= 0.288 N 1=1.84666 ν 1= 23.8 R 2 = 6.202 D 2= 1.153 N 2=1.60311 ν 2= 60.7 R 3 = -18.789 D 3= 0.028 R 4 = 4.257 D 4= 0.653 N 3=1.69680 ν 3= 55.5 R 5 = 10.710 D 5= 可変 R 6 = 28.031 D 6= 0.153 N 4=1.77250 ν 4= 49.6 R 7 = 1.514 D 7= 0.666 R 8 = -2.415 D 8= 0.134 N 5=1.60311 ν 5= 60.7 R 9 = 2.173 D 9= 0.461 N 6=1.84666 ν 6= 23.8 R10 = 19.546 D10= 可変 R11 = (絞り) D11= 可変 R12 = 5.063 D12= 0.615 N 7=1.58313 ν 7= 59.4 R13 = -1.460 D13= 0.134 N 8=1.84666 ν 8= 23.8 R14 = -2.559 D14= 0.028 R15 = 3.079 D15= 0.326 N 9=1.51633 ν 9= 64.2 R16 = 32.713 D16= 可変 R17 = -2.514 D17= 0.115 N10=1.60311 ν10= 60.7 R18 = 4.013 D18= 0.250 R19 = -2.442 D19= 0.307 N11=1.72825 ν11= 28.5 R20 = -1.679 D20= 可変 R21 = 2.114 D21= 0.153 N12=1.84666 ν12= 23.8 R22 = 1.418 D22= 0.673 N13=1.48749 ν13= 70.2 R23 = -11.237 D23= 0.028 R24 = 2.489 D24= 0.326 N14=1.48749 ν14= 70.2 R25 = 7.812 D25= 0.288 R26 = ∞ D26= 0.971 N15=1.51633 ν15= 64.2 R27 = ∞[Table 1] Numerical Example 2 f = 1 to 7.82 fno = 1: 2 to 2.6 2 ω = 60.0 ° to 8.4 ° R 1 = 14.326 D 1 = 0.288 N 1 = 1.84666 ν 1 = 23.8 R 2 = 6.202 D 2 = 1.153 N 2 = 1.60311 ν 2 = 60.7 R 3 = -18.789 D 3 = 0.028 R 4 = 4.257 D 4 = 0.653 N 3 = 1.69680 ν 3 = 55.5 R 5 = 10.710 D 5 = Variable R 6 = 28.031 D 6 = 0.153 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.514 D 7 = 0.666 R 8 = -2.415 D 8 = 0.134 N 5 = 1.60311 ν 5 = 60.7 R 9 = 2.173 D 9 = 0.461 N 6 = 1.84666 ν 6 = 23.8 R10 = 19.546 D10 = Variable R11 = (Aperture) D11 = Variable R12 = 5.063 D12 = 0.615 N 7 = 1.58313 ν 7 = 59.4 R13 = -1.460 D13 = 0.134 N 8 = 1.84666 ν 8 = 23.8 R14 = -2.559 D14 = 0.028 R15 = 3.079 D15 = 0.326 N 9 = 1.51633 ν 9 = 64.2 R16 = 32.713 D16 = Variable R17 = -2.514 D17 = 0.115 N10 = 1.60311 ν10 = 60.7 R18 = 4.013 D18 = 0.250 R19 = -2.442 D19 = 0.307 N11 = 1.72825 ν11 = 28.5 R20 = -1.679 D20 = Variable R21 = 2.114 D21 = 0.153 N12 = 1.84666 ν12 = 23.8 R22 = 1.418 D22 = 0.673 N13 = 1.48749 ν13 = 70.2 R23 = -11.237 D23 = 0.028 R24 = 2.489 D24 = 0.326 N14 = 1.48749 ν14 = 70.2 R25 = 7.812 D25 = 0.288 R2 6 = ∞ D26 = 0.971 N15 = 1.51633 ν15 = 64.2 R27 = ∞
【0043】[0043]
【表2】 《数値実施例3》 f =1〜8.17 fno =1:2〜2.9 2 ω=66.2 °〜9.1 ° R 1 = 15.900 D 1= 0.326 N 1=1.84666 ν 1= 23.8 R 2 = 7.390 D 2= 1.130 N 2=1.60311 ν 2= 60.7 R 3 = -47.999 D 3= 0.032 R 4 = 5.802 D 4= 0.673 N 3=1.69350 ν 3= 53.2 R 5 = 21.220 D 5= 可変 R 6 = 20.381 D 6= 0.173 N 4=1.77250 ν 4= 49.6 R 7 = 1.970 D 7= 0.890 R 8 = -3.185 D 8= 0.152 N 5=1.60311 ν 5= 60.7 R 9 = 2.504 D 9= 0.521 N 6=1.84666 ν 6= 23.8 R10 = 11.104 D10= 可変 R11 = (絞り) D11= 可変 R12 = 8.175 D12= 0.652 N 7=1.58313 ν 7= 59.4 R13 = -1.751 D13= 0.152 N 8=1.84666 ν 8= 23.8 R14 = -3.447 D14= 0.032 R15 = 4.474 D15= 0.434 N 9=1.51633 ν 9= 64.2 R16 = -11.518 D16= 可変 R17 = -2.975 D17= 0.130 N10=1.60311 ν10= 60.7 R18 = 5.630 D18= 0.325 R19 = -5.065 D19= 0.347 N11=1.72825 ν11= 28.5 R20 = -2.322 D20= 可変 R21 = 4.810 D21= 0.565 N12=1.48749 ν12= 70.2 R22 = -13.141 D22= 0.032 R23 = 2.262 D23= 0.173 N13=1.84666 ν13= 23.8 R24 = 1.392 D24= 0.913 N14=1.48749 ν14= 70.2 R25 = -14.394 D25= 0.326 R26 = ∞ D26= 1.097 N15=1.51633 ν15= 64.2 R27 = ∞[Table 2] Numerical Example 3 f = 1 to 8.17 fno = 1: 2 to 2.9 2 ω = 66.2 ° to 9.1 ° R 1 = 15.900 D 1 = 0.326 N 1 = 1.84666 ν 1 = 23.8 R 2 = 7.390 D 2 = 1.130 N 2 = 1.60311 ν 2 = 60.7 R 3 = -47.999 D 3 = 0.032 R 4 = 5.802 D 4 = 0.673 N 3 = 1.69350 ν 3 = 53.2 R 5 = 21.220 D 5 = Variable R 6 = 20.381 D 6 = 0.173 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.970 D 7 = 0.890 R 8 = -3.185 D 8 = 0.152 N 5 = 1.60311 ν 5 = 60.7 R 9 = 2.504 D 9 = 0.521 N 6 = 1.84666 ν 6 = 23.8 R10 = 11.104 D10 = Variable R11 = (Aperture) D11 = Variable R12 = 8.175 D12 = 0.652 N 7 = 1.58313 ν 7 = 59.4 R13 = -1.751 D13 = 0.152 N 8 = 1.84666 ν 8 = 23.8 R14 = -3.447 D14 = 0.032 R15 = 4.474 D15 = 0.434 N 9 = 1.51633 ν 9 = 64.2 R16 = -11.518 D16 = Variable R17 = -2.975 D17 = 0.130 N10 = 1.60311 ν10 = 60.7 R18 = 5.630 D18 = 0.325 R19 = -5.065 D19 = 0.347 N11 = 1.72825 ν11 = 28.5 R20 = -2.322 D20 = Variable R21 = 4.810 D21 = 0.565 N12 = 1.48749 ν12 = 70.2 R22 = -13.141 D22 = 0.032 R23 = 2.262 D23 = 0.173 N13 = 1.84666 ν13 = 23.8 R24 = 1.392 D24 = 0.913 N14 = 1.48749 ν14 = 70.2 R25 = -14.394 D25 = 0.326 R26 = ∞ D26 = 1.097 N15 = 1.51633 ν15 = 64.2 R27 = ∞
【0044】[0044]
【表3】 《数値実施例4》 f =1〜9.82 fno =1:2〜2.4 2 ω=59 °〜6.6 ° R 1 = 13.336 D 1= 0.283 N 1=1.84666 ν 1= 23.8 R 2 = 5.695 D 2= 0.981 N 2=1.60311 ν 2= 60.7 R 3 = -19.711 D 3= 0.028 R 4 = 4.311 D 4= 0.547 N 3=1.69680 ν 3= 55.5 R 5 = 11.042 D 5= 可変 R 6 = 20.192 D 6= 0.150 N 4=1.77250 ν 4= 49.6 R 7 = 1.548 D 7= 0.718 R 8 = -2.865 D 8= 0.132 N 5=1.69680 ν 5= 55.5 R 9 = 2.131 D 9= 0.096 R10 = 2.323 D10= 0.377 N 6=1.84666 ν 6= 23.8 R11 = 46.566 D11= 可変 R12 = (絞り) D12= 可変 R13 = 2.663 D13= 0.603 N 7=1.58313 ν 7= 59.4 R14 = -1.454 D14= 0.132 N 8=1.84666 ν 8= 23.8 R15 = -2.216 D15= 可変 R16 = -4.338 D16= 0.113 N 9=1.60311 ν 9= 60.7 R17 = 3.328 D17= 0.180 R18 = -2.797 D18= 0.301 N10=1.72825 ν10= 28.5 R19 = -2.201 D19= 可変 R 20 = 1.983 D20= 0.150 N11=1.84666 ν11= 23.8 R 21 = 1.343 D21= 0.754 N12=1.48749 ν12= 70.2 R 22 = -6.058 D22= 0.028 R 23 = 5.595 D23= 0.377 N13=1.48749 ν13= 70.2 R 24 = 24.429 D24= 0.283 R 25 = ∞ D25= 0.952 N14=1.51633 ν14= 64.2 R 26 = ∞[Table 3] Numerical Example 4 f = 1 to 9.82 fno = 1: 2 to 2.4 2 ω = 59 ° to 6.6 ° R 1 = 13.336 D 1 = 0.283 N 1 = 1.84666 ν 1 = 23.8 R 2 = 5.695 D 2 = 0.981 N 2 = 1.60311 ν 2 = 60.7 R 3 = -19.711 D 3 = 0.028 R 4 = 4.311 D 4 = 0.547 N 3 = 1.69680 ν 3 = 55.5 R 5 = 11.042 D 5 = Variable R 6 = 20.192 D 6 = 0.150 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.548 D 7 = 0.718 R 8 = -2.865 D 8 = 0.132 N 5 = 1.69680 ν 5 = 55.5 R 9 = 2.131 D 9 = 0.096 R10 = 2.323 D10 = 0.377 N 6 = 1.84666 ν 6 = 23.8 R11 = 46.566 D11 = variable R12 = (aperture) D12 = variable R13 = 2.663 D13 = 0.603 N 7 = 1.58313 ν 7 = 59.4 R14 = -1.454 D14 = 0.132 N 8 = 1.84666 ν 8 = 23.8 R15 =- 2.216 D15 = Variable R16 = -4.338 D16 = 0.113 N 9 = 1.60311 ν 9 = 60.7 R17 = 3.328 D17 = 0.180 R18 = -2.797 D18 = 0.301 N10 = 1.72825 ν10 = 28.5 R19 = -2.201 D19 = Variable R 20 = 1.983 D20 = 0.150 N11 = 1.84666 ν11 = 23.8 R 21 = 1.343 D21 = 0.754 N12 = 1.48749 ν12 = 70.2 R 22 = -6.058 D22 = 0.028 R 23 = 5.595 D23 = 0.377 N13 = 1.48749 ν13 = 70.2 R 24 = 24.429 D24 = 0.283 R 25 = ∞ D25 = 0.952 N14 = 1.51633 ν14 = 64.2 R 26 = ∞
【0045】[0045]
【表4】 非球面係数 R13 k=−2.555×10-1 a2 =−2.
180×10-2 a3 =1.810×10-4 a4 =−1.038×1
0-3 a5 =5.087×10-4 《数値実施例5》 f =1〜8.06 fno =1:2〜2.7 2 ω=59 °〜8.0 ° R 1 = 13.455 D 1= 0.283 N 1=1.84666 ν 1= 23.8 R 2 = 6.071 D 2= 0.943 N 2=1.60311 ν 2= 60.7 R 3 = -20.028 D 3= 0.028 R 4 = 3.997 D 4= 0.471 N 3=1.69680 ν 3= 55.5 R 5 = 7.399 D 5= 可変 R 6 = 14.169 D 6= 0.150 N 4=1.77250 ν 4= 49.6 R 7 = 1.598 D 7= 0.691 R 8 = -3.618 D 8= 0.132 N 5=1.69680 ν 5= 55.5 R 9 = 2.145 D 9= 0.096 R10 = 2.341 D10= 0.377 N 6=1.84666 ν 6= 23.8 R11 = 17.544 D11= 可変 R12 = (絞り) D12= 可変 R13 = 3.078 D13= 0.603 N 7=1.58313 ν 7= 59.4 R14 = -1.332 D14= 0.132 N 8=1.84666 ν 8= 23.8 R15 = -2.091 D15= 可変 R16 = -2.672 D16= 0.113 N 9=1.60311 ν 9= 60.7 R17 = 5.612 D17= 0.222 R18 = -3.007 D18= 0.301 N10=1.72825 ν10= 28.5 R19 = -1.964 D19= 可変 R20 = 1.818 D20= 0.150 N11=1.84666 ν11= 23.8 R21 = 1.203 D21= 0.905 N12=1.48749 ν12= 70.2 R22 = -3.810 D22= 0.283 R23 = ∞ D23= 0.952 N13=1.51633 ν13= 64.2 R24 = ∞[Table 4] Aspherical surface coefficient R13 k = −2.555 × 10 −1 a 2 = −2.
180 × 10 -2 a 3 = 1.810 × 10 -4 a 4 = -1.038 × 1
0 -3 a 5 = 5.087 × 10 -4 <Numerical Example 5> f = 1 to 8.06 fno = 1: 2 to 2.7 2 ω = 59 ° to 8.0 ° R 1 = 13.455 D 1 = 0.283 N 1 = 1.84666 ν 1 = 23.8 R 2 = 6.071 D 2 = 0.943 N 2 = 1.60311 ν 2 = 60.7 R 3 = -20.028 D 3 = 0.028 R 4 = 3.997 D 4 = 0.471 N 3 = 1.69680 ν 3 = 55.5 R 5 = 7.399 D 5 = Variable R 6 = 14.169 D 6 = 0.150 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.598 D 7 = 0.691 R 8 = -3.618 D 8 = 0.132 N 5 = 1.69680 ν 5 = 55.5 R 9 = 2.145 D 9 = 0.096 R10 = 2.341 D10 = 0.377 N 6 = 1.84666 ν 6 = 23.8 R11 = 17.544 D11 = Variable R12 = (Aperture) D12 = Variable R13 = 3.078 D13 = 0.603 N 7 = 1.58313 ν 7 = 59.4 R14 = -1.332 D14 = 0.132 N 8 = 1.84666 ν 8 = 23.8 R15 = -2.091 D15 = Variable R16 = -2.672 D16 = 0.113 N 9 = 1.60311 ν 9 = 60.7 R17 = 5.612 D17 = 0.222 R18 = -3.007 D18 = 0.301 N10 = 1.72825 ν10 = 28.5 R19 = -1.964 D19 = Variable R20 = 1.818 D20 = 0.150 N11 = 1.84666 ν11 = 23.8 R21 = 1.203 D21 = 0.905 N12 = 1.48749 ν12 = 70.2 R22 = -3.810 D22 = 0.283 R23 = ∞ D23 = 0.952 N13 = 1.51633 ν13 = 64.2 R24 = ∞
【0046】[0046]
【表5】 非球面係数 R13 k = 4.035×10-1 a2 =−
2.026×10-2 a3 = 4.201×10-4 a4 = 1.128×
10-3 a5 =−2.490×10-4 R22 k = 1.429×10-1 a2 =
5.366×10-3 a3 = 9.188×10-3 a4 =−1.448×
10-2 a5 = 1.328×10-6 《数値実施例6》 f =1〜8.3 fno =1:2〜2.9 2 ω=59 °〜7.8 ° R 1 = 13.430 D 1= 0.283 N 1=1.84666 ν 1= 23.8 R 2 = 5.784 D 2= 0.981 N 2=1.60311 ν 2= 60.7 R 3 = -16.693 D 3= 0.028 R 4 = 3.608 D 4= 0.547 N 3=1.69680 ν 3= 55.5 R 5 = 7.006 D 5= 可変 R 6 = 15.251 D 6= 0.150 N 4=1.77250 ν 4= 49.6 R 7 = 1.459 D 7= 0.538 R 8 = -3.725 D 8= 0.132 N 5=1.69680 ν 5= 55.5 R 9 = 2.011 D 9= 0.096 R10 = 2.187 D10= 0.377 N 6=1.84666 ν 6= 23.8 R11 = 9.155 D11= 可変 R12 = (絞り) D12= 可変 R13 = 2.520 D13= 0.603 N 7=1.58313 ν 7= 59.4 R14 = -1.512 D14= 0.132 N 8=1.84666 ν 8= 23.8 R15 = -2.289 D15= 可変 R16 = -6.687 D16= 0.113 N 9=1.60311 ν 9= 60.7 R17 = 2.475 D17= 0.200 R18 = -3.310 D18= 0.301 N10=1.72825 ν10= 28.5 R19 = -2.584 D19= 可変 R20 = 2.106 D20= 0.150 N11=1.84666 ν11= 23.8 R21 = 1.475 D21= 0.943 N12=1.48749 ν12= 70.2 R22 = -6.795 D22= 0.028 R23 = 4.096 D23= 0.377 N13=1.48749 ν13= 70.2 R24 = 66.287 D24= 0.283 R25 = ∞ D25= 0.952 N14=1.51633 ν14= 64.2 R26 = ∞ [Table 5] Aspherical coefficients R13 k = 4.035 × 10 -1 a 2 = -
2.026 × 10 −2 a 3 = 4.201 × 10 −4 a 4 = 1.128 ×
10 -3 a 5 = -2.490 × 10 -4 R22 k = 1.429 × 10 -1 a 2 =
5.366 x 10 -3 a 3 = 9.188 x 10 -3 a 4 = -1.448 x
10 −2 a 5 = 1.328 × 10 −6 << Numerical Example 6 >> f = 1 to 8.3 fno = 1: 2 to 2.9 2 ω = 59 ° to 7.8 ° R 1 = 13.430 D 1 = 0.283 N 1 = 1.84666 ν 1 = 23.8 R 2 = 5.784 D 2 = 0.981 N 2 = 1.60311 ν 2 = 60.7 R 3 = -16.693 D 3 = 0.028 R 4 = 3.608 D 4 = 0.547 N 3 = 1.69680 ν 3 = 55.5 R 5 = 7.006 D 5 = Variable R 6 = 15.251 D 6 = 0.150 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.459 D 7 = 0.538 R 8 = -3.725 D 8 = 0.132 N 5 = 1.69680 ν 5 = 55.5 R 9 = 2.011 D 9 = 0.096 R10 = 2.187 D10 = 0.377 N 6 = 1.84666 ν 6 = 23.8 R11 = 9.155 D11 = Variable R12 = (Aperture) D12 = Variable R13 = 2.520 D13 = 0.603 N 7 = 1.58313 ν 7 = 59.4 R14 = -1.512 D14 = 0.132 N 8 = 1.84666 ν 8 = 23.8 R15 = -2.289 D15 = Variable R16 = -6.687 D16 = 0.113 N 9 = 1.60311 ν 9 = 60.7 R17 = 2.475 D17 = 0.200 R18 = -3.310 D18 = 0.301 N10 = 1.72825 ν10 = 28.5 R19 = -2.584 D19 = Variable R20 = 2.106 D20 = 0.150 N11 = 1.84666 ν11 = 23.8 R21 = 1.475 D21 = 0.943 N12 = 1.48749 ν12 = 70.2 R22 = -6.795 D22 = 0.028 R23 = 4.096 D23 = 0.377 N13 = 1.48749 ν13 = 70.2 R24 = 66.287 D24 = 0.283 R25 = D25 = 0.952 N14 = 1.51633 ν14 = 64.2 R26 = ∞
【0047】[0047]
【表6】 非球面係数 R13 k =−2.097×10-1 a2 =−
2.351×10-2 a3 = 1.830×10-3 a4 =−5.040×
10-4 a5 =−2.395×10-3 《数値実施例7》 f =1〜7.91 fno =1:2〜2.6 2 ω=60.0 °〜8.3 ° R 1 = 15.175 D 1= 0.288 N 1=1.84666 ν 1= 23.8 R 2 = 6.893 D 2= 1.038 N 2=1.60311 ν 2= 60.7 R 3 = -23.891 D 3= 0.028 R 4 = 4.604 D 4= 0.596 N 3=1.69680 ν 3= 55.5 R 5 = 10.732 D 5= 可変 R 6 = 15.080 D 6= 0.153 N 4=1.77250 ν 4= 49.6 R 7 = 1.691 D 7= 0.671 R 8 = -3.850 D 8= 0.134 N 5=1.69680 ν 5= 55.5 R 9 = 2.114 D 9= 0.098 R10 = 2.348 D10= 0.461 N 6=1.84666 ν 6= 23.8 R11 = 14.616 D11= 可変 R12 = (絞り) D12= 可変 R13 = 5.239 D13= 0.615 N 7=1.58313 ν 7= 59.4 R14 = -1.587 D14= 0.134 N 8=1.84666 ν 8= 23.8 R15 = -3.023 D15= 0.028 R16 = 5.314 D16= 0.384 N 9=1.63854 ν 9= 55.4 R17 = -11.340 D17= 可変 R18 = -3.363 D18= 0.115 N10=1.60311 ν10= 60.7 R19 = 3.657 D19= 0.218 R20 = -3.345 D20= 0.307 N11=1.72825 ν11= 28.5 R21 = -2.118 D21= 可変 R22 = 2.198 D22= 0.153 N12=1.84666 ν12= 23.8 R23 = 1.539 D23= 0.769 N13=1.48749 ν13= 70.2 R24 = -18.419 D24= 0.028 R25 = 4.269 D25= 0.384 N14=1.48749 ν14= 70.2 R26 = -17.434 D26= 0.288 R27 = ∞ D27= 0.971 N15=1.51633 ν15= 64.2 R28 = ∞[Table 6] Aspherical coefficients R13 k = -2.097 × 10 -1 a 2 = -
2.351 × 10 −2 a 3 = 1.830 × 10 −3 a 4 = −5.040 ×
10 −4 a 5 = −2.395 × 10 −3 << Numerical Example 7 >> f = 1 to 7.91 fno = 1: 2 to 2.6 2 ω = 60.0 ° to 8.3 ° R 1 = 15.175 D 1 = 0.288 N 1 = 1.84666 ν 1 = 23.8 R 2 = 6.893 D 2 = 1.038 N 2 = 1.60311 ν 2 = 60.7 R 3 = -23.891 D 3 = 0.028 R 4 = 4.604 D 4 = 0.596 N 3 = 1.69680 ν 3 = 55.5 R 5 = 10.732 D 5 = Variable R 6 = 15.080 D 6 = 0.153 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.691 D 7 = 0.671 R 8 = -3.850 D 8 = 0.134 N 5 = 1.69680 ν 5 = 55.5 R 9 = 2.114 D 9 = 0.098 R10 = 2.348 D10 = 0.461 N 6 = 1.84666 ν 6 = 23.8 R11 = 14.616 D11 = Variable R12 = (Aperture) D12 = Variable R13 = 5.239 D13 = 0.615 N 7 = 1.58313 ν 7 = 59.4 R14 = -1.587 D14 = 0.134 N 8 = 1.84666 ν 8 = 23.8 R15 = -3.023 D15 = 0.028 R16 = 5.314 D16 = 0.384 N 9 = 1.63854 ν 9 = 55.4 R17 = -11.340 D17 = Variable R18 = -3.363 D18 = 0.115 N10 = 1.60311 ν10 = 60.7 R19 = 3.657 D19 = 0.218 R20 = -3.345 D20 = 0.307 N11 = 1.72825 ν11 = 28.5 R21 = -2.118 D21 = Variable R22 = 2.198 D22 = 0.153 N12 = 1.84666 ν12 = 23.8 R23 = 1.539 D23 = 0.769 N13 = 1.48749 ν13 = 70.2 R24 = -18.419 D24 = 0.02 8 R25 = 4.269 D25 = 0.384 N14 = 1.48749 ν14 = 70.2 R26 = -17.434 D26 = 0.288 R27 = ∞ D27 = 0.971 N15 = 1.51633 ν15 = 64.2 R28 = ∞
【0048】[0048]
【表7】 《数値実施例8》 f =1〜8.02 fno =1:2〜2.9 2 ω=66.2 °〜9.3 ° R 1 = 16.988 D 1= 0.326 N 1=1.84666 ν 1= 23.8 R 2 = 7.705 D 2= 1.260 N 2=1.60311 ν 2= 60.7 R 3 = -30.385 D 3= 0.032 R 4 = 5.276 D 4= 0.739 N 3=1.69680 ν 3= 55.5 R 5 = 13.321 D 5= 可変 R 6 = 22.538 D 6= 0.173 N 4=1.77250 ν 4= 49.6 R 7 = 1.795 D 7= 0.787 R 8 = -4.560 D 8= 0.152 N 5=1.69680 ν 5= 55.5 R 9 = 2.368 D 9= 0.110 R10 = 2.524 D10= 0.456 N 6=1.84666 ν 6= 23.8 R11 = 16.709 D11= 可変 R12 = (絞り) D12= 可変 R13 = 12.216 D13= 0.652 N 7=1.58313 ν 7= 59.4 R14 = -1.620 D14= 0.152 N 8=1.84666 ν 8= 23.8 R15 = -2.882 D15= 0.032 R16 = 8.440 D16= 0.369 N 9=1.63854 ν 9= 55.4 R17 = -11.101 D17= 可変 R18 = -2.669 D18= 0.130 N10=1.60311 ν10= 60.7 R19 = 9.481 D19= 0.246 R20 = -4.913 D20= 0.347 N11=1.72825 ν11= 28.5 R21 = -2.387 D21= 可変 R22 = 5.464 D22= 0.565 N12=1.48749 ν12= 70.2 R23 = -5.068 D23= 0.032 R24 = 2.428 D24= 0.173 N13=1.84666 ν13= 23.8 R25 = 1.393 D25= 0.869 N14=1.48749 ν14= 70.2 R26 = 33.015 D26= 0.326 R27 = ∞ D27= 1.097 N15=1.51633 ν15= 64.2 R28 = ∞[Table 7] Numerical Example 8 f = 1 to 8.02 fno = 1: 2 to 2.9 2 ω = 66.2 ° to 9.3 ° R 1 = 16.988 D 1 = 0.326 N 1 = 1.84666 ν 1 = 23.8 R 2 = 7.705 D 2 = 1.260 N 2 = 1.60311 ν 2 = 60.7 R 3 = -30.385 D 3 = 0.032 R 4 = 5.276 D 4 = 0.739 N 3 = 1.69680 ν 3 = 55.5 R 5 = 13.321 D 5 = Variable R 6 = 22.538 D 6 = 0.173 N 4 = 1.77250 ν 4 = 49.6 R 7 = 1.795 D 7 = 0.787 R 8 = -4.560 D 8 = 0.152 N 5 = 1.69680 ν 5 = 55.5 R 9 = 2.368 D 9 = 0.110 R10 = 2.524 D10 = 0.456 N 6 = 1.84666 ν 6 = 23.8 R11 = 16.709 D11 = Variable R12 = (Aperture) D12 = Variable R13 = 12.216 D13 = 0.652 N 7 = 1.58313 ν 7 = 59.4 R14 = -1.620 D14 = 0.152 N 8 = 1.84666 ν 8 = 23.8 R15 =- 2.882 D15 = 0.032 R16 = 8.440 D16 = 0.369 N 9 = 1.63854 ν 9 = 55.4 R17 = -11.101 D17 = Variable R18 = -2.669 D18 = 0.130 N10 = 1.60311 ν10 = 60.7 R19 = 9.481 D19 = 0.246 R20 = -4.913 D20 = 0.347 N11 = 1.72825 ν11 = 28.5 R21 = -2.387 D21 = Variable R22 = 5.464 D22 = 0.565 N12 = 1.48749 ν12 = 70.2 R23 = -5.068 D23 = 0.032 R24 = 2.428 D24 = 0.173 N13 = 1.84666 ν13 = 23.8 R25 = 1.393 D25 = 0.869 N14 = 1.48749 ν14 = 70.2 R 26 = 33.015 D26 = 0.326 R27 = ∞ D27 = 1.097 N15 = 1.51633 ν15 = 64.2 R28 = ∞
【0049】[0049]
【表8】 [Table 8]
【0050】[0050]
【発明の効果】本発明によれば前述の如く、5つのレン
ズ群の屈折力及び変倍における各レンズ群の移動条件を
設定すると共に、フォーカスの際に第2群,第3群、そ
して第4群のうちの少なくとも1つのレンズ群を移動さ
せるレンズ構成を採ることにより、レンズ系全体の小型
化を図りつつ変倍比10程度と全変倍範囲にわたり良好
なる収差補正を達成しつつ、かつフォーカスの際の収差
変動の少ない高い光学性能を有したFナンバー2.0と
大口径比のリヤーフォーカス式のズームレンズを達成す
ることができる。As described above, according to the present invention, the refractive powers of the five lens groups and the moving conditions of each lens group during zooming are set, and at the time of focusing, the second group, the third group, and the By adopting a lens configuration in which at least one lens group out of the four groups is moved, while achieving miniaturization of the entire lens system and achieving good aberration correction over a variable power ratio of about 10 and the entire variable power range, It is possible to achieve a rear focus type zoom lens having an F number of 2.0 and a large aperture ratio, which has high optical performance with little aberration variation during focusing.
【図1】本発明の近軸屈折力配置を示す一実施例の概略
図FIG. 1 is a schematic diagram of an embodiment showing a paraxial refractive power arrangement of the present invention.
【図2】本発明の数値実施例1のレンズ断面図FIG. 2 is a lens cross-sectional view of Numerical Example 1 of the present invention.
【図3】本発明の数値実施例2のレンズ断面図FIG. 3 is a lens cross-sectional view of Numerical Example 2 of the present invention.
【図4】本発明の数値実施例3のレンズ断面図FIG. 4 is a lens cross-sectional view of Numerical Example 3 of the present invention.
【図5】本発明の数値実施例4のレンズ断面図FIG. 5 is a lens cross-sectional view of Numerical Example 4 of the present invention.
【図6】本発明の数値実施例5のレンズ断面図FIG. 6 is a lens cross-sectional view of Numerical Example 5 of the present invention.
【図7】本発明の数値実施例6のレンズ断面図FIG. 7 is a lens cross-sectional view of Numerical Example 6 of the present invention.
【図8】本発明の数値実施例7のレンズ断面図FIG. 8 is a lens cross-sectional view of Numerical Example 7 of the present invention.
【図9】本発明の数値実施例8のレンズ断面図FIG. 9 is a lens cross-sectional view of Numerical Example 8 of the present invention.
【図10】本発明の数値実施例1の諸収差図FIG. 10 is a diagram showing various types of aberration in Numerical Example 1 of the present invention.
【図11】本発明の数値実施例2の諸収差図FIG. 11 is a diagram of various types of aberration in Numerical example 2 of the present invention.
【図12】本発明の数値実施例3の諸収差図FIG. 12 is a diagram of various types of aberration in Numerical example 3 of the present invention.
【図13】本発明の数値実施例4の諸収差図FIG. 13 is a diagram of various types of aberration in Numerical example 4 of the present invention.
【図14】本発明の数値実施例5の諸収差図FIG. 14 is a diagram of various types of aberration of Numerical example 5 of the present invention.
【図15】本発明の数値実施例6の諸収差図FIG. 15 is a diagram of various types of aberration of Numerical example 6 of the present invention.
【図16】本発明の数値実施例7の諸収差図FIG. 16 is a diagram of various types of aberration in Numerical example 7 of the present invention.
【図17】本発明の数値実施例8の諸収差図FIG. 17 is a diagram of various types of aberration of Numerical Example 8 of the present invention.
L1 第1群 L2 第2群 L3 第3群 L4 第4群 L5 第5群 SP 絞り d d線 g g線 ΔS サジタル像面 ΔM メリディオナル像面 L1 1st group L2 2nd group L3 3rd group L4 4th group L5 5th group SP Aperture d d line g g line ΔS Sagittal image surface ΔM Meridional image surface
Claims (3)
の屈折力の第2群、開口絞り、正の屈折力の第3群、負
の屈折力の第4群、そして正の屈折力の第5群の5つの
レンズ群を有し、該第2群を像面側へ移動させて広角端
から望遠端への変倍を行い、変倍に伴う像面変動を該第
3群と第4群を移動させて補正すると共に該第2群と第
3群、そして第4群のうちの少なくとも1つのレンズ群
を光軸上移動させてフォーカスを行ったことを特徴とす
るリヤーフォーカス式のズームレンズ。1. A first group having a positive refractive power, a second group having a negative refractive power, an aperture stop, a third group having a positive refractive power, a fourth group having a negative refractive power, and a positive group in order from the object side. Of the fifth lens group having a refracting power of 5, the second lens group is moved to the image plane side to change the magnification from the wide-angle end to the telephoto end, The third group and the fourth group are moved for correction, and at least one lens group of the second group, the third group, and the fourth group is moved on the optical axis for focusing. Rear focus type zoom lens.
レンズを有し、かつ少なくとも1つのレンズ面は非球面
であることを特徴とする請求項1のリヤーフォーカス式
のズームレンズ。2. The rear focus type zoom lens according to claim 1, wherein the third lens unit has one positive lens and one negative lens, and at least one lens surface is an aspherical surface. lens.
ンズと1枚の正レンズとを空気間隔を隔てて有している
ことを特徴とする請求項1のリヤーフォーカス式のズー
ムレンズ。3. The rear focus type zoom lens according to claim 1, wherein the second lens group has two negative lenses and one positive lens, which are arranged in this order from the object side, with an air gap therebetween. lens.
Priority Applications (1)
Application Number | Priority Date | Filing Date | Title |
---|---|---|---|
JP4322822A JP2988164B2 (en) | 1992-11-06 | 1992-11-06 | Rear focus zoom lens |
Applications Claiming Priority (1)
Application Number | Priority Date | Filing Date | Title |
---|---|---|---|
JP4322822A JP2988164B2 (en) | 1992-11-06 | 1992-11-06 | Rear focus zoom lens |
Publications (2)
Publication Number | Publication Date |
---|---|
JPH06148523A true JPH06148523A (en) | 1994-05-27 |
JP2988164B2 JP2988164B2 (en) | 1999-12-06 |
Family
ID=18148002
Family Applications (1)
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JP4322822A Expired - Lifetime JP2988164B2 (en) | 1992-11-06 | 1992-11-06 | Rear focus zoom lens |
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JP (1) | JP2988164B2 (en) |
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