JPH0749453A - Zoom lens - Google Patents

Zoom lens

Info

Publication number
JPH0749453A
JPH0749453A JP5212197A JP21219793A JPH0749453A JP H0749453 A JPH0749453 A JP H0749453A JP 5212197 A JP5212197 A JP 5212197A JP 21219793 A JP21219793 A JP 21219793A JP H0749453 A JPH0749453 A JP H0749453A
Authority
JP
Japan
Prior art keywords
group
lens
wide
refractive power
angle end
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
Application number
JP5212197A
Other languages
Japanese (ja)
Other versions
JP3067481B2 (en
Inventor
Teruhiro Nishio
彰宏 西尾
Takashi Kato
隆志 加藤
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Canon Inc
Original Assignee
Canon Inc
Priority date (The priority date 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 date listed.)
Filing date
Publication date
Application filed by Canon Inc filed Critical Canon Inc
Priority to JP5212197A priority Critical patent/JP3067481B2/en
Priority to TW83106377A priority patent/TW258791B/en
Publication of JPH0749453A publication Critical patent/JPH0749453A/en
Priority to US08/735,571 priority patent/US5691851A/en
Application granted granted Critical
Publication of JP3067481B2 publication Critical patent/JP3067481B2/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

Links

Classifications

    • GPHYSICS
    • G02OPTICS
    • G02BOPTICAL ELEMENTS, SYSTEMS OR APPARATUS
    • G02B15/00Optical objectives with means for varying the magnification
    • G02B15/14Optical 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
    • G02B15/142Optical 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 two groups only
    • G02B15/1421Optical 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 two groups only the first group being positive

Abstract

PURPOSE:To provide a small-sized zoom lens with wide image angle which has high optical performance over the full variable power range by providing five lens groups as the whole, and properly setting the moving condition and refractive force of each lens group accompanying variable power. CONSTITUTION:A zoom lens is formed of three lens groups of first, second and third groups L1-L3 in the order from an object side, and has a front group having a positive resultant refractive power on a wide angle end and a rear group consisting of two lens groups of a fourth group L4 having positive refractive power and a fifth group L5 having negative refractive power. The first, second and third groups L1-L3 are moved so that the composed refractive force of the front group is weakened on the telescopic end, compared with the wide angle end at the variable power from the wide angle end to the telescopic end, and the fourth and fifth groups L4, L5 are moved so that the space between them is narrowed. When the focus distance of the i-th group is fi, the focus distance of the whole system in the wide angle end is fW, and the lateral magnification in the wide angle end of the i-th group is betaiW, the condition forming 0.5<1f5/fw1<1.5, 1.1<beta5W<1.7 is satisfied.

Description

【発明の詳細な説明】Detailed Description of the Invention

【0001】[0001]

【産業上の利用分野】本発明はレンズシャッターカメ
ラ、ビデオカメラ等に好適な小型の高変倍で広画角のズ
ームレンズに関し、特に撮影画角の広画角化を図ると共
にレンズ全長(第1レンズ面から像面までの距離)の短
縮化を図った携帯性に優れた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 compact zoom lens having a high zoom ratio and a wide angle of view, which is suitable for a lens shutter camera, a video camera, etc. The present invention relates to a zoom lens which is excellent in portability and has a shortened distance from one lens surface to an image surface.

【0002】[0002]

【従来の技術】最近レンズシャッターカメラ、ビデオカ
メラ等においては、カメラの小型化に伴いレンズ全長の
短い小型のズームレンズが要求されている。特にレンズ
シャッターカメラは、ズーム駆動用の電気回路などの周
辺技術の発達などにより、ますますカメラの小型化が進
んでおり、それに備わる撮影レンズも高変倍でかつコン
パクトなズームレンズが要求されている。
2. Description of the Related Art Recently, in a lens shutter camera, a video camera, etc., a compact zoom lens having a short total lens length has been demanded as the camera becomes smaller. In particular, lens shutter cameras are becoming smaller and smaller due to the development of peripheral technologies such as zoom driving electric circuits. There is.

【0003】従来、レンズシャッター用のズームレンズ
としては正、負の屈折力の2つのレンズ群より成る所謂
2群ズームレンズが主流であった。この2群ズームレン
ズはレンズ構成及び変倍時の移動機構が簡易なため、カ
メラの小型化及び比較的低コストであるなどの利点があ
る。しかしながら、変倍作用を1つのレンズ群のみで行
なわなくてはならないため、その変倍比は1.6〜2倍
程度であり、無理に変倍比を拡大することはレンズ系の
大型化を招くと同時に、高い光学性能を保つことが困難
になってくる。
Conventionally, a so-called two-group zoom lens composed of two lens groups having positive and negative refracting power has been mainly used as a zoom lens for a lens shutter. Since the two-group zoom lens has a simple lens structure and a moving mechanism at the time of zooming, it has advantages such as downsizing of the camera and relatively low cost. However, since the zooming action must be performed by only one lens group, the zooming ratio is about 1.6 to 2 times, and forcing the zooming ratio to enlarge the lens system. At the same time, it becomes difficult to maintain high optical performance.

【0004】2群ズームレンズを基礎とし、第1群を正
の屈折力の2つのレンズ群に分離し、全体として正、
正、負の屈折力の3群構成として高変倍化を狙った3群
ズームレンズが、例えば特開平3−282409号公
報、特開平4−37810号公報、特開平4−7651
1号公報等で提案されている。
On the basis of a two-group zoom lens, the first group is divided into two lens groups having a positive refractive power, and as a whole,
A three-group zoom lens aiming at high zooming as a three-group configuration of positive and negative refracting powers is disclosed in, for example, Japanese Patent Laid-Open Nos. 3-282409, 4-37810, and 4-7651.
It is proposed in Japanese Patent No.

【0005】しかしながら、このレンズ群構成で例えば
半画角35°以上の広画角なズームレンズ系を達成しよ
うとすると変倍時の入射瞳位置の変化が大きくなる。こ
のため、高変倍化を図る際は変倍による収差変動を抑え
ることが大変困難になってくる。
However, if an attempt is made to achieve a wide-angle zoom lens system having a half angle of view of 35 ° or more with this lens group configuration, the change in the entrance pupil position during zooming becomes large. For this reason, it becomes very difficult to suppress aberration variation due to zooming when achieving high zooming.

【0006】この他、多レンズ群化により広角端の半画
角を38°程度、変倍比3.5倍程度とし、広画角化及
び高変倍化を図ったズームレンズが、例えば特開平2−
72316号公報、特開平3−249614号公報で提
案されている。しかしながら、これらのズームレンズ系
は前玉径及びレンズ全長が共に大型であり、コンパクト
カメラの撮影レンズとしては必ずしも十分でない。
In addition to this, a zoom lens having a wide angle of view and a high zoom ratio, for example, has a half field angle at the wide-angle end of about 38 ° and a zoom ratio of about 3.5 due to the multi-lens group. Kaihei 2-
72316 and JP-A-3-249614. However, these zoom lens systems have a large front lens diameter and a large overall lens length, and are not always sufficient as photographing lenses for compact cameras.

【0007】特に外部ファインダーを使用するカメラに
適用する際は、広角端時にレンズ鏡筒がファインダーの
撮影視野を覆ってしまうという問題点がある。又、この
結果、ファインダー配置やカメラの形態の制限を与えて
しまうという問題点も生じてくる。
Particularly when applied to a camera using an external viewfinder, there is a problem that the lens barrel covers the photographing field of view of the viewfinder at the wide-angle end. Further, as a result, there arises a problem that the viewfinder arrangement and the camera form are restricted.

【0008】[0008]

【発明が解決しようとする課題】一般にズームレンズに
おいて各レンズ群の屈折力を強めれば所定の変倍比を得
るための各レンズ群の移動量が少なくなり、レンズ全長
の短縮化を図りつつ高変倍化が可能となる。しかしなが
ら、単に各レンズ群の屈折力を強めると変倍に伴う収差
変動が大きくなり、特に高変倍化及び広画角化を図る際
には全変倍範囲にわたり良好なる光学性能を得るのが難
しくなってくるという問題点がある。
Generally, in a zoom lens, if the refractive power of each lens group is strengthened, the amount of movement of each lens group for obtaining a predetermined zoom ratio is reduced, and the total lens length is shortened. High zoom ratio is possible. However, if the refracting power of each lens unit is simply increased, the aberration variation due to zooming becomes large, and particularly when achieving high zooming and widening the angle of view, it is necessary to obtain good optical performance over the entire zooming range. There is a problem that it becomes difficult.

【0009】本発明は全体として5つのレンズ群より構
成し、変倍における各レンズ群の移動条件や屈折力等を
適切に設定し、広角端の撮影画角が64〜74°程度、
変倍比3.5程度の全変倍範囲にわたり高い光学性能を
有したズームレンズの提供を目的とする。
The present invention is composed of five lens groups as a whole, the moving conditions and the refractive power of each lens group during zooming are appropriately set, and the photographing angle of view at the wide angle end is about 64 to 74 °.
It is an object of the present invention to provide a zoom lens having high optical performance over the entire zoom range with a zoom ratio of about 3.5.

【0010】[0010]

【課題を解決するための手段】本発明のズームレンズ
は、物体側より順に第1,第2,第3群の3つのレンズ
群より成り、広角端での合成屈折力が正の屈折力の前群
そして正の屈折力の第4群と負の屈折力の第5群の2つ
のレンズ群より成る後群とを有し、広角端から望遠端へ
の変倍に際して、該第1,第2,第3群は前群の合成屈
折力が広角端に比べて望遠端で弱まるように移動し、該
第4,第5群はそれらの間隔が狭くなるように移動して
おり、第i群の焦点距離をfi、広角端における全系の
焦点距離をfW、第i群の広角端における横倍率をβi
Wとするとき 0.5<|f5/fW|<1.5 ・・・・・・・(1) 1.1<β5W<1.7 ・・・・・・・・・・・・・・・(2) なる条件を満足することを特徴としている。
A zoom lens according to the present invention comprises three lens groups, a first lens group, a second lens group, and a third lens group in order from the object side, and the combined refractive power at the wide-angle end is positive. It has a front lens group and a rear lens group consisting of two lens groups, a fourth lens group having a positive refractive power and a fifth lens group having a negative refractive power, and when zooming from the wide-angle end to the telephoto end, The second and third groups move so that the combined refractive power of the front group becomes weaker at the telephoto end than at the wide-angle end, and the fourth and fifth groups move so that their interval becomes narrower. The focal length of the group is fi, the focal length of the entire system at the wide-angle end is fW, and the lateral magnification at the wide-angle end of the i-th group is βi.
When W is set 0.5 <| f5 / fW | <1.5 (1) 1.1 <β5W <1.7・ It is characterized by satisfying the condition (2).

【0011】[0011]

【実施例】図1,図2,図3は各々本発明のズームレン
ズの実施例1〜3の近軸屈折力配置の説明図である。図
1〜図3において(A)は広角端、(B)は望遠端を示
している。図4〜図15は各々本発明の数値実施例1〜
12の広角端のレンズ断面図である。図16〜図51は
本発明の数値実施例1〜12の諸収差図である。
DETAILED DESCRIPTION OF THE PREFERRED EMBODIMENTS FIGS. 1, 2 and 3 are explanatory views of paraxial refractive power arrangements of Examples 1 to 3 of a zoom lens according to the present invention. 1 to 3, (A) shows the wide-angle end and (B) shows the telephoto end. 4 to 15 are numerical examples 1 to 1 of the present invention.
12 is a lens cross-sectional view at the wide-angle end of FIG. 16 to 51 are various aberration diagrams of Numerical Examples 1 to 12 of the present invention.

【0012】図中、LFは正の屈折力の前群、LRは後
群、SPは絞り、IPは像面である。Li(i=1〜
5)は第i群である。矢印は広角側から望遠側への変倍
を行なう際の各レンズ群の移動方向を示している。
In the figure, LF is a front lens group having a positive refractive power, LR is a rear lens group, SP is a diaphragm, and IP is an image plane. Li (i = 1 to 1
5) is the i-th group. The arrows indicate the direction of movement of each lens group when zooming from the wide-angle side to the telephoto side.

【0013】前群LFは第1群L1,第2群L2そして
第3群L3の3つのレンズ群より成り、広角端での合成
屈折力が正の屈折力となっている。後群LRは正の屈折
力の第4群L4と負の屈折力の第5群L5の2つのレン
ズ群より成っている。
The front lens group LF is composed of three lens groups, a first lens group L1, a second lens group L2 and a third lens group L3, and the combined refractive power at the wide angle end is positive. The rear lens group LR includes two lens units, that is, a fourth lens unit L4 having a positive refractive power and a fifth lens unit L5 having a negative refractive power.

【0014】広角端から望遠端への変倍に際して、第
1,第2,第3群は前群の合成屈折力が広角端に比べて
望遠端で弱まるように移動している。又、第4群と第5
群はそれらの間隔が狭くなるように移動している。この
とき第5群の焦点距離や広角端での横倍率を条件式
(1),(2)の如く設定し、これにより所定の変倍比
及び広画角化を効果的に達成しつつ、レンズ系全体の小
型化を図っている。
Upon zooming from the wide-angle end to the telephoto end, the first, second, and third lens groups move so that the combined refractive power of the front lens groups is weaker at the telephoto end than at the wide-angle end. Also, the fourth group and the fifth
The groups are moving so that their distance is narrow. At this time, the focal length of the fifth lens unit and the lateral magnification at the wide-angle end are set as in conditional expressions (1) and (2), thereby effectively achieving a predetermined zoom ratio and widening of the angle of view. We are working to reduce the size of the entire lens system.

【0015】又本発明においては、広角端において前記
第1群と第2群の合成屈折力は負であり、前記第3群は
正の屈折力となっている。そして第4群を物体側へ繰り
出して無限遠物体から近距離物体へのフォーカスを行な
っている。
Further, in the present invention, at the wide-angle end, the combined refractive power of the first group and the second group is negative, and the third group has a positive refractive power. Then, the fourth group is extended toward the object side to focus from an infinitely distant object to a short-distance object.

【0016】本発明のズームレンズにおいては、レンズ
系全体の焦点距離fは次式で表わせられる。
In the zoom lens of the present invention, the focal length f of the entire lens system is expressed by the following equation.

【0017】 f=fA・β4・β5 (β4>0,β5>0) ・・・・・・(a) ここでfAは前記前群の合成焦点距離、βiは第i群の
横倍率を表わす。
F = fA · β4 · β5 (β4> 0, β5> 0) (a) where fA is the composite focal length of the front group, and βi is the lateral magnification of the i-th group. .

【0018】本発明では(a)式で理解できるように広
角端から望遠端への変倍の際は、横倍率β4,β5の値
を大きくすると同時に、前群の合成処理距離fAを長く
する(前群の合成屈折力を弱める)ことにより、より効
率の良い変倍作用を行なっている。又、正の屈折力の第
4群と負の屈折力の第5群との間隔を広角端に比べて望
遠端で狭く(減少)なるようにして、第5群に変倍効果
を与えて高変倍化を容易にしている。
In the present invention, as can be understood from the expression (a), when the magnification is changed from the wide-angle end to the telephoto end, the lateral magnifications β4 and β5 are increased, and at the same time, the composite processing distance fA of the front group is lengthened. By (weakening the composite refractive power of the front group), more efficient zooming is performed. In addition, the distance between the fourth lens unit having a positive refractive power and the fifth lens unit having a negative refractive power is made narrower (decreased) at the telephoto end than at the wide-angle end to give a zooming effect to the fifth lens unit. This makes it easy to achieve high zoom ratio.

【0019】特に本発明では図1〜図3に示すような近
軸屈折力配置を採ることにより、広角端の焦点距離が画
面対角線長より小さくなるような撮影画角の広画角化を
図っている。
Particularly, in the present invention, by adopting the paraxial refractive power arrangement as shown in FIGS. 1 to 3, the photographing angle of view is widened so that the focal length at the wide angle end becomes smaller than the diagonal length of the screen. ing.

【0020】具体的には図1の実施例1では、前群は負
の屈折力の第1群、正の屈折力の第2群そして正の屈折
力の第3群より成り、広角端から望遠端への変倍に際し
て、第1群と第2群の間隔が減少、第2群と第3群の間
隔が増大するように各レンズ群が移動している。
Specifically, in the first embodiment of FIG. 1, the front group consists of a first group having a negative refractive power, a second group having a positive refractive power, and a third group having a positive refractive power. At the time of zooming to the telephoto end, each lens group is moved so that the distance between the first and second groups decreases and the distance between the second and third groups increases.

【0021】図2の実施例2では、前群は負の屈折力の
第1群、負の屈折力の第2群そして正の屈折力の第3群
より成り、広角端から望遠端への変倍に際して、第1群
と第2群の間隔が増大、第2群と第3群の間隔が減少す
るように各レンズ群が移動している。
In the second embodiment of FIG. 2, the front group consists of a first group of negative refracting power, a second group of negative refracting power, and a third group of positive refracting power, from the wide-angle end to the telephoto end. At the time of zooming, each lens group is moved so that the distance between the first and second groups increases and the distance between the second and third groups decreases.

【0022】図3の実施例3では、前群は正の屈折力の
第1群、負の屈折力の第2群そして正の屈折力の第3群
より成り、広角端から望遠端への変倍に際して、第1群
と第2群の間隔が増大、第2群と第3群の間隔が減少す
るように各レンズ群が移動している。
In the third embodiment of FIG. 3, the front group consists of a first group having a positive refractive power, a second group having a negative refractive power, and a third group having a positive refractive power, from the wide-angle end to the telephoto end. At the time of zooming, each lens group is moved so that the distance between the first and second groups increases and the distance between the second and third groups decreases.

【0023】尚、図1〜図3の実施例1〜3では機構の
簡素化のために第1群と第3群を一体的に移動させてい
るが、後述する数値実施例12に示すように独立に移動
させても良い。これによれば設計の自由度を増加させる
ことができる。
In Embodiments 1 to 3 of FIGS. 1 to 3, the first group and the third group are integrally moved to simplify the mechanism, but as shown in Numerical Example 12 described later. You may move them independently. According to this, the degree of freedom in design can be increased.

【0024】本発明では以上のようなレンズ構成におい
て、条件式(1),(2)を満足させることによりレン
ズ系全体の小型化を図りつつ、全変倍範囲にわたり高い
光学性能を得ている。
In the present invention, in the above lens structure, by satisfying the conditional expressions (1) and (2), the overall size of the lens system is reduced, and high optical performance is obtained over the entire zoom range. .

【0025】次に前述の各条件式の技術的意味について
説明する。
Next, the technical meanings of the above conditional expressions will be described.

【0026】条件式(1)は第5群の負の屈折力に関
し、主に変倍を効果的に行なうためのものである。条件
式(1)の上限値を越えて第5群の負の屈折力が弱くな
ってくると、変倍時に該レンズ群による変倍効果が弱く
なるため、結果として一定の変倍比を得るためには各レ
ンズ群の移動量を大きくせねばならずレンズ全長が増加
してしまう。
Conditional expression (1) relates to the negative refracting power of the fifth lens group, and is mainly for effectively changing the magnification. If the negative refractive power of the fifth lens unit becomes weaker than the upper limit value of the conditional expression (1), the zooming effect of the lens unit becomes weak at the time of zooming, so that a constant zoom ratio is obtained. Therefore, the amount of movement of each lens group must be increased, which increases the total lens length.

【0027】又、条件式(1)の下限値を越えること
は、広角端において、レンズ系は前記第1〜第4群の合
成屈折力は正、第5群の屈折力は負であるためテレフォ
トタイプとしての作用が強くなりすぎることになる。
If the lower limit of conditional expression (1) is exceeded, at the wide-angle end, the lens system has positive composite refractive power of the first to fourth groups and negative refractive power of the fifth group. The action as a telephoto type becomes too strong.

【0028】その為結果として、レンズ系のバックフォ
ーカスが短くなりすぎ、一定の周辺光量を確保するため
に第5群のレンズ外径の大型化をまねくと同時に、該レ
ンズ群の屈折力が強くなりすぎるため高次の像面湾曲や
非点収差が発生し、これを補正することが困難となって
くる。
As a result, the back focus of the lens system becomes too short, which leads to an increase in the lens outer diameter of the fifth lens unit in order to secure a constant amount of peripheral light, and at the same time, the refractive power of the lens unit is strong. Since it becomes too much, high-order field curvature and astigmatism occur, which makes it difficult to correct them.

【0029】条件式(2)は第5群の広角端における横
倍率に関する。
Conditional expression (2) relates to the lateral magnification at the wide-angle end of the fifth lens unit.

【0030】今、広角端におけるレンズ系のバックフォ
ーカスをBfWとすると、 BfW=f5・(1−β5W) と表わせられる。
Now, when the back focus of the lens system at the wide-angle end is BfW, it can be expressed as BfW = f5 (1-β5W).

【0031】そこで本発明では条件式(1)と共に条件
式(2)の値を適切に設定することによりレンズ系の全
長と諸収差をバランス良く補正している。
Therefore, in the present invention, the total length of the lens system and various aberrations are corrected in a well-balanced manner by appropriately setting the values of conditional expression (2) as well as conditional expression (1).

【0032】条件式(2)の上限値を越えることは必要
以上にバックフォーカスを伸ばしてしまうためレンズ全
長の増大をまねきコンパクト化の達成に適さない。他方
下限値を越えることは、バックフォーカスを正の値に保
つことが困難となってくるため、第5群の形状配置に無
理がかかり諸収差の補正を良好に行なえなくなってく
る。
If the upper limit of conditional expression (2) is exceeded, the back focus is unnecessarily extended and the overall lens length is increased, which is not suitable for achieving compactness. On the other hand, if the value goes below the lower limit, it becomes difficult to maintain the back focus at a positive value, which imposes an unreasonable amount on the shape and arrangement of the fifth lens unit and makes it impossible to satisfactorily correct various aberrations.

【0033】尚、本発明において変倍に伴う収差変動を
少なくしつつ広画角化を図り、画面全体にわたり高い光
学性能を確保するには各レンズ群を次の如く構成するの
が良い。
In the present invention, it is preferable to configure each lens group as follows in order to widen the angle of view while reducing the variation of aberration due to zooming and to secure high optical performance over the entire screen.

【0034】(1)前述の条件式(1),(2)の数値
条件を更に、 0.45<f5・(1−β5W)/fW<0.2 ・・・・・・(3) と設定するのが良い。条件式(3)の上、上限値、又は
下限値を越えるとレンズ系のコンパクト化と光学性能の
バランスが取れなくなってくるので良くない。
(1) The numerical conditions of the conditional expressions (1) and (2) described above are further defined as 0.45 <f5. (1-β5W) / fW <0.2 (3) Good to set. If the upper limit value or the lower limit value is exceeded in the conditional expression (3), the compactness of the lens system and the optical performance cannot be balanced, which is not preferable.

【0035】(2)本発明のズームレンズを前群と後群
を2群構成のズームレンズとして考えると、前レンズ系
の合成屈折力φ12及び合成焦点距離f12は次式で表
せられる。
(2) Considering the zoom lens of the present invention as a zoom lens having a front group and a rear group as a two-group configuration, the combined refractive power φ12 and the combined focal length f12 of the front lens system are expressed by the following equations.

【0036】 φ12=1/f12=φ1+φ2−φ1・φ2・e ・・・・・・(b) ここでφiは第i群の屈折力、eは第1群と第2群間の
主点間隔である。(b)式より、広角端で前群、及び後
群がある程度強い正の屈折力を有するときは、焦点距離
f12を短くするためには主点間隔eを小さくすれば良
い。しかし主点間隔eを限りなく小さくすることは、前
群と後群のレンズ面同志の干渉を生じるため限界があ
る。
Φ12 = 1 / f12 = φ1 + φ2-φ1 · φ2 · e (b) where φi is the refracting power of the i-th group, and e is the principal point spacing between the first and second groups. Is. From the equation (b), when the front lens group and the rear lens group have a certain degree of positive refractive power at the wide-angle end, the principal point interval e may be reduced in order to shorten the focal length f12. However, there is a limit to making the principal point distance e as small as possible because interference occurs between the lens surfaces of the front group and the rear group.

【0037】そこで本発明では、広角端において、前群
中の第1群と第2群の合成屈折力を負とし、これらのレ
ンズ群につづいて、ある程度距離をもって正の屈折力の
第3群を配置したレンズ構成としている。これにより前
群が全体としてレトロフォーカスタイプの形態をとり、
それにより前群の後側主点が像面側に配置されるように
している。そのことにより主点間隔eを小さくしつつ、
前記したレンズ面同志の干渉を防止しつつレンズ系の広
画角化を図っている。
Therefore, in the present invention, at the wide-angle end, the combined refractive power of the first group and the second group in the front group is made negative, and, following these lens groups, the third group having a positive refractive power with a certain distance. Has a lens configuration. As a result, the front group takes the form of retro focus type as a whole,
Thereby, the rear principal point of the front group is arranged on the image plane side. As a result, while reducing the principal point distance e,
The lens system has a wide angle of view while preventing the interference between the lens surfaces.

【0038】又、前群をレトロフォーカスタイプとし、
入射瞳位置を像面側に配置してレンズ系全体が対称型に
近づくようにして広角域での収差補正を良好に行なって
いる。そして第3,第4群が各々正の屈折力を有するた
め、(b)式より、広角端から望遠端への変倍に際し
て、第3,第4群が離れるように各レンズ群を移動させ
て、これにより変倍効率を高めている。
Further, the front group is a retrofocus type,
By arranging the entrance pupil position on the image plane side so that the entire lens system approaches a symmetrical type, aberrations are well corrected in a wide angle range. Since the third and fourth groups each have a positive refracting power, according to the equation (b), when the magnification is changed from the wide-angle end to the telephoto end, each lens group is moved so as to be separated from each other. This increases the variable power efficiency.

【0039】更に、高変倍で小型な光学系を望むなら
ば、前記前群中の各レンズ群は広角端に対し、望遠端に
おいては物体側に移動するのが良い。それにより前記前
群中の各レンズ群同志の干渉を防止しつつ、前記前群、
後群で効率よく変倍を行なえる。
Further, if a high-magnification and compact optical system is desired, it is preferable that each lens group in the front group moves toward the object side at the wide-angle end and at the telephoto end. Thereby, while preventing the interference of each lens group in the front group, the front group,
It is possible to efficiently change the magnification in the rear group.

【0040】(3)広角端における前記前群の合成屈折
力をφ123Wとするとき、 0.2<fW・φ123W<1.0 ・・・・・・(4) 0.6<f3/fW<2.2 ・・・・・・・・・・(5) なる条件を満足することが良い。
(3) When the composite refractive power of the front group at the wide-angle end is φ123W , 0.2 <fW · φ123W <1.0 (4) 0.6 <f3 / It is preferable that the condition of FW <2.2 (5) is satisfied.

【0041】条件式(4)は前群の屈折力に関し、条件
式(4)の上限値を越えると、広角端において該前群の
屈折力が強くなりすぎテレフォト系の作用が強くなるた
め正のバックフォーカスを得ることが困難になると同時
に、前群において球面収差がアンダー方向に多く発生
し、他のレンズ群でこれを補正することが困難となる。
又、下限値を越えると、レンズ全長が増大すると同時
に、該後群のレンズ群の正の屈折力を強めて広角端の焦
点距離を維持せねばならないため、変倍全域にわたって
諸収差のバランスをとることが困難となる。
Conditional expression (4) relates to the refractive power of the front lens group. When the upper limit of conditional expression (4) is exceeded, the refractive power of the front lens group becomes too strong at the wide-angle end, and the action of the telephoto system becomes strong. At the same time, it becomes difficult to obtain the back focus, and spherical aberration occurs in the front group in a large amount in the under direction, and it becomes difficult to correct this with other lens groups.
When the value goes below the lower limit, the total lens length increases, and at the same time, the positive refractive power of the rear lens group must be strengthened to maintain the focal length at the wide-angle end. Difficult to take.

【0042】条件式(5)は第3群の正の屈折力に関す
るものであり、条件式(5)の上限値を越えると、第3
群の屈折力が弱くなるため、変倍の際のレンズ群の移動
量が大きくなりレンズ系の増大をまねく。又、下限値を
越えると、第3群で高次の球面収差が強く発生するた
め、これを補正することが困難となってくる。
Conditional expression (5) relates to the positive refracting power of the third lens unit.
Since the refracting power of the group becomes weak, the amount of movement of the lens group at the time of zooming increases, leading to an increase in the lens system. On the other hand, when the value goes below the lower limit, high-order spherical aberration is strongly generated in the third lens group, which makes it difficult to correct it.

【0043】尚、本発明において、特に広角端でのレン
ズ全長の短縮化を図りつつ、光学性能を良好に補正する
には前述の条件式(4),(5)の上限値と下限値を次
の如く設定するのが良い。
In the present invention, the upper and lower limits of the above conditional expressions (4) and (5) are set in order to satisfactorily correct the optical performance while shortening the total lens length particularly at the wide-angle end. It is better to set as follows.

【0044】 0.35<fW・φ123W<0.85 ・・・・・・(4a) 0.8<f3/fW<1.9 ・・・・・・・・・・・・(5a) となる。0.35 <fW · φ 123W <0.85 (4a) 0.8 <f3 / fW <1.9 (5a) Becomes

【0045】(4)第i群の焦点距離をfi、広角端に
おける第i群の横倍率をβiWとしたとき、 0.8<f4/fW<1.6 ・・・・・・・・(6) 0.25<β4W<0.65 ・・・・・・・・(7) なる条件を満足するのが良い。
(4) When the focal length of the i-th group is fi and the lateral magnification of the i-th group at the wide-angle end is βiW, 0.8 <f4 / fW <1.6 ... ( 6) It is preferable that the condition of 0.25 <β4W <0.65 (7) is satisfied.

【0046】条件式(6)は広角端における第4群の屈
折力に関し、条件式(6)の上限値を越えて第4群の屈
折力が弱くなると、一定の広角端の焦点距離を得るため
に、負のレンズ群の屈折力を弱めた場合レンズ系が増大
してくる。又、前記前群中の正レンズ群の屈折力を強め
ると望遠端で高次の球面収差が発生して、これを補正す
るのが困難となる。一方、下限値を越えて第4群の屈折
力が強くなりすぎると、第4,5群によるテレフォトタ
イプの作用が強くなりすぎてバックフォーカスを得にく
くなったり、又、第4群中で諸収差が多く発生して、こ
れを他のレンズ群で補正することが難しくなってくる。
Conditional expression (6) relates to the refractive power of the fourth lens unit at the wide-angle end. When the upper limit of conditional expression (6) is exceeded and the refractive power of the fourth lens unit becomes weaker, a constant focal length at the wide-angle end is obtained. Therefore, when the refractive power of the negative lens group is weakened, the lens system increases. Further, if the refractive power of the positive lens group in the front group is strengthened, high-order spherical aberration occurs at the telephoto end, and it becomes difficult to correct this. On the other hand, if the lower limit is exceeded and the refractive power of the fourth lens unit becomes too strong, the telephoto type action of the fourth and fifth lens units becomes too strong, making it difficult to obtain a back focus. Many aberrations occur, and it becomes difficult to correct them with other lens groups.

【0047】条件式(7)は広角端における第4群の横
倍率に関するものである。条件式(7)の上限値を越え
ると、広角端においてバックフォーカスが取りずらくな
り、結果として第4群のレンズ外径の増大をまねいてし
まう。又、下限値を越えると、一定の焦点距離を得るた
めに、他のレンズ群の屈折力が強くなってくるため変倍
時の収差変動を補正することが難しくなってくる。
Conditional expression (7) relates to the lateral magnification of the fourth lens unit at the wide-angle end. If the upper limit of conditional expression (7) is exceeded, it becomes difficult to obtain back focus at the wide-angle end, resulting in an increase in the lens outer diameter of the fourth lens unit. On the other hand, when the value goes below the lower limit, the refractive power of the other lens units becomes strong in order to obtain a constant focal length, so that it becomes difficult to correct aberration variation during zooming.

【0048】(5)正の屈折力の第4群は少なくとも1
枚ずつの正レンズと負レンズとを有し、このうち最も物
体側のレンズ面は物体側に凹面を向け、最も像面側のレ
ンズ面は像面側に凸面を向けたレンズ構成とするのが良
い。又、最も像面側のレンズ面に非球面を導入すれば、
変倍に伴う収差変動及び画面全体の収差補正を容易に補
正するのができる。
(5) The fourth lens unit having a positive refractive power is at least 1
It has a positive lens and a negative lens one by one, of which the lens surface closest to the object side has a concave surface facing the object side, and the lens surface closest to the image surface has a convex surface facing the image surface side. Is good. Moreover, if an aspherical surface is introduced into the lens surface closest to the image surface,
It is possible to easily correct the aberration variation due to zooming and the aberration correction of the entire screen.

【0049】(6)負の屈折力の第5群は少なくとも1
枚ずつの物体側に凹面を向けた負レンズと正レンズとを
有し、第5群中の正レンズと負レンズの材質のアッベ数
の平均値を各々ν5P,ν5Nとしたとき、 12<ν5N−ν5P<35 ・・・・・・(8) なる条件を満足するのが良い。条件式(8)の上限値又
は下限値を外れると変倍時における色収差変動が多く発
生してきて、これを他のレンズ群にて補正することが困
難となってくる。
(6) The fifth lens unit having a negative refractive power has at least 1
When the average values of the Abbe numbers of the materials of the positive lens and the negative lens in the fifth lens group are respectively ν5P and ν5N, each having a negative lens and a positive lens with a concave surface facing the object side, 12 <ν5N It is better to satisfy the condition of −ν5P <35 (8). If the value exceeds the upper limit value or the lower limit value of the conditional expression (8), a large amount of chromatic aberration variation occurs during zooming, and it becomes difficult to correct this with other lens groups.

【0050】(7)絞りは第3群の最も像面側のレンズ
面から第4群の最も像面側のレンズ面の間に存在する空
気間隔中に配置するのが入射瞳を適切な位置に配置する
ことができ、変倍による収差変動を抑えることができる
ので好ましい。そして絞りを変倍時に他のレンズ群とは
独立に移動させても良く、又、他のレンズ群と一体に移
動させても良い。それにより変倍時に移動する入射瞳位
置近傍に絞り位置を配置することが可能となり、小絞り
時の像面湾曲収差変化を防止するのに有利となる。
(7) The diaphragm is arranged in the air space existing between the lens surface of the third lens unit closest to the image plane to the lens surface of the fourth lens unit closest to the image plane, and the entrance pupil is located at an appropriate position. It is preferable because it can be disposed in the optical disk and the variation in aberration due to zooming can be suppressed. The diaphragm may be moved independently of the other lens groups during zooming, or may be moved integrally with the other lens groups. This makes it possible to dispose the diaphragm position in the vicinity of the position of the entrance pupil that moves during zooming, which is advantageous in preventing changes in field curvature aberration when the diaphragm is small.

【0051】又、第4群でフォーカスを行なう場合、第
4群が絞りを含む場合、絞りを光軸上を固定状態にして
フォーカス群を移動させることはフォーカス時に絞り機
構を移動させるための駆動トルクの低減を行うことがで
きるので好ましい。
When focusing is performed by the fourth lens unit, when the fourth lens unit includes an aperture stop, moving the focus lens unit with the aperture stop fixed on the optical axis is a drive for moving the aperture stop mechanism during focusing. It is preferable because the torque can be reduced.

【0052】(8)第4群を2つ以上のレンズ群に分割
し、変倍中又はフォーカスの際に各レンズ群の間隔を変
化させれば、変倍及びフォーカスの際の収差変動を少な
くすることができるので好ましい。
(8) If the fourth group is divided into two or more lens groups and the distance between the lens groups is changed during zooming or during focusing, variation in aberration during zooming and focusing is reduced. It is preferable because it can be

【0053】(9)本発明におけるフォーカスは第4群
を物体側へ移動させることにより、無限遠物体から近距
離物体へのフォーカスを行なっているが、他のレンズ群
を移動することによっても良い。例えば該前群を物体側
へ移動する方式でも良い。
(9) In the focus of the present invention, the fourth group is moved to the object side to focus from an object at infinity to a short-distance object, but it is also possible to move other lens groups. . For example, a method of moving the front group to the object side may be used.

【0054】又、広角端においてバックフォーカスが充
分にある場合は第5群を像面側に移動して行なっても良
く、この際は第1群のレンズ外径の小型化を行なうのに
有効となる。又、第1群から第5群中の2つ以上のレン
ズ群を同時に移動させて行なっても良い。
If the back focus is sufficient at the wide-angle end, the fifth lens unit may be moved to the image plane side. In this case, it is effective to reduce the lens outer diameter of the first lens unit. Becomes It is also possible to simultaneously move two or more lens groups in the first to fifth groups.

【0055】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 in the i-th lens. The refractive index of glass and the Abbe number.

【0056】又前述の各条件式と数値実施例における諸
数値との関係を表−1に示す。
Table 1 shows the relationship between the above-mentioned conditional expressions and various numerical values in the numerical examples.

【0057】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Rを近軸曲率半径、
A,B,C,D,Eを各々非球面係数としたとき、
The aspherical shape has an X axis in the optical axis direction, an H axis in a direction perpendicular to the optical axis, a positive light traveling direction, and R as a paraxial radius of curvature,
When A, B, C, D and E are aspherical coefficients,

【0058】[0058]

【数1】 なる式で表わしている。[Equation 1] It is expressed by

【0059】(数値実施例1) F= 28.84〜101.48 fNO= 1:3.6〜8.2 2ω= 73.8°〜24.1° R 1= -107.63 D 1= 1.30 N 1=1.80400 ν 1= 46.6 R 2= 29.11 D 2= 3.50 N 2=1.80518 ν 2= 25.4 R 3= 188.37 D 3= 0.38 R 4= 248.08 D 4= 1.10 N 3=1.60342 ν 3= 38.0 R 5= 33.55 D 5=可変 R 6= 33.40 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 19.67 D 7= 2.70 N 5=1.48749 ν 5= 70.2 R 8= -176.19 D 8=可変 R 9= 29.75 D 9= 2.80 N 6=1.56873 ν 6= 63.2 R10= -53.64 D10=可変 R11= -19.54 D11= 0.87 N 7=1.64769 ν 7= 33.8 R12= -93.56 D12= 1.00 R13=∞ (絞り) D13= 1.00 R14= -57.06 D14= 0.78 N 8=1.48749 ν 8= 70.2 R15= 36.54 D15= 2.10 N 9=1.84666 ν 9= 23.8 R16= -45.52 D16= 4.85 R17= 34.65 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 12.82 D18= 5.50 N11=1.58313 ν11= 59.4 R19= -23.25 D19=可変 R20= -33.52 D20= 3.00 N12=1.84666 ν12= 23.8 R21= -17.94 D21= 0.15 R22= -20.79 D22= 1.30 N13=1.83481 ν13= 42.7 R23= -171.17 D23= 4.39 R24= -17.91 D24= 1.50 N14=1.78590 ν14= 44.2 R25= -73.32 非球面係数 R19 K= -3.37×10-1 A= 0 B= 1.15×10-5 C= -2.60×10-8 D= -2.60×10-10 E= 0 Numerical Example 1 F = 28.84 to 101.48 fNO = 1: 3.6 to 8.2 2ω = 73.8 ° to 24.1 ° R 1 = -107.63 D 1 = 1.30 N 1 = 1.80400 ν 1 = 46.6 R 2 = 29.11 D 2 = 3.50 N 2 = 1.80518 ν 2 = 25.4 R 3 = 188.37 D 3 = 0.38 R 4 = 248.08 D 4 = 1.10 N 3 = 1.60342 ν 3 = 38.0 R 5 = 33.55 D 5 = variable R 6 = 33.40 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 19.67 D 7 = 2.70 N 5 = 1.48749 ν 5 = 70.2 R 8 = -176.19 D 8 = Variable R 9 = 29.75 D 9 = 2.80 N 6 = 1.56873 ν 6 = 63.2 R10 = -53.64 D10 = Variable R11 = -19.54 D11 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R12 = -93.56 D12 = 1.00 R13 = ∞ (Aperture) D13 = 1.00 R14 = -57.06 D14 = 0.78 N 8 = 1.48749 ν 8 = 70.2 R15 = 36.54 D15 = 2.10 N 9 = 1.84666 ν 9 = 23.8 R16 = -45.52 D16 = 4.85 R17 = 34.65 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 12.82 D18 = 5.50 N11 = 1.58313 ν11 = 59.4 R19 = -23.25 D19 = Variable R20 = -33.52 D20 = 3.00 N12 = 1.84666 ν12 = 23.8 R21 = -17.94 D21 = 0.15 R22 = -20.79 D22 = 1.30 N13 = 1.83481 ν13 = 42.7 R23 = -171.17 D23 = 4.39 R24 = -17.91 D24 = 1.50 N14 = 1.78590 ν14 = 44.2 R25 = -73.32 Aspheric coefficient R19 K = -3.37 × 10 -1 A = 0 B = 1.15 × 10 -5 C = -2.60 × 10 -8 D = -2.60 × 10 -10 E = 0

【0060】[0060]

【表1】 (数値実施例2) F= 29.25〜101.00 fNO= 1:3.6〜8.2 2ω= 73.0°〜24.2° R 1= -136.48 D 1= 1.30 N 1=1.80400 ν 1= 46.6 R 2= 44.39 D 2= 0.41 R 3= 53.68 D 3= 3.00 N 2=1.80518 ν 2= 25.4 R 4= -226.68 D 4= 1.10 N 3=1.66998 ν 3= 39.3 R 5= 35.15 D 5=可変 R 6= 36.05 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 22.91 D 7= 2.70 N 5=1.48749 ν 5= 70.2 R 8= -148.68 D 8=可変 R 9= 29.98 D 9= 2.80 N 6=1.56873 ν 6= 63.2 R10= -61.97 D10=可変 R11= -20.25 D11= 0.87 N 7=1.64769 ν 7= 33.8 R12= -96.09 D12= 1.00 R13=∞ (絞り) D13= 1.00 R14= -49.89 D14= 0.78 N 8=1.48749 ν 8= 70.2 R15= 41.40 D15= 2.10 N 9=1.84666 ν 9= 23.8 R16= -42.55 D16= 5.60 R17= 31.32 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 12.25 D18= 5.50 N11=1.58313 ν11= 59.4 R19= -25.47 D19=可変 R20= -31.70 D20= 3.50 N12=1.84666 ν12= 23.8 R21= -17.94 D21= 0.20 R22= -22.10 D22= 1.30 N13=1.80610 ν13= 41.0 R23= -317.84 D23= 4.89 R24= -18.10 D24= 1.50 N14=1.78590 ν14= 44.2 R25= -63.65 非球面係数 R19 K= -1.81×10-1 A= 0 B= 8.60×10-6 C= 9.07×10-8 D= -1.91×10-9 E= 0 [Table 1] (Numerical Example 2) F = 29.25 to 101.00 fNO = 1: 3.6 to 8.2 2ω = 73.0 ° to 24.2 ° R 1 = -136.48 D 1 = 1.30 N 1 = 1.80400 ν 1 = 46.6 R 2 = 44.39 D 2 = 0.41 R 3 = 53.68 D 3 = 3.00 N 2 = 1.80518 ν 2 = 25.4 R 4 = -226.68 D 4 = 1.10 N 3 = 1.66998 ν 3 = 39.3 R 5 = 35.15 D 5 = variable R 6 = 36.05 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 22.91 D 7 = 2.70 N 5 = 1.48749 ν 5 = 70.2 R 8 = -148.68 D 8 = Variable R 9 = 29.98 D 9 = 2.80 N 6 = 1.56873 ν 6 = 63.2 R10 = -61.97 D10 = Variable R11 = -20.25 D11 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R12 = -96.09 D12 = 1.00 R13 = ∞ (Aperture) D13 = 1.00 R14 = -49.89 D14 = 0.78 N 8 = 1.48749 ν 8 = 70.2 R15 = 41.40 D15 = 2.10 N 9 = 1.84666 ν 9 = 23.8 R16 = -42.55 D16 = 5.60 R17 = 31.32 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 12.25 D18 = 5.50 N11 = 1.58313 ν11 = 59.4 R19 = -25.47 D19 = Variable R20 = -31.70 D20 = 3.50 N12 = 1.84666 ν12 = 23.8 R21 = -17.94 D21 = 0.20 R22 = -22.10 D22 = 1.30 N13 = 1.80610 ν13 = 41.0 R23 = -317.84 D23 = 4.89 R24 = -18.10 D24 = 1.50 N14 = 1.78590 ν14 = 44.2 R25 = -63.65 Aspheric coefficient R19 K = -1.81 × 10 -1 A = 0 B = 8.60 × 10 -6 C = 9.07 × 10 -8 D = -1.91 × 10 -9 E = 0

【0061】[0061]

【表2】 (数値実施例3) F= 35.00〜110.00 fNO= 1:3.7〜8.2 2ω= 63.4°〜22.3° R 1= -112.16 D 1= 1.30 N 1=1.80400 ν 1= 46.6 R 2= 139.61 D 2= 0.41 R 3= 163.84 D 3= 3.00 N 2=1.80518 ν 2= 25.4 R 4= -107.84 D 4= 1.10 N 3=1.66998 ν 3= 39.3 R 5= 76.56 D 5=可変 R 6= 36.05 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 25.55 D 7= 3.80 N 5=1.48749 ν 5= 70.2 R 8= -389.95 D 8=可変 R 9= 45.54 D 9= 3.20 N 6=1.56873 ν 6= 63.2 R10= -160.77 D10=可変 R11=∞ (絞り) D11= 1.30 R12= -20.88 D12= 0.87 N 7=1.64769 ν 7= 33.8 R13= -233.98 D13= 2.00 R14= -159.29 D14= 0.78 N 8=1.48749 ν 8= 70.2 R15= 46.64 D15= 2.10 N 9=1.84666 ν 9= 23.8 R16= -49.54 D16= 5.60 R17= 35.02 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 14.70 D18= 5.50 N11=1.58313 ν11= 59.4 R19= -28.48 D19=可変 R20= -19.90 D20= 3.50 N12=1.84666 ν12= 23.8 R21= -17.24 D21= 4.50 R22= -16.95 D22= 1.50 N13=1.77250 ν13= 49.6 R23= 483.96 非球面係数 R19 K= 8.88×10-1 A= 0 B= 1.21×10-5 C= 1.06×10-7 D= -1.47×10-9 E= 0 非球面係数 R22 K= 0 A= 0 B= 8.13×10-6 C= 2.25×10-8 D= -1.09×10-11 E= 0 [Table 2] (Numerical Example 3) F = 35.00 to 110.00 fNO = 1: 3.7 to 8.2 2ω = 63.4 ° to 22.3 ° R 1 = -112.16 D 1 = 1.30 N 1 = 1.80400 ν 1 = 46.6 R 2 = 139.61 D 2 = 0.41 R 3 = 163.84 D 3 = 3.00 N 2 = 1.80518 ν 2 = 25.4 R 4 = -107.84 D 4 = 1.10 N 3 = 1.66998 ν 3 = 39.3 R 5 = 76.56 D 5 = variable R 6 = 36.05 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 25.55 D 7 = 3.80 N 5 = 1.48749 ν 5 = 70.2 R 8 = -389.95 D 8 = Variable R 9 = 45.54 D 9 = 3.20 N 6 = 1.56873 ν 6 = 63.2 R10 = -160.77 D10 = Variable R11 = ∞ (Aperture) D11 = 1.30 R12 = -20.88 D12 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R13 = -233.98 D13 = 2.00 R14 = -159.29 D14 = 0.78 N 8 = 1.48749 ν 8 = 70.2 R15 = 46.64 D15 = 2.10 N 9 = 1.84666 ν 9 = 23.8 R16 = -49.54 D16 = 5.60 R17 = 35.02 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 14.70 D18 = 5.50 N11 = 1.58313 ν11 = 59.4 R19 = -28.48 D19 = Variable R20 = -19.90 D20 = 3.50 N12 = 1.84666 ν12 = 23.8 R21 = -17.24 D21 = 4.50 R22 = -16.95 D22 = 1.50 N13 = 1.77250 ν13 = 49.6 R23 = 483.96 Aspherical coefficient R19 K = 8.88 × 10 -1 A = 0 B = 1.21 × 10 -5 C = 1.06 × 10 -7 D = -1.47 × 10 -9 E = 0 Aspheric coefficient R22 K = 0 A = 0 B = 8.13 × 10 -6 C = 2.25 × 10 -8 D = -1.09 × 10 -11 E = 0

【0062】[0062]

【表3】 (数値実施例4) F= 35.00〜110.12 fNO= 1:3.7〜 8.2 2ω= 63.4°〜22.2° R 1= -209.03 D 1= 1.30 N 1=1.80400 ν 1= 46.6 R 2= 127.91 D 2= 0.41 R 3= 143.81 D 3= 3.00 N 2=1.80518 ν 2= 25.4 R 4= -90.07 D 4= 1.10 N 3=1.66998 ν 3= 39.3 R 5= 50.47 D 5=可変 R 6= 36.53 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 25.31 D 7= 3.80 N 5=1.48749 ν 5= 70.2 R 8=-1105.62 D 8=可変 R 9= 36.04 D 9= 3.20 N 6=1.56873 ν 6= 63.2 R10= -160.41 D10=可変 R11=∞ (絞り) D11= 1.30 R12= -21.36 D12= 0.87 N 7=1.64769 ν 7= 33.8 R13= -289.38 D13= 2.00 R14= -78.97 D14= 0.78 N 8=1.48749 ν 8= 70.2 R15= 46.97 D15= 2.10 N 9=1.84666 ν 9= 23.8 R16= -48.67 D16= 5.60 R17= 32.95 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 14.36 D18= 5.50 N11=1.58313 ν11= 59.4 R19= -27.03 D19=可変 R20= -30.81 D20= 3.50 N12=1.84666 ν12= 23.8 R21= -19.27 D21= 0.20 R22= -30.53 D22= 1.30 N13=1.80610 ν13= 41.0 R23= -115.65 D23= 4.89 R24= -18.03 D24= 1.50 N14=1.78590 ν14= 44.2 R25= -118.71 非球面係数 R19 K= 3.77×10-1 A= 0 B= 1.57×10-5 C= 3.17×10-8 D= -8.36×10-10 E= 0 [Table 3] (Numerical Example 4) F = 35.00 to 110.12 fNO = 1: 3.7 to 8.2 2ω = 63.4 ° to 22.2 ° R 1 = -209.03 D 1 = 1.30 N 1 = 1.80400 ν 1 = 46.6 R 2 = 127.91 D 2 = 0.41 R 3 = 143.81 D 3 = 3.00 N 2 = 1.80518 ν 2 = 25.4 R 4 = -90.07 D 4 = 1.10 N 3 = 1.66998 ν 3 = 39.3 R 5 = 50.47 D 5 = variable R 6 = 36.53 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 25.31 D 7 = 3.80 N 5 = 1.48749 ν 5 = 70.2 R 8 = -1105.62 D 8 = Variable R 9 = 36.04 D 9 = 3.20 N 6 = 1.56873 ν 6 = 63.2 R10 = -160.41 D10 = Variable R11 = ∞ (Aperture) D11 = 1.30 R12 = -21.36 D12 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R13 = -289.38 D13 = 2.00 R14 = -78.97 D14 = 0.78 N 8 = 1.48749 ν 8 = 70.2 R15 = 46.97 D15 = 2.10 N 9 = 1.84666 ν 9 = 23.8 R16 = -48.67 D16 = 5.60 R17 = 32.95 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 14.36 D18 = 5.50 N11 = 1.58313 ν11 = 59.4 R19 = -27.03 D19 = Variable R20 = -30.81 D20 = 3.50 N12 = 1.84666 ν12 = 23.8 R21 = -19.27 D21 = 0.20 R22 = -30.53 D22 = 1.30 N13 = 1.80610 ν13 = 41.0 R23 = -115.65 D23 = 4.89 R24 = -18.03 D24 = 1.50 N14 = 1.78590 ν14 = 44.2 R25 = -118.71 aspheric coefficients R19 K = 3.77 × 10 -1 A = 0 B = 1.57 10 -5 C = 3.17 × 10 -8 D = -8.36 × 10 -10 E = 0

【0063】[0063]

【表4】 (数値実施例5) F= 28.84〜89.41 fNO= 1:3.8〜8.2 2ω= 73.8°〜27.2° R 1= -217.48 D 1= 2.00 N 1=1.80518 ν 1= 25.4 R 2= -103.00 D 2= 1.20 N 2=1.69680 ν 2= 55.5 R 3= 48.69 D 3=可変 R 4= 154.19 D 4= 1.30 N 3=1.65844 ν 3= 50.9 R 5= 37.47 D 5=可変 R 6= 29.87 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 23.19 D 7= 2.90 N 5=1.48749 ν 5= 70.2 R 8= -101.43 D 8= 0.30 R 9= 33.35 D 9= 2.30 N 6=1.60311 ν 6= 60.7 R10= -173.29 D10=可変 R11= -17.33 D11= 0.87 N 7=1.64769 ν 7= 33.8 R12= -64.01 D12= 1.00 R13=∞ (絞り) D13= 1.00 R14=-1012.52 D14= 0.70 N 8=1.48749 ν 8= 70.2 R15= 39.15 D15= 1.80 N 9=1.84666 ν 9= 23.8 R16= -37.96 D16= 5.17 R17= 40.91 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 11.63 D18= 5.60 N11=1.58313 ν11= 59.4 R19= -23.69 D19=可変 R20= -29.78 D20= 3.60 N12=1.84666 ν12= 23.8 R21= -18.07 D21= 0.20 R22= -22.10 D22= 1.30 N13=1.74320 ν13= 49.3 R23= 634.28 D23= 4.38 R24= -22.75 D24= 1.50 N14=1.72916 ν14= 54.7 R25= -113.54 非球面係数 R19 K= -1.96×10-1 A= 0 B= 1.09×10-5 C= 8.05×10-8 D= -2.53×10-9 E= 0 [Table 4] (Numerical Example 5) F = 28.84 to 89.41 fNO = 1: 3.8 to 8.2 2ω = 73.8 ° to 27.2 ° R 1 = -217.48 D 1 = 2.00 N 1 = 1.80518 ν 1 = 25.4 R 2 = -103.00 D 2 = 1.20 N 2 = 1.69680 ν 2 = 55.5 R 3 = 48.69 D 3 = Variable R 4 = 154.19 D 4 = 1.30 N 3 = 1.65844 ν 3 = 50.9 R 5 = 37.47 D 5 = Variable R 6 = 29.87 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 23.19 D 7 = 2.90 N 5 = 1.48749 ν 5 = 70.2 R 8 = -101.43 D 8 = 0.30 R 9 = 33.35 D 9 = 2.30 N 6 = 1.60311 ν 6 = 60.7 R10 = -173.29 D10 = Variable R11 = -17.33 D11 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R12 = -64.01 D12 = 1.00 R13 = ∞ (Aperture) D13 = 1.00 R14 = -1012.52 D14 = 0.70 N 8 = 1.48749 ν 8 = 70.2 R15 = 39.15 D15 = 1.80 N 9 = 1.84666 ν 9 = 23.8 R16 = -37.96 D16 = 5.17 R17 = 40.91 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 11.63 D18 = 5.60 N11 = 1.58313 ν11 = 59.4 R19 = -23.69 D19 = Variable R20 = -29.78 D20 = 3.60 N12 = 1.84666 ν12 = 23.8 R21 = -18.07 D21 = 0.20 R22 = -22.10 D22 = 1.30 N13 = 1.74320 ν13 = 49.3 R23 = 634.28 D23 = 4.38 R24 = -22.75 D24 = 1.50 N14 = 1.72916 ν14 = 54.7 R25 = -113.54 Aspheric coefficient R19 K = -1.96 × 10 -1 A = 0 B = 1.09 × 1 0 -5 C = 8.05 × 10 -8 D = -2.53 × 10 -9 E = 0

【0064】[0064]

【表5】 (数値実施例6) F= 30.43〜100.00 fNO= 1:3.7〜8.2 2ω= 70.8°〜24.4° R 1= -677.46 D 1= 2.00 N 1=1.80518 ν 1= 25.4 R 2= -69.17 D 2= 1.20 N 2=1.69680 ν 2= 55.5 R 3= 63.43 D 3=可変 R 4= 3704.92 D 4= 1.30 N 3=1.65844 ν 3= 50.9 R 5= 45.60 D 5=可変 R 6= 32.60 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 22.08 D 7= 3.20 N 5=1.48749 ν 5= 70.2 R 8= -224.31 D 8= 0.30 R 9= 36.51 D 9= 2.70 N 6=1.60311 ν 6= 60.7 R10= -122.67 D10=可変 R11=∞ (絞り) D11=可変 R12= -17.93 D12= 0.87 N 7=1.64769 ν 7= 33.8 R13= -71.56 D13= 2.00 R14= -228.00 D14= 0.70 N 8=1.48749 ν 8= 70.2 R15= 44.17 D15= 1.80 N 9=1.84666 ν 9= 23.8 R16= -46.21 D16= 5.17 R17= 39.16 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 13.54 D18= 5.60 N11=1.58313 ν11= 59.4 R19= -22.09 D19=可変 R20= -36.36 D20= 3.60 N12=1.84666 ν12= 23.8 R21= -18.73 D21= 0.20 R22= -22.97 D22= 1.30 N13=1.78590 ν13= 44.2 R23= -161.56 D23= 4.50 R24= -18.57 D24= 1.50 N14=1.72916 ν14= 54.7 R25= -232.78 非球面係数 R19 K= -3.97×10-1 A= 0 B= 1.18×10-5 C= 7.44×10-8 D= -1.47×10-9 E= 0 [Table 5] (Numerical Example 6) F = 30.43 to 100.00 fNO = 1: 3.7 to 8.2 2ω = 70.8 ° to 24.4 ° R 1 = -677.46 D 1 = 2.00 N 1 = 1.80518 ν 1 = 25.4 R 2 = -69.17 D 2 = 1.20 N 2 = 1.69680 ν 2 = 55.5 R 3 = 63.43 D 3 = Variable R 4 = 3704.92 D 4 = 1.30 N 3 = 1.65844 ν 3 = 50.9 R 5 = 45.60 D 5 = Variable R 6 = 32.60 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 22.08 D 7 = 3.20 N 5 = 1.48749 ν 5 = 70.2 R 8 = -224.31 D 8 = 0.30 R 9 = 36.51 D 9 = 2.70 N 6 = 1.60311 ν 6 = 60.7 R10 = -122.67 D10 = Variable R11 = ∞ (Aperture) D11 = Variable R12 = -17.93 D12 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R13 = -71.56 D13 = 2.00 R14 = -228.00 D14 = 0.70 N 8 = 1.48749 ν 8 = 70.2 R15 = 44.17 D15 = 1.80 N 9 = 1.84666 ν 9 = 23.8 R16 = -46.21 D16 = 5.17 R17 = 39.16 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 13.54 D18 = 5.60 N11 = 1.58313 ν11 = 59.4 R19 = -22.09 D19 = Variable R20 = -36.36 D20 = 3.60 N12 = 1.84666 ν12 = 23.8 R21 = -18.73 D21 = 0.20 R22 = -22.97 D22 = 1.30 N13 = 1.78590 ν13 = 44.2 R23 = -161.56 D23 = 4.50 R24 = -18.57 D24 = 1.50 N14 = 1.72916 ν14 = 54.7 R25 = -232.78 Aspheric coefficient R19 K = -3.97 × 10 -1 A = 0 B = 1.18 × 10 -5 C = 7.44 × 10 -8 D = -1.47 × 10 -9 E = 0

【0065】[0065]

【表6】 (数値実施例7) F= 30.00〜100.00 fNO= 1:3.6〜8.2 2ω= 71.6°〜24.4° R 1= -228.47 D 1= 2.00 N 1=1.80518 ν 1= 25.4 R 2= -61.62 D 2= 1.20 N 2=1.69680 ν 2= 55.5 R 3= 60.27 D 3=可変 R 4= 300.46 D 4= 1.30 N 3=1.65844 ν 3= 50.9 R 5= 47.91 D 5=可変 R 6= 32.90 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 22.76 D 7= 3.20 N 5=1.48749 ν 5= 70.2 R 8= -264.26 D 8= 0.30 R 9= 34.66 D 9= 2.50 N 6=1.60311 ν 6= 60.7 R10= -148.49 D10=可変 R11=∞ (絞り) D11= 1.70 R12= -18.05 D12= 0.87 N 7=1.64769 ν 7= 33.8 R13= -63.03 D13= 2.00 R14= -167.30 D14= 0.70 N 8=1.48749 ν 8= 70.2 R15= 46.92 D15= 1.80 N 9=1.84666 ν 9= 23.8 R16= -49.81 D16= 5.17 R17= 36.08 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 14.30 D18= 5.60 N11=1.58313 ν11= 59.4 R19= -24.31 D19=可変 R20= -19.49 D20= 3.60 N12=1.84666 ν12= 23.8 R21= -16.47 D21= 4.50 R22= -16.05 D22= 1.50 N13=1.77250 ν13= 49.6 R23= 185.92 非球面係数 R19 K= -6.76×10-1 A= 0 B= 1.7138×10-8 C= 7.38×10-8 D= -1.15×10-9 E= 0 非球面係数 R22 K= 0 A= 0 B= 1.69×10-5 C= 3.53×10-8 D= -1.80×10-8 E= 0 [Table 6] (Numerical Example 7) F = 30.00 to 100.00 fNO = 1: 3.6 to 8.2 2ω = 71.6 ° to 24.4 ° R 1 = -228.47 D 1 = 2.00 N 1 = 1.80518 ν 1 = 25.4 R 2 = -61.62 D 2 = 1.20 N 2 = 1.69680 ν 2 = 55.5 R 3 = 60.27 D 3 = Variable R 4 = 300.46 D 4 = 1.30 N 3 = 1.65844 ν 3 = 50.9 R 5 = 47.91 D 5 = Variable R 6 = 32.90 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 22.76 D 7 = 3.20 N 5 = 1.48749 ν 5 = 70.2 R 8 = -264.26 D 8 = 0.30 R 9 = 34.66 D 9 = 2.50 N 6 = 1.60311 ν 6 = 60.7 R10 = -148.49 D10 = Variable R11 = ∞ (Aperture) D11 = 1.70 R12 = -18.05 D12 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R13 = -63.03 D13 = 2.00 R14 = -167.30 D14 = 0.70 N 8 = 1.48749 ν 8 = 70.2 R15 = 46.92 D15 = 1.80 N 9 = 1.84666 ν 9 = 23.8 R16 = -49.81 D16 = 5.17 R17 = 36.08 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 14.30 D18 = 5.60 N11 = 1.58313 ν11 = 59.4 R19 = -24.31 D19 = variable R20 = -19.49 D20 = 3.60 N12 = 1.84666 ν12 = 23.8 R21 = -16.47 D21 = 4.50 R22 = -16.05 D22 = 1.50 N13 = 1.77250 ν13 = 49.6 R23 = 185.92 aspheric coefficients R19 K = -6.76 × 10 - 1 A = 0 B = 1.7138 × 10 -8 C = 7.38 × 10 -8 D = -1.15 × 10 -9 E = 0 Aspheric coefficient R22 K = 0 A = 0 B = 1.69 × 10 -5 C = 3.53 × 10 -8 D = -1.80 × 10 -8 E = 0

【0066】[0066]

【表7】 (数値実施例8) F= 35.00〜115.28 fNO= 1:3.9〜7.9 2ω= 63.4°〜21.3° R 1= -118.09 D 1= 3.00 N 1=1.48749 ν 1= 70.2 R 2= -60.06 D 2=可変 R 3= -58.51 D 3= 2.40 N 2=1.74077 ν 2= 27.8 R 4= -61.41 D 4= 1.50 N 3=1.60311 ν 3= 60.7 R 5= 38.15 D 5=可変 R 6= 34.34 D 6= 1.20 N 4=1.84666 ν 4= 23.8 R 7= 27.04 D 7= 3.20 N 5=1.48749 ν 5= 70.2 R 8= -319.69 D 8= 0.15 R 9= 45.60 D 9= 2.80 N 6=1.65160 ν 6= 58.5 R10= -166.18 D10=可変 R11= -20.70 D11= 1.00 N 7=1.64769 ν 7= 33.8 R12= -62.94 D12= 1.10 R13=∞ (絞り) D13= 1.10 R14= 6539.41 D14= 0.85 N 8=1.48749 ν 8= 70.2 R15= 48.84 D15= 2.18 N 9=1.84666 ν 9= 23.8 R16= -45.73 D16= 6.59 R17= 51.35 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 13.56 D18= 6.00 N11=1.58313 ν11= 59.4 R19= -31.86 D19=可変 R20= -39.44 D20= 3.80 N12=1.84666 ν12= 23.8 R21= -20.59 D21= 0.15 R22= -26.82 D22= 1.40 N13=1.74320 ν13= 49.3 R23= -184.23 D23= 3.83 R24= -25.14 D24= 1.60 N14=1.72000 ν14= 50.3 R25= 3454.63 非球面係数 R19 K= -1.96×10-1 A= 0 B= 5.69×10-6 C= 2.67×10-8 D= -6.80×10-10 E= 0 [Table 7] (Numerical Example 8) F = 35.00 to 115.28 fNO = 1: 3.9 to 7.9 2ω = 63.4 ° to 21.3 ° R 1 = -118.09 D 1 = 3.00 N 1 = 1.48749 ν 1 = 70.2 R 2 = -60.06 D 2 = Variable R 3 = -58.51 D 3 = 2.40 N 2 = 1.74077 ν 2 = 27.8 R 4 = -61.41 D 4 = 1.50 N 3 = 1.60311 ν 3 = 60.7 R 5 = 38.15 D 5 = Variable R 6 = 34.34 D 6 = 1.20 N 4 = 1.84666 ν 4 = 23.8 R 7 = 27.04 D 7 = 3.20 N 5 = 1.48749 ν 5 = 70.2 R 8 = -319.69 D 8 = 0.15 R 9 = 45.60 D 9 = 2.80 N 6 = 1.65160 ν 6 = 58.5 R10 = -166.18 D10 = Variable R11 = -20.70 D11 = 1.00 N 7 = 1.64769 ν 7 = 33.8 R12 = -62.94 D12 = 1.10 R13 = ∞ (Aperture) D13 = 1.10 R14 = 6539.41 D14 = 0.85 N 8 = 1.48749 ν 8 = 70.2 R15 = 48.84 D15 = 2.18 N 9 = 1.84666 ν 9 = 23.8 R16 = -45.73 D16 = 6.59 R17 = 51.35 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 13.56 D18 = 6.00 N11 = 1.58313 ν11 = 59.4 R19 =- 31.86 D19 = Variable R20 = -39.44 D20 = 3.80 N12 = 1.84666 ν12 = 23.8 R21 = -20.59 D21 = 0.15 R22 = -26.82 D22 = 1.40 N13 = 1.74320 ν13 = 49.3 R23 = -184.23 D23 = 3.83 R24 = -25.14 D24 = 1.60 N14 = 1.72000 ν14 = 50.3 R25 = 3454.63 aspheric coefficients R19 K = -1.96 × 10 -1 A = 0 B = 5.69 10 -6 C = 2.67 × 10 -8 D = -6.80 × 10 -10 E = 0

【0067】[0067]

【表8】 (数値実施例9) F= 35.00〜106.00 fNO= 1:3.9〜7.6 2ω= 63.4°〜23.1° R 1= -79.23 D 1= 2.50 N 1=1.48749 ν 1= 70.2 R 2= -53.54 D 2=可変 R 3= -62.78 D 3= 2.00 N 2=1.76182 ν 2= 26.5 R 4= -39.42 D 4= 1.30 N 3=1.63854 ν 3= 55.4 R 5= 36.74 D 5=可変 R 6= 30.48 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 22.22 D 7= 3.80 N 5=1.48749 ν 5= 70.2 R 8= -240.21 D 8= 0.30 R 9= 36.74 D 9= 2.80 N 6=1.60311 ν 6= 60.7 R10= -166.62 D10=可変 R11= -18.91 D11= 0.87 N 7=1.64769 ν 7= 33.8 R12= -123.06 D12= 1.00 R13=∞ (絞り) D13= 1.00 R14= -156.26 D14= 0.70 N 8=1.48749 ν 8= 70.2 R15= 42.83 D15= 1.80 N 9=1.84666 ν 9= 23.8 R16= -36.50 D16= 4.97 R17= 46.04 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 13.31 D18= 5.90 N11=1.58313 ν11= 59.4 R19= -27.43 D19=可変 R20= -33.93 D20= 3.20 N12=1.84666 ν12= 23.8 R21= -19.80 D21= 0.20 R22= -23.32 D22= 1.30 N13=1.74320 ν13= 49.3 R23= -249.42 D23= 3.90 R24= -24.35 D24= 1.50 N14=1.72000 ν14= 50.3 R25= -128.73 非球面係数 R19 K= 5.69×10-1 A= 0 B= 1.26×10-5 C= 1.04×10-9 D= -1.93×10-9 E= 0 [Table 8] (Numerical Example 9) F = 35.0 to 106.00 fNO = 1: 3.9 to 7.6 2 ω = 63.4 ° to 23.1 ° R 1 = -79.23 D 1 = 2.50 N 1 = 1.48749 ν 1 = 70.2 R 2 = -53.54 D 2 = Variable R 3 = -62.78 D 3 = 2.00 N 2 = 1.76182 ν 2 = 26.5 R 4 = -39.42 D 4 = 1.30 N 3 = 1.63854 ν 3 = 55.4 R 5 = 36.74 D 5 = Variable R 6 = 30.48 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 22.22 D 7 = 3.80 N 5 = 1.48749 ν 5 = 70.2 R 8 = -240.21 D 8 = 0.30 R 9 = 36.74 D 9 = 2.80 N 6 = 1.60311 ν 6 = 60.7 R10 = -166.62 D10 = Variable R11 = -18.91 D11 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R12 = -123.06 D12 = 1.00 R13 = ∞ (Aperture) D13 = 1.00 R14 = -156.26 D14 = 0.70 N 8 = 1.48749 ν 8 = 70.2 R15 = 42.83 D15 = 1.80 N 9 = 1.84666 ν 9 = 23.8 R16 = -36.50 D16 = 4.97 R17 = 46.04 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 13.31 D18 = 5.90 N11 = 1.58313 ν11 = 59.4 R19 = -27.43 D19 = Variable R20 = -33.93 D20 = 3.20 N12 = 1.84666 ν12 = 23.8 R21 = -19.80 D21 = 0.20 R22 = -23.32 D22 = 1.30 N13 = 1.74320 ν13 = 49.3 R23 = -249.42 D23 = 3.90 R24 = -24.35 D24 = 1.50 N14 = 1.72000 ν14 = 50.3 R25 = -128.73 Aspheric coefficient R19 K = 5.69 × 10 -1 A = 0 B = 1.26 × 10 -5 C = 1.04 × 10 -9 D = -1.93 × 10 -9 E = 0

【0068】[0068]

【表9】 (数値実施例10) F= 30.00〜100.01 fNO= 1:3.8〜 8.2 2ω= 71.6°〜24.4° R 1= -75.51 D 1= 2.50 N 1=1.48749 ν 1= 70.2 R 2= -60.06 D 2=可変 R 3= -86.13 D 3= 2.00 N 2=1.76182 ν 2= 26.5 R 4= -46.48 D 4= 1.30 N 3=1.63854 ν 3= 55.4 R 5= 37.68 D 5=可変 R 6= 28.74 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 20.87 D 7= 3.80 N 5=1.48749 ν 5= 70.2 R 8=-2684.27 D 8= 0.30 R 9= 36.29 D 9= 2.80 N 6=1.60311 ν 6= 60.7 R10= -217.74 D10=可変 R11=∞ (絞り) D11= 1.50 R12= -18.69 D12= 0.87 N 7=1.64769 ν 7= 33.8 R13= -126.83 D13= 2.00 R14= -485.52 D14= 0.70 N 8=1.48749 ν 8= 70.2 R15= 45.24 D15= 1.80 N 9=1.84666 ν 9= 23.8 R16= -40.48 D16= 4.97 R17= 40.96 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 13.82 D18= 5.90 N11=1.58313 ν11= 59.4 R19= -23.92 D19=可変 R20= -31.77 D20= 3.20 N12=1.84666 ν12= 23.8 R21= -19.52 D21= 0.20 R22= -23.46 D22= 1.30 N13=1.74320 ν13= 49.3 R23= -245.47 D23= 3.90 R24= -23.35 D24= 1.50 N14=1.72000 ν14= 50.3 R25= -226.34 非球面係数 R19 K= 2.79 A= 0 B= 4.36×10-5 C= 3.06×10-8 D= 7.74×10-10 E= 0 [Table 9] (Numerical Example 10) F = 30.00 to 100.01 fNO = 1: 3.8 to 8.2 2ω = 71.6 ° to 24.4 ° R 1 = -75.51 D 1 = 2.50 N 1 = 1.48749 ν 1 = 70.2 R 2 = -60.06 D 2 = Variable R 3 = -86.13 D 3 = 2.00 N 2 = 1.76182 ν 2 = 26.5 R 4 = -46.48 D 4 = 1.30 N 3 = 1.63854 ν 3 = 55.4 R 5 = 37.68 D 5 = Variable R 6 = 28.74 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 20.87 D 7 = 3.80 N 5 = 1.48749 ν 5 = 70.2 R 8 = -2684.27 D 8 = 0.30 R 9 = 36.29 D 9 = 2.80 N 6 = 1.60311 ν 6 = 60.7 R10 = -217.74 D10 = Variable R11 = ∞ (Aperture) D11 = 1.50 R12 = -18.69 D12 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R13 = -126.83 D13 = 2.00 R14 = -485.52 D14 = 0.70 N 8 = 1.48749 ν 8 = 70.2 R15 = 45.24 D15 = 1.80 N 9 = 1.84666 ν 9 = 23.8 R16 = -40.48 D16 = 4.97 R17 = 40.96 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 13.82 D18 = 5.90 N11 = 1.58313 ν11 = 59.4 R19 = -23.92 D19 = Variable R20 = -31.77 D20 = 3.20 N12 = 1.84666 ν12 = 23.8 R21 = -19.52 D21 = 0.20 R22 = -23.46 D22 = 1.30 N13 = 1.74320 ν13 = 49.3 R23 = -245.47 D23 = 3.90 R24 = -23.35 D24 = 1.50 N14 = 1.72000 ν14 = 50.3 R25 = -226.34 Aspheric coefficient R19 K = 2.79 A = 0 B = 4.36 × 10 -5 C = 3.06 × 10 -8 D = 7.74 × 10 -10 E = 0

【0069】[0069]

【表10】 (数値実施例11) F= 30.00〜100.00 fNO= 1:3.7〜 8.2 2ω= 71.6°〜24.4° R 1= -156.75 D 1= 2.50 N 1=1.48749 ν 1= 70.2 R 2= -61.45 D 2=可変 R 3= -76.43 D 3= 2.00 N 2=1.76182 ν 2= 26.5 R 4= -43.96 D 4= 1.30 N 3=1.63854 ν 3= 55.4 R 5= 36.02 D 5=可変 R 6= 28.46 D 6= 1.00 N 4=1.84666 ν 4= 23.8 R 7= 20.87 D 7= 2.80 N 5=1.48749 ν 5= 70.2 R 8= 2361.46 D 8= 0.30 R 9= 34.03 D 9= 2.00 N 6=1.60311 ν 6= 60.7 R10= 699.53 D10=可変 R11=∞ (絞り) D11= 1.50 R12= -17.52 D12= 0.87 N 7=1.64769 ν 7= 33.8 R13= -114.73 D13= 2.00 R14= -358.48 D14= 0.70 N 8=1.48749 ν 8= 70.2 R15= 50.31 D15= 1.80 N 9=1.84666 ν 9= 23.8 R16= -38.06 D16= 4.97 R17= 37.70 D17= 1.10 N10=1.84666 ν10= 23.8 R18= 14.09 D18= 5.90 N11=1.58313 ν11= 59.4 R19= -23.75 D19=可変 R20= -20.64 D20= 3.20 N12=1.84666 ν12= 23.8 R21= -17.20 D21= 4.00 R22= -16.56 D22= 1.70 N13=1.77250 ν13= 49.6 R23= 253.94 非球面係数 R19 K= 3.13×10-1 A= 0 B= 4.79×10-5 C= 2.18×10-7 D= 1.05×10-10 E= 0 非球面係数 R22 K= 0 A= 0 B= 1.69×10-5 C= 7.54×10-8 D= -9.87×10-11 E= 0 [Table 10] (Numerical Example 11) F = 30.00 to 100.00 fNO = 1: 3.7 to 8.2 2ω = 71.6 ° to 24.4 ° R 1 = -156.75 D 1 = 2.50 N 1 = 1.48749 ν 1 = 70.2 R 2 = -61.45 D 2 = Variable R 3 = -76.43 D 3 = 2.00 N 2 = 1.76182 ν 2 = 26.5 R 4 = -43.96 D 4 = 1.30 N 3 = 1.63854 ν 3 = 55.4 R 5 = 36.02 D 5 = Variable R 6 = 28.46 D 6 = 1.00 N 4 = 1.84666 ν 4 = 23.8 R 7 = 20.87 D 7 = 2.80 N 5 = 1.48749 ν 5 = 70.2 R 8 = 2361.46 D 8 = 0.30 R 9 = 34.03 D 9 = 2.00 N 6 = 1.60311 ν 6 = 60.7 R10 = 699.53 D10 = Variable R11 = ∞ (Aperture) D11 = 1.50 R12 = -17.52 D12 = 0.87 N 7 = 1.64769 ν 7 = 33.8 R13 = -114.73 D13 = 2.00 R14 = -358.48 D14 = 0.70 N 8 = 1.48749 ν 8 = 70.2 R15 = 50.31 D15 = 1.80 N 9 = 1.84666 ν 9 = 23.8 R16 = -38.06 D16 = 4.97 R17 = 37.70 D17 = 1.10 N10 = 1.84666 ν10 = 23.8 R18 = 14.09 D18 = 5.90 N11 = 1.58313 ν11 = 59.4 R19 = -23.75 D19 = Variable R20 = -20.64 D20 = 3.20 N12 = 1.84666 ν12 = 23.8 R21 = -17.20 D21 = 4.00 R22 = -16.56 D22 = 1.70 N13 = 1.77250 ν13 = 49.6 R23 = 253.94 Aspherical coefficient R19 K = 3.13 × 10 -1 A = 0 B = 4.79 × 10 -5 C = 2.18 × 10 -7 D = 1.05 × 10 -10 E = 0 Aspheric coefficient R22 K = 0 A = 0 B = 1.69 × 10 -5 C = 7.54 × 10 -8 D = -9.87 × 10 -11 E = 0

【0070】[0070]

【表11】 (数値実施例12) F= 28.85〜101.00 fNO= 1:3.3〜 9.0 2ω= 73.7°〜24.2° R 1= 424.11 D 1= 2.40 N 1=1.51633 ν 1= 64.2 R 2= -60.06 D 2=可変 R 3= -38.54 D 3= 1.20 N 2=1.80400 ν 2= 46.6 R 4= 19.56 D 4= 1.35 R 5= 21.49 D 5= 2.90 N 3=1.84666 ν 3= 23.8 R 6= 176.01 D 6=可変 R 7= 15.65 D 7= 0.90 N 4=1.84666 ν 4= 23.8 R 8= 11.27 D 8= 4.50 N 5=1.48749 ν 5= 70.2 R 9= -21.44 D 9= 0.90 N 6=1.84666 ν 6= 23.8 R10= -29.88 D10=可変 R11=∞ (絞り) D11= 3.00 R12= -24.67 D12= 2.55 N 7=1.80518 ν 7= 25.4 R13= -47.29 D13= 0.50 R14= -36.54 D14= 1.00 N 8=1.65160 ν 8= 58.5 R15= 155.75 D15= 5.80 N 9=1.77250 ν 9= 49.6 R16= -14.23 D16=可変 R17= -28.76 D17= 2.30 N10=1.84666 ν10= 23.8 R18= -20.20 D18= 0.30 R19= -25.76 D19= 1.30 N11=1.69680 ν11= 55.5 R20= -80.69 D20= 3.51 R21= -18.83 D21= 1.50 N12=1.77250 ν12= 49.6 R22= 431.90 非球面係数 R12 K= 4.96 A= 0 B= -6.07×10-5 C= 3.60×10-7 D= 3.33×10-9 E= 0 非球面係数 R16 K= -2.66 A= 0 B= -1.12×10-4 C= 1.63×10-7 D= -1.37×10-9 E= 0 [Table 11] (Numerical Example 12) F = 28.85 to 101.00 fNO = 1: 3.3 to 9.0 2 ω = 73.7 ° to 24.2 ° R 1 = 424.11 D 1 = 2.40 N 1 = 1.51633 ν 1 = 64.2 R 2 = -60.06 D 2 = variable R 3 = -38.54 D 3 = 1.20 N 2 = 1.80400 ν 2 = 46.6 R 4 = 19.56 D 4 = 1.35 R 5 = 21.49 D 5 = 2.90 N 3 = 1.84666 ν 3 = 23.8 R 6 = 176.01 D 6 = Variable R 7 = 15.65 D 7 = 0.90 N 4 = 1.84666 ν 4 = 23.8 R 8 = 11.27 D 8 = 4.50 N 5 = 1.48749 ν 5 = 70.2 R 9 = -21.44 D 9 = 0.90 N 6 = 1.84666 ν 6 = 23.8 R10 = -29.88 D10 = Variable R11 = ∞ (Aperture) D11 = 3.00 R12 = -24.67 D12 = 2.55 N 7 = 1.80518 ν 7 = 25.4 R13 = -47.29 D13 = 0.50 R14 = -36.54 D14 = 1.00 N 8 = 1.65160 ν 8 = 58.5 R15 = 155.75 D15 = 5.80 N 9 = 1.77250 ν 9 = 49.6 R16 = -14.23 D16 = variable R17 = -28.76 D17 = 2.30 N10 = 1.84666 ν10 = 23.8 R18 = -20.20 D18 = 0.30 R19 = -25.76 D19 = 1.30 N11 = 1.69680 ν11 = 55.5 R20 = -80.69 D20 = 3.51 R21 = -18.83 D21 = 1.50 N12 = 1.77250 ν12 = 49.6 R22 = 431.90 Aspheric coefficient R12 K = 4.96 A = 0 B = -6.07 × 10 -5 C = 3.60 × 10 -7 D = 3.33 × 10 -9 E = 0 Aspheric coefficient R16 K = -2.66 A = 0 B = -1.12 × 10 -4 C = 1.63 × 10 -7 D = -1.37 × 1 0 -9 E = 0

【0071】[0071]

【表12】 [Table 12]

【0072】[0072]

【発明の効果】本発明によれば以上のように、全体とし
て5つのレンズ群より構成し、変倍における各レンズ群
の移動条件や屈折力等を適切に設定することにより、広
角端の撮影画角が64〜74度程度、変倍比3.5程度
の全変倍範囲にわたり高い光学性能を有したズームレン
ズを達成することができる。
As described above, according to the present invention, as a whole, it is composed of five lens groups, and by appropriately setting the moving conditions and the refractive power of each lens group during zooming, photographing at the wide-angle end is possible. It is possible to achieve a zoom lens having a high optical performance over the entire zoom range with an angle of view of about 64 to 74 degrees and a zoom ratio of about 3.5.

【図面の簡単な説明】[Brief description of drawings]

【図1】 本発明のズームレンズの実施例1の近軸屈折
力配置の説明図
FIG. 1 is an explanatory diagram of a paraxial refractive power arrangement of Example 1 of the zoom lens of the present invention.

【図2】 本発明のズームレンズの実施例2の近軸屈折
力配置の説明図
FIG. 2 is an explanatory diagram of a paraxial refractive power arrangement according to a second embodiment of the zoom lens of the present invention.

【図3】 本発明のズームレンズの実施例3の近軸屈折
力配置の説明図
FIG. 3 is an explanatory diagram of a paraxial refractive power arrangement of Example 3 of the zoom lens of the present invention.

【図4】 本発明の数値実施例1の広角端のレンズ断面
FIG. 4 is a lens cross-sectional view at a wide-angle end according to Numerical Example 1 of the present invention.

【図5】 本発明の数値実施例2の広角端のレンズ断面
FIG. 5 is a lens cross-sectional view at a wide-angle end according to Numerical Example 2 of the present invention.

【図6】 本発明の数値実施例3の広角端のレンズ断面
FIG. 6 is a lens cross-sectional view at a wide-angle end according to Numerical Example 3 of the present invention.

【図7】 本発明の数値実施例4の広角端のレンズ断面
FIG. 7 is a lens cross-sectional view at a wide-angle end according to Numerical Example 4 of the present invention.

【図8】 本発明の数値実施例5の広角端のレンズ断面
FIG. 8 is a lens cross-sectional view at a wide-angle end according to Numerical Example 5 of the present invention.

【図9】 本発明の数値実施例6の広角端のレンズ断面
FIG. 9 is a lens cross-sectional view at a wide-angle end according to Numerical Example 6 of the present invention.

【図10】 本発明の数値実施例7の広角端のレンズ断
面図
FIG. 10 is a lens cross-sectional view at a wide-angle end according to Numerical Embodiment 7 of the present invention.

【図11】 本発明の数値実施例8の広角端のレンズ断
面図
FIG. 11 is a lens cross-sectional view at a wide-angle end according to Numerical Example 8 of the present invention.

【図12】 本発明の数値実施例9の広角端のレンズ断
面図
FIG. 12 is a lens cross-sectional view at a wide-angle end according to Numerical Embodiment 9 of the present invention.

【図13】 本発明の数値実施例10の広角端のレンズ
断面図
FIG. 13 is a lens cross-sectional view at a wide-angle end according to Numerical Example 10 of the present invention.

【図14】 本発明の数値実施例11の広角端のレンズ
断面図
FIG. 14 is a lens cross-sectional view at a wide-angle end according to Numerical Example 11 of the present invention.

【図15】 本発明の数値実施例12の広角端のレンズ
断面図
FIG. 15 is a lens cross-sectional view at a wide-angle end according to Numerical Example 12 of the present invention.

【図16】 本発明の数値実施例1の広角端の収差図FIG. 16 is an aberration diagram at the wide-angle end according to Numerical Example 1 of the present invention.

【図17】 本発明の数値実施例1の中間の収差図FIG. 17 is an intermediate aberration diagram of Numerical example 1 of the present invention.

【図18】 本発明の数値実施例1の望遠端の収差図FIG. 18 is an aberration diagram at a telephoto end according to Numerical Example 1 of the present invention.

【図19】 本発明の数値実施例2の広角端の収差図FIG. 19 is an aberration diagram at a wide-angle end according to Numerical Example 2 of the present invention.

【図20】 本発明の数値実施例2の中間の収差図FIG. 20 is an intermediate aberration diagram of Numerical example 2 of the present invention.

【図21】 本発明の数値実施例2の望遠端の収差図FIG. 21 is an aberration diagram at a telephoto end according to Numerical Example 2 of the present invention.

【図22】 本発明の数値実施例3の広角端の収差図FIG. 22 is an aberration diagram at a wide-angle end according to Numerical Example 3 of the present invention.

【図23】 本発明の数値実施例3の中間の収差図FIG. 23 is an intermediate aberration diagram of Numerical Example 3 of the present invention.

【図24】 本発明の数値実施例3の望遠端の収差図FIG. 24 is an aberration diagram at a telephoto end according to Numerical Example 3 of the present invention.

【図25】 本発明の数値実施例4の広角端の収差図FIG. 25 is an aberration diagram at a wide-angle end according to Numerical Example 4 of the present invention.

【図26】 本発明の数値実施例4の中間の収差図FIG. 26 is an intermediate aberration diagram of Numerical Example 4 of the present invention.

【図27】 本発明の数値実施例4の望遠端の収差図FIG. 27 is an aberration diagram at a telephoto end according to Numerical Example 4 of the present invention.

【図28】 本発明の数値実施例5の広角端の収差図FIG. 28 is an aberration diagram at a wide-angle end according to Numerical Example 5 of the present invention.

【図29】 本発明の数値実施例5の中間の収差図FIG. 29 is an intermediate aberration diagram of Numerical example 5 of the present invention.

【図30】 本発明の数値実施例5の望遠端の収差図FIG. 30 is an aberration diagram at a telephoto end according to Numerical Example 5 of the present invention.

【図31】 本発明の数値実施例6の広角端の収差図FIG. 31 is an aberration diagram at a wide-angle end according to Numerical Example 6 of the present invention.

【図32】 本発明の数値実施例6の中間の収差図FIG. 32 is an intermediate aberration diagram of Numerical Example 6 of the present invention.

【図33】 本発明の数値実施例6の望遠端の収差図FIG. 33 is an aberration diagram at a telephoto end according to Numerical Example 6 of the present invention.

【図34】 本発明の数値実施例7の広角端の収差図FIG. 34 is an aberration diagram at the wide-angle end according to Numerical Example 7 of the present invention.

【図35】 本発明の数値実施例7の中間の収差図FIG. 35 is an intermediate aberration diagram of Numerical Example 7 of the present invention.

【図36】 本発明の数値実施例7の望遠端の収差図FIG. 36 is an aberration diagram at a telephoto end according to Numerical Example 7 of the present invention.

【図37】 本発明の数値実施例8の広角端の収差図FIG. 37 is an aberration diagram at a wide-angle end according to Numerical Example 8 of the present invention.

【図38】 本発明の数値実施例8の中間の収差図38 is an intermediate aberration diagram of Numerical Example 8 of the present invention. FIG.

【図39】 本発明の数値実施例8の望遠端の収差図FIG. 39 is an aberration diagram at a telephoto end according to Numerical Example 8 of the present invention.

【図40】 本発明の数値実施例9の広角端の収差図FIG. 40 is an aberration diagram at a wide-angle end according to Numerical Example 9 of the present invention.

【図41】 本発明の数値実施例9の中間の収差図FIG. 41 is an intermediate aberration diagram of Numerical Example 9 of the present invention.

【図42】 本発明の数値実施例9の望遠端の収差図FIG. 42 is an aberration diagram at a telephoto end according to Numerical Example 9 of the present invention.

【図43】 本発明の数値実施例10の広角端の収差図FIG. 43 is an aberration diagram at the wide-angle end according to Numerical Example 10 of the present invention.

【図44】 本発明の数値実施例10の中間の収差図FIG. 44 is an intermediate aberration diagram of Numerical Example 10 of the present invention.

【図45】 本発明の数値実施例10の望遠端の収差図FIG. 45 is an aberration diagram at a telephoto end according to Numerical Example 10 of the present invention.

【図46】 本発明の数値実施例11の広角端の収差図FIG. 46 is an aberration diagram at the wide-angle end according to Numerical Example 11 of the present invention.

【図47】 本発明の数値実施例11の中間の収差図FIG. 47 is an intermediate aberration diagram of Numerical Example 11 of the present invention.

【図48】 本発明の数値実施例11の望遠端の収差図FIG. 48 is an aberration diagram at a telephoto end according to Numerical Example 11 of the present invention.

【図49】 本発明の数値実施例12の広角端の収差図FIG. 49 is an aberration diagram at a wide-angle end according to Numerical Example 12 of the present invention.

【図50】 本発明の数値実施例12の中間の収差図FIG. 50 is an intermediate aberration diagram of Numerical Example 12 of the present invention.

【図51】 本発明の数値実施例12の望遠端の収差図FIG. 51 is an aberration diagram at a telephoto end according to Numerical Example 12 of the present invention.

【符号の説明】[Explanation of symbols]

L1 第1群 L2 第2群 L3 第3群 L4 第4群 L5 第5群 SP 絞り IP 像面 d d線 g g線 S.C 正弦条件 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 diaphragm IP image surface d d line g g line S. C Sine condition ΔS Sagittal image plane ΔM Meridional image plane

Claims (7)

【特許請求の範囲】[Claims] 【請求項1】 物体側より順に第1,第2,第3群の3
つのレンズ群より成り、広角端での合成屈折力が正の屈
折力の前群そして正の屈折力の第4群と負の屈折力の第
5群の2つのレンズ群より成る後群とを有し、広角端か
ら望遠端への変倍に際して、該第1,第2,第3群は前
群の合成屈折力が広角端に比べて望遠端で弱まるように
移動し、該第4,第5群はそれらの間隔が狭くなるよう
に移動しており、第i群の焦点距離をfi、広角端にお
ける全系の焦点距離をfW、第i群の広角端における横
倍率をβiWとするとき 0.5<|f5/fW|<1.5 1.1<β5W<1.7 なる条件を満足することを特徴とするズームレンズ。
1. The first, second and third groups of 3 in order from the object side.
The first lens group is composed of two lens groups, and the composite power at the wide-angle end is a front lens group having a positive power, and the fourth lens group having a positive power and a rear lens group having a second lens group having a negative power. Upon zooming from the wide-angle end to the telephoto end, the first, second, and third groups move so that the combined refractive power of the front group weakens at the telephoto end as compared with the wide-angle end, The fifth group is moved so that the interval between them becomes narrow, the focal length of the i-th group is fi, the focal length of the entire system at the wide-angle end is fW, and the lateral magnification of the i-th group at the wide-angle end is βiW. A zoom lens characterized by satisfying the following conditions: 0.5 <| f5 / fW | <1.5 1.1 <β5W <1.7.
【請求項2】 広角端において前記第1群と第2群の合
成屈折力は負であり、前記第3群は正の屈折力であるこ
とを特徴とする請求項1のズームレンズ。
2. The zoom lens according to claim 1, wherein at the wide-angle end, the combined refractive power of the first group and the second group is negative, and the third group has a positive refractive power.
【請求項3】 広角端における前記前群の合成屈折力を
φ123Wとするとき 0.2<fW・φ123W<1.0 0.6<f3/fW<2.2 なる条件を満足することを特徴とする請求項2のズーム
レンズ。
3. When the combined refractive power of the front group at the wide-angle end is φ 123W , the condition of 0.2 <fW · φ 123W <1.0 0.6 <f3 / fW <2.2 must be satisfied. The zoom lens according to claim 2, wherein
【請求項4】 前記前群は負の屈折力の第1群、正の屈
折力の第2群そして正の屈折力の第3群より成り、広角
端から望遠端への変倍に際して、第1群と第2群の間隔
が減少、第2群と第3群の間隔が増大するように各レン
ズ群が移動していることを特徴とする請求項3のズーム
レンズ。
4. The front group is composed of a first group having a negative refractive power, a second group having a positive refractive power, and a third group having a positive refractive power, and in zooming from the wide-angle end to the telephoto end, 4. The zoom lens according to claim 3, wherein each lens group is moved so that a distance between the first group and the second group decreases and a distance between the second group and the third group increases.
【請求項5】 前記前群は負の屈折力の第1群、負の屈
折力の第2群そして正の屈折力の第3群より成り、広角
端から望遠端への変倍に際して、第1群と第2群の間隔
が増大、第2群と第3群の間隔が減少するように各レン
ズ群が移動していることを特徴とする請求項3のズーム
レンズ。
5. The front group is composed of a first group having a negative refractive power, a second group having a negative refractive power, and a third group having a positive refractive power. 4. The zoom lens according to claim 3, wherein each lens group is moved so that a distance between the first group and the second group increases and a distance between the second group and the third group decreases.
【請求項6】 前記前群は正の屈折力の第1群、負の屈
折力の第2群そして正の屈折力の第3群より成り、広角
端から望遠端への変倍に際して、第1群と第2群の間隔
が増大、第2群と第3群の間隔が減少するように各レン
ズ群が移動していることを特徴とする請求項3のズーム
レンズ。
6. The front group is composed of a first group having a positive refractive power, a second group having a negative refractive power, and a third group having a positive refractive power, and in zooming from the wide-angle end to the telephoto end, 4. The zoom lens according to claim 3, wherein each lens group is moved so that the distance between the first group and the second group increases and the distance between the second group and the third group decreases.
【請求項7】 前記第1群と第3群は変倍時一体に移動
を行なうことを特徴とする請求項2のズームレンズ。
7. The zoom lens according to claim 2, wherein the first lens unit and the third lens unit move integrally during zooming.
JP5212197A 1993-07-14 1993-08-04 Zoom lens Expired - Fee Related JP3067481B2 (en)

Priority Applications (3)

Application Number Priority Date Filing Date Title
JP5212197A JP3067481B2 (en) 1993-08-04 1993-08-04 Zoom lens
TW83106377A TW258791B (en) 1993-07-14 1994-07-13 Zoom lens
US08/735,571 US5691851A (en) 1993-07-14 1996-10-23 Zoom lens

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
JP5212197A JP3067481B2 (en) 1993-08-04 1993-08-04 Zoom lens

Publications (2)

Publication Number Publication Date
JPH0749453A true JPH0749453A (en) 1995-02-21
JP3067481B2 JP3067481B2 (en) 2000-07-17

Family

ID=16618533

Family Applications (1)

Application Number Title Priority Date Filing Date
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Country Status (1)

Country Link
JP (1) JP3067481B2 (en)

Cited By (21)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JPH07253539A (en) * 1994-03-15 1995-10-03 Nikon Corp Zoom lens
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JPH1039215A (en) * 1996-07-19 1998-02-13 Sigma Corp Rear focusing telephoto zoom lens
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