JP3018742B2 - Zoom lens - Google Patents
Zoom lensInfo
- Publication number
- JP3018742B2 JP3018742B2 JP4144745A JP14474592A JP3018742B2 JP 3018742 B2 JP3018742 B2 JP 3018742B2 JP 4144745 A JP4144745 A JP 4144745A JP 14474592 A JP14474592 A JP 14474592A JP 3018742 B2 JP3018742 B2 JP 3018742B2
- Authority
- JP
- Japan
- Prior art keywords
- lens
- group
- refractive power
- object side
- zoom
- 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.)
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Description
【0001】[0001]
【産業上の利用分野】本発明は35mmフィルム用の写
真カメラや電子記録方式のビデオカメラ、そしてSVカ
メラ等に好適なズームレンズに関し、特に負の屈折力の
レンズ群が先行する全体として4つのレンズ群を有し、
これら4つのレンズ群のレンズ構成を適切に設定するこ
とによりレンズ系全体の小型化を図った変倍比3〜4.
5、Fナンバー5.5〜8、撮影画角75°〜25°程
度のネガティブリード型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 zoom lens suitable for a photographic camera for 35 mm film, a video camera of an electronic recording system, an SV camera, and the like. It has a lens group,
By appropriately setting the lens configurations of these four lens groups, the overall lens system can be downsized.
The present invention relates to a negative lead type zoom lens having an F number of 5.5 to 8 and a shooting angle of view of about 75 ° to 25 °.
【0002】[0002]
【従来の技術】従来より負の屈折力のレンズ群が先行す
る所謂ネガティブリード型のズームレンズは広画角化が
比較的容易である為、撮影画角70°以上を有する広角
用のズームレンズには多く用いられている。例えば、特
公昭49−23912号公報や特開昭57−16321
3号公報等では物体側より順に負の屈折力の第1群、正
の屈折力の第2群、負の屈折力の第3群、そして正の屈
折力の第4群の4つのレンズ群を有し、広角端から望遠
端への変倍に際して、第1群を像面側へ移動させ、第2
群と第4群を物体側へ移動させ、第3群を固定若しくは
移動させたズームレンズが提案されている。2. Description of the Related Art Conventionally, a so-called negative lead type zoom lens, which is preceded by a lens group having a negative refractive power, is relatively easy to widen the angle of view. Is often used. For example, JP-B-49-23912 and JP-A-57-16321.
In the publication No. 3 and the like, four lens groups of a first group having a negative refractive power, a second group having a positive refractive power, a third group having a negative refractive power, and a fourth group having a positive refractive power are arranged in this order from the object side. When zooming from the wide-angle end to the telephoto end, the first lens unit is moved to the image surface side,
A zoom lens has been proposed in which the group and the fourth group are moved to the object side, and the third group is fixed or moved.
【0003】このような負の屈折力のレンズ群が先行す
るネガティブリード型のズームレンズは比較的広画角化
が容易で、かつ近接撮影距離が短くなる等の特長を有し
ているが、反面、絞り径が増大し、又高変倍化が難しい
等の欠点を有している。The negative lead type zoom lens, which is preceded by such a lens group having a negative refractive power, has features such as a relatively wide angle of view and a short close-up distance. On the other hand, it has disadvantages such as an increase in the aperture diameter and difficulty in increasing the zoom ratio.
【0004】これらの欠点を改善し、レンズ系全体の小
型化及び高変倍化を図ったズームレンズが、例えば特開
昭55−14403号公報、特開昭57−11315号
公報、特開昭58−4113号公報、そして特開昭58
−95315号公報等で提案されている。[0004] A zoom lens in which these disadvantages are improved and the entire lens system is miniaturized and a high zoom ratio is achieved is disclosed in, for example, JP-A-55-14403, JP-A-57-11315, and JP-A-57-11315. No. 58-4113, and Japanese Patent Application Laid-Open
No. 95315.
【0005】これらの各公報ではズームレンズを物体側
より順に負、正、負、そして正の屈折力のレンズ群の全
体として4つのレンズ群より構成し、このうち所定のレ
ンズ群を適切に移動させて変倍を行っている。In each of these publications, a zoom lens is composed of four lens groups as a whole in order from the object side, including negative, positive, negative, and positive refractive power, and a predetermined lens group is appropriately moved. Let me change the magnification.
【0006】[0006]
【発明が解決しようとする課題】近年一眼レフカメラや
ビデオカメラ等に用いる標準用のズームレンズとしては
広画角を含み、かつ高変倍比のものが要望されている。
例えば、既に35mmフィルム用の一眼レフカメラでは
焦点距離35mm〜70mmや焦点距離28mm〜80
mm程度の広画角のズームレンズが標準用のズームレン
ズとして用いられている。In recent years, as a standard zoom lens used for a single-lens reflex camera, a video camera or the like, a zoom lens having a wide angle of view and a high zoom ratio has been demanded.
For example, a single-lens reflex camera for 35 mm film already has a focal length of 35 mm to 70 mm or a focal length of 28 mm to 80 mm.
A zoom lens having a wide angle of view of about mm is used as a standard zoom lens.
【0007】更に最近では焦点距離28mm〜105m
m、若しくは焦点距離28mm〜135mm程度の望遠
側に変倍範囲を拡大し、高変倍化を図ったズームレンズ
が標準用のズームレンズとして要望されている。[0007] More recently, the focal length is 28 mm to 105 m.
There is a demand for a standard zoom lens having a high zoom ratio by expanding the zoom range to the telephoto side with a focal length of about 28 mm to 135 mm.
【0008】しかしながら、一般にこの程度の撮影画角
でしかも高変倍比になるとレンズ全長が長くなり、又変
倍においては複雑なズーム移動が必要となり、この結果
レンズ鏡筒が多重の構成となり、レンズ鏡筒が大型化及
び複雑化してくるという問題点が生じてくる。However, in general, when the photographing angle of view is at this level and the zoom ratio is high, the entire length of the lens becomes long, and in zooming, a complicated zoom movement is required. As a result, the lens barrel has a multiplex configuration. There is a problem that the lens barrel becomes larger and more complicated.
【0009】本発明はズームレンズを全体として4つの
レンズ群より構成し、各レンズ群の屈折力や変倍に伴う
各レンズ群の移動条件等を適切に設定することにより、
レンズ全長を短縮し、かつレンズ鏡筒の大型化及び複雑
化を防止した比較的広画角で、しかも高変倍比の全変倍
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。According to the present invention, the zoom lens is composed of four lens groups as a whole, and by appropriately setting the refractive power of each lens group and the moving conditions of each lens group accompanying zooming,
The objective is to provide a zoom lens that has a relatively wide angle of view that reduces the overall length of the lens, prevents the lens barrel from becoming large and complicated, and has high optical performance over the entire zoom range with a high zoom ratio. I do.
【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、負の屈折力の第1群、正の屈折力
の第2群、負の屈折力の第3群、そして正の屈折力の第
4群の4つのレンズ群を有し、広角端から望遠端への変
倍に際しては、該第1群を像面側に凸状の軌跡を有しつ
つ移動させて変倍に伴う像面変動を補正し、該第2群を
該第2群と第1群との間隔が小さくなるように移動さ
せ、該第3群を該第3群と第2群との間隔が大きくなる
ように移動させ、該第4群を該第4群と第3群との間隔
が小さくなるように移動させるズームレンズであって、
前記第1群は、最も物体側に物体側に凸面を向けたメニ
スカス状の負レンズと、最も像面側に物体側に凸面を向
けたメニスカス状の正レンズ、そして該正レンズの物体
側に負レンズを有すると共に、望遠端における該第2、
第3、第4群の合成の結像倍率をβT、第i群の焦点距
離をfi、望遠端における全系の焦点距離をfTとした
とき、 2.8 < −βT <3.8 ‥‥‥(1) 0.17<f2/fT<0.27 ‥‥‥(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, in order from the object side, a first lens unit having a negative refractive power, a second lens unit having a positive refractive power, a third lens unit having a negative refractive power, and a positive lens unit. The zoom lens system has four lens groups, each of which has a refractive power of? 4. When zooming from the wide-angle end to the telephoto end, the first group is moved while having a convex locus on the image side. The second group is moved so that the distance between the second group and the first group is reduced, and the distance between the third group and the third group is reduced. A zoom lens that is moved so as to be larger, and moves the fourth group so as to reduce the distance between the fourth group and the third group,
The first group includes a meniscus-shaped negative lens having a convex surface facing the object side closest to the object side, a meniscus-shaped positive lens having a convex surface facing the object side closest to the image plane, and an object side of the positive lens. A second lens having a negative lens,
When the combined imaging magnification of the third and fourth units is βT, the focal length of the i-th unit is fi, and the focal length of the entire system at the telephoto end is fT, 2.8 <−βT <3.8T ‥ (1) 0.17 <f2 / fT <0.27 ‥‥‥ (2)
【0011】[0011]
【実施例】図1は本発明のズームレンズの近軸屈折力配
置の説明図である。図中(A)は広角端、(B)は中
間、(C)は望遠端を示している。図2〜図7は本発明
の数値実施例1〜6のズームレンズの広角端におけるレ
ンズ断面図である。FIG. 1 is an explanatory diagram of a paraxial refractive power arrangement of a zoom lens according to the present invention. In the figure, (A) shows the wide-angle end, (B) shows the middle, and (C) shows the telephoto end. 2 to 7 are lens cross-sectional views at the wide-angle end of zoom lenses according to Numerical Examples 1 to 6 of the present invention.
【0012】図中、L1は負の屈折力の第1群、L2は
正の屈折力の第2群、L3は負の屈折力の第3群、L4
は正の屈折力の第4群である。SPは絞り、Fは像面で
ある。矢印は広角端から望遠端への変倍を行う際の各レ
ンズ群の移動軌跡を示している。In the figure, L1 is a first lens unit having a negative refractive power, L2 is a second lens unit having a positive refractive power, L3 is a third lens unit having a negative refractive power, and L4 is a negative lens.
Denotes a fourth group having a positive refractive power. SP is an aperture, and F is an image plane. Arrows indicate the trajectories of the movements of the respective lens units when zooming from the wide-angle end to the telephoto end.
【0013】本実施例では図1に示すように広角端から
望遠端への変倍に際しては、第1群L1を像面側に凸状
の軌跡を有しつつ移動させて変倍に伴う像面変動を補正
し、第2群L2を第2群と第1群との間隔が小さくなる
ように移動させ、第3群L3を第3群と第2群との間隔
が大きくなるように移動させ、第4群L4を第4群と第
3群との間隔が小さくなるように移動させている。又、
フォーカスは第1群を移動させて行っている。In this embodiment, as shown in FIG. 1, when changing the magnification from the wide-angle end to the telephoto end, the first unit L1 is moved while having a convex locus on the image plane side, and the image accompanying the magnification is changed. The surface fluctuation is corrected, and the second lens unit L2 is moved so that the distance between the second lens unit and the first lens unit is reduced, and the third lens unit L3 is moved such that the distance between the third lens unit and the second lens unit is increased. Then, the fourth lens unit L4 is moved so that the distance between the fourth lens unit and the third lens unit is reduced. or,
Focusing is performed by moving the first lens unit.
【0014】本実施例では、このように各レンズ群の屈
折力や変倍における各レンズ群の移動条件を設定すると
共に結像倍率や各レンズ群の屈折力等が条件式(1)、
(2)を満足するように設定することにより、レンズ全
長を短縮しつつ、広画角でしかも高変倍比の全変倍範囲
にわたり高い光学性能を有したズームレンズを得てい
る。In this embodiment, the refracting power of each lens unit and the moving condition of each lens unit during zooming are set as described above, and the imaging magnification, the refracting power of each lens unit, and the like are determined by the conditional expression (1).
By setting so as to satisfy (2), a zoom lens having a wide angle of view and high optical performance over the entire zoom range with a high zoom ratio can be obtained while shortening the overall length of the lens.
【0015】次に前述の条件式(1)、(2)の技術的
意味について説明する。Next, the technical meaning of the conditional expressions (1) and (2) will be described.
【0016】条件式(1)は望遠端における第2、第
3、第4群の合成の結像倍率βTを適切に設定し、主に
レンズ全長の短縮化を図りつつ、軸外収差を良好に補正
する為のものである。Conditional expression (1) appropriately sets the combined imaging magnification βT of the second, third, and fourth lens groups at the telephoto end, and favorably reduces off-axis aberrations while mainly shortening the overall lens length. It is for correcting to.
【0017】条件式(1)の下限値を越えて結像倍率β
Tが小さくなりすぎると第1群のレンズ外径が増大する
と共にレンズ全長が長くなってくる。又、上限値を越え
て結像倍率βTが大きくなりすぎると歪曲収差や非点収
差等の軸外収差が増大し、これらの収差をバランス良く
補正するのが難しくなってくる。When the value exceeds the lower limit of conditional expression (1), the imaging magnification β
If T is too small, the outer diameter of the lens of the first group increases and the overall length of the lens increases. If the imaging magnification βT is too large beyond the upper limit, off-axis aberrations such as distortion and astigmatism increase, and it becomes difficult to correct these aberrations in a well-balanced manner.
【0018】条件式(2)は第2群の正の屈折力を適切
に設定し、主に球面収差を良好に補正する為のものであ
る。Conditional expression (2) is for appropriately setting the positive refracting power of the second lens unit and for mainly correcting spherical aberration favorably.
【0019】条件式(2)の下限値を越えて第2群の正
の屈折力が強くなりすぎると第2群で発生する球面収差
を良好に補正するのが難しくなる。又、上限値を越えて
第2群の正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ので
良くない。If the positive refractive power of the second lens unit becomes too strong beyond the lower limit of conditional expression (2), it becomes difficult to satisfactorily correct spherical aberration generated in the second lens unit. If the positive refracting power of the second lens unit becomes too weak beyond the upper limit, the second lens unit which accompanies zooming will be reduced.
This is not good because the amount of movement of the group increases and the overall length of the lens increases.
【0020】尚、本発明において収差補正上、更に好ま
しくは前述の条件式(1)、(2)の下限値と上限値を
次の如く設定するのが良い。In the present invention, in terms of aberration correction, it is more preferable to set the lower limit and the upper limit of conditional expressions (1) and (2) as follows.
【0021】2.8 < −βT <3.8 0.17<f2/fT<0.27 本発明の目的とする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されるが、更に全変倍範囲にわた
り良好なる収差補正を行う為には前述の条件式(1)、
(2)の基で 1<|f1/f2|<2 ・・・・・・・・・・(3) 1<|f4/f3|<2.5 ・・・・・・・・・・(4) なる条件を満足させるのが良い。2.8 <-βT <3.8 0.17 <f2 / fT <0.27 The zoom lens aimed at by the present invention can be achieved by satisfying the above-mentioned conditions. In order to perform good aberration correction over the magnification range, the above-mentioned conditional expression (1)
(2) 1 <| f1 / f2 | <2 (3) 1 <| f4 / f3 | <2.5 (2.5) 4) It is better to satisfy the following conditions.
【0022】条件式(3)は第1群と第2群の焦点距離
の比を適切に設定し、主に望遠端でのレンズ全長の短縮
化を図り、かつ広角側での球面収差を良好に補正する為
のものである。Conditional expression (3) sets the ratio of the focal lengths of the first and second lens groups appropriately, shortens the overall length of the lens mainly at the telephoto end, and improves the spherical aberration on the wide-angle side. It is for correcting to.
【0023】条件式(3)の下限値を越えて第1群の負
の屈折力が強くなりすぎると望遠側でレンズ系全体をテ
レフォトタイプにするのが難しくなりレンズ全長が長く
なってくる。又、上限値を越えて第2群の正の屈折力が
強くなりすぎると広角側で第3群に入射する軸上光束が
収束しすぎる為、第3群の負の屈折力を強くしなければ
ならず、この結果、球面収差が増大してくるので良くな
い。If the negative refractive power of the first lens unit becomes too strong beyond the lower limit of conditional expression (3), it becomes difficult to make the entire lens system a telephoto type on the telephoto side, and the overall length of the lens becomes longer. . On the other hand, if the positive refractive power of the second lens unit becomes too high beyond the upper limit, the axial luminous flux incident on the third lens unit on the wide-angle side converges too much, so that the negative refractive power of the third lens unit must be increased. As a result, spherical aberration increases, which is not good.
【0024】条件式(4)は第4群と第3群の焦点距離
の比を適切に設定し、主に高変倍化を図りつつ諸収差を
バランス良く補正する為のものである。Conditional expression (4) is for appropriately setting the ratio between the focal lengths of the fourth and third lens units, and for correcting various aberrations in a well-balanced manner while achieving a high zoom ratio.
【0025】条件式(4)の下限値を越えて第4群の正
の屈折力が強くなりすぎると望遠側でレンズ系全体をテ
レフォトタイプにするのが難しくなりレンズ全長が長く
なってくる。又、上限値を越えて第4群の正の屈折力が
弱くなりすぎると第4群の変倍負担が少なくなりすぎ、
この結果他のレンズ群の負担が多くなると共に変倍に伴
う移動量が多くなってくるので良くない。If the positive refractive power of the fourth lens unit becomes too strong beyond the lower limit value of conditional expression (4), it becomes difficult to make the entire lens system into a telephoto type on the telephoto side, and the overall length of the lens becomes longer. . If the positive refractive power of the fourth group is too weak beyond the upper limit, the zooming burden of the fourth group will be too small,
As a result, the burden on the other lens groups increases and the amount of movement accompanying zooming increases, which is not good.
【0026】尚、本発明において収差補正上、更に好ま
しくは前述の条件式(3)、(4)の下限値と上限値を
次の如く設定するのが良い。In the present invention, in terms of aberration correction, it is more preferable to set the lower limit and the upper limit of conditional expressions (3) and (4) as follows.
【0027】1.2<|f1/f2|<1.6 1.4<|f4/f3|<2.4 この他、本発明において主に広角側での歪曲収差を良好
に補正しつつ、近接撮影距離を短縮したときの球面収差
やコマ収差等の諸収差の補正を良好に行い、かつレンズ
外径を小さくするには第1群のレンズ構成を次の如く設
定するのが良い。1.2 <| f1 / f2 | <1.6 1.4 <| f4 / f3 | <2.4 In addition, in the present invention, while correcting distortion mainly on the wide-angle side favorably, In order to properly correct various aberrations such as spherical aberration and coma when the close-up shooting distance is reduced and to reduce the lens outer diameter, it is preferable to set the lens configuration of the first group as follows.
【0028】即ち、第1群は最も物体側に物体側に凸面
を向けたメニスカス状の負レンズと、最も像面側に物体
側に凸面を向けたメニスカス状の正レンズ、そして該正
レンズの物体側に負レンズを有するように構成するこ
と、又は第1群の少なくとも1つのレンズ面に非球面を
施すのが良い。That is, the first group includes a meniscus-shaped negative lens having a convex surface facing the object side closest to the object side, a meniscus-shaped positive lens having a convex surface facing the object side closest to the image plane side, and It is preferable to provide a negative lens on the object side, or to apply an aspheric surface to at least one lens surface of the first group.
【0029】更に本発明において特に全変倍範囲にわた
り諸収差の変動を少なくし高い光学性能を得るには物体
側より順に正の屈折力の第2群を負レンズと正レンズの
貼合わせレンズと少なくとも1枚の正レンズを有するよ
うにし、負の屈折力の第3群を正レンズと負レンズの貼
合わせレンズを有するようにし、正の屈折力の第4群を
単一又は貼合わせの正レンズと正レンズ、そして負レン
ズを有するように構成するのが良い。Further, in the present invention, in particular, in order to reduce fluctuations of various aberrations over the entire zoom range and obtain high optical performance, the second lens unit having a positive refractive power is sequentially formed from the object side with a cemented lens of a negative lens and a positive lens. The third lens unit having at least one positive lens, the third lens unit having a negative refractive power includes a cemented lens of a positive lens and a negative lens, and the fourth lens unit having a positive refractive power includes a single or laminated positive lens. It is good to have a lens, a positive lens, and a negative lens.
【0030】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 described. 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 space from the object side, and ni and νi are the i-th lens surfaces in order from the object side. The refractive index and Abbe number of glass.
【0031】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 surface has an X axis in the optical axis direction, an H axis in a direction perpendicular to the optical axis, a positive traveling direction of light, and R represents paraxial curvature radii A, B, C, D, and E each representing an aspherical coefficient. And when
【0032】[0032]
【数1】 なる式で表わしている。(Equation 1) It is represented by the following equation.
【0033】又、前述の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。 数値実施例 1 f =29.0 〜130.5 fno =1:5.8〜8.3 2 ω=73.4 °〜18.8° r 1 = 77.49 d 1= 2.20 n 1=1.69680 ν 1= 55.5 r 2 = 28.52 d 2= 6.50 r 3 =-2151.09 d 3= 1.80 n 2=1.58313 ν 2= 59.4 r 4 = 28.76 d 4= 0.60 r 5 = 27.62 d 5= 3.10 n 3=1.84666 ν 3= 23.9 r 6 = 42.55 d 6= 可変 r 7 = 33.73 d 7= 1.00 n 4=1.84666 ν 4= 23.9 r 8 = 20.36 d 8= 4.20 n 5=1.48749 ν 5= 70.2 r 9 = -174.77 d 9= 0.12 r10 = 38.60 d 10= 2.20 n 6=1.48749 ν 6= 70.2 r11 = 624.67 d 11= 0.12 r12 = 39.89 d 12= 2.40 n 7=1.51633 ν 7= 64.2 r13 = -369.18 d 13= 可変 r14 = ( 絞り) d 14= 1.20 r15 = 611.38 d 15= 4.87 n 8=1.78472 ν 8= 25.7 r16 = -14.63 d 16= 1.00 n 9=1.78590 ν 9= 44.2 r17 = 45.22 d 17= 1.30 r18 = -39.50 d 18= 1.00 n10=1.83400 ν10= 37.2 r19 =-3000.00 d 19= 可変 r20 = 579.83 d 20= 5.60 n11=1.60311 ν11= 60.7 r21 = -15.92 d 21= 1.10 n12=1.84666 ν12= 23.9 r22 = -23.27 d 22= 0.12 r23 = 93.37 d 23= 2.90 n13=1.51633 ν13= 64.2 r24 = -58.10 d 24= 8.62 r25 = -23.15 d 25= 1.20 n14=1.69680 ν14= 55.5 r26 = -74.56Table 1 shows the relationship between the above-mentioned conditional expressions and various numerical values in the numerical examples. Numerical example 1 f = 29.0 to 130.5 fno = 1: 5.8 to 8.32 ω = 73.4 ° to 18.8 ° r 1 = 77.49 d 1 = 2.20 n 1 = 1.69680 ν 1 = 55.5 r 2 = 28.52 d 2 = 6.50 r 3 = -2151.09 d 3 = 1.80 n 2 = 1.58313 ν 2 = 59.4 r 4 = 28.76 d 4 = 0.60 r 5 = 27.62 d 5 = 3.10 n 3 = 1.84666 ν 3 = 23.9 r 6 = 42.55 d 6 = Variable r 7 = 33.73 d 7 = 1.00 n 4 = 1.84666 ν 4 = 23.9 r 8 = 20.36 d 8 = 4.20 n 5 = 1.48749 ν 5 = 70.2 r 9 = -174.77 d 9 = 0.12 r10 = 38.60 d 10 = 2.20 n 6 = 1.48749 ν 6 = 70.2 r11 = 624.67 d 11 = 0.12 r12 = 39.89 d 12 = 2.40 n 7 = 1.51633 ν 7 = 64.2 r13 = -369.18 d 13 = Variable r14 = (Aperture) d 14 = 1.20 r15 = 611.38 d 15 = 4.87 n 8 = 1.78472 ν 8 = 25.7 r16 = -14.63 d 16 = 1.00 n 9 = 1.78590 ν 9 = 44.2 r17 = 45.22 d 17 = 1.30 r18 = -39.50 d 18 = 1.00 n10 = 1.83400 ν10 = 37.2 r19 = -3000.00 d 19 = Variable r20 = 579.83 d 20 = 5.60 n11 = 1.60311 ν11 = 60.7 r21 = -15.92 d 21 = 1.10 n12 = 1.84666 ν12 = 23.9 r22 = -23.27 d 22 = 0.12 r23 = 93.37 d 23 = 2.90 n13 = 1.51633 ν13 = 64.2 r24 = -58.10 d 24 = 8.62 r25 = -23.15 d 25 = 1.20 n14 = 1.69680 ν14 = 55.5 r26 = -74 .56
【0034】[0034]
【表1】 r4は非球面であり、非球面係数は以下のとおりであ
る。 非球面係数 A=0 B=-2.413 ×10-6 C=-1.458 ×10-9 D=-7.468 ×10-12 E=-9.831 ×10-15 数値実施例 2 f =29.0 〜130.5 fno =1:5.8〜8.3 2 ω=73.4 °〜18.8° r 1 = 93.30 d 1= 2.20 n 1=1.77250 ν 1= 49.6 r 2 = 32.51 d 2= 7.20 r 3 = -415.46 d 3= 3.00 n 2=1.69895 ν 2= 30.1 r 4 = -71.57 d 4= 0.12 r 5 = -102.43 d 5= 1.80 n 3=1.58313 ν 3= 59.4 r 6 = 28.85 d 6= 0.60 r 7 = 25.81 d 7= 3.10 n 4=1.69895 ν 4= 30.1 r 8 = 39.21 d 8= 可変 r 9 = 30.86 d 9= 1.00 n 5=1.84666 ν 5= 23.9 r10 = 19.72 d 10= 4.20 n 6=1.48749 ν 6= 70.2 r11 = -577.48 d 11= 0.12 r12 = 56.25 d 12= 2.20 n 7=1.48749 ν 7= 70.2 r13 = 425.77 d 13= 0.12 r14 = 37.09 d 14= 2.40 n 8=1.51633 ν 8= 64.2 r15 = -229.81 d 15= 可変 r16 = (絞り) d 16= 1.20 r17 = -137.34 d 17= 5.15 n 9=1.78472 ν 9= 25.7 r18 = -12.93 d 18= 1.00 n10=1.78590 ν10= 44.2 r19 = 89.91 d 19= 1.30 r20 = -44.89 d 20= 1.00 n11=1.83400 ν11= 37.2 r21 = 533.24 d 21= 可変 r22 = 257.38 d 22= 5.60 n12=1.60311 ν12= 60.7 r23 = -15.84 d 23= 1.10 n13=1.84666 ν13= 23.9 r24 = -24.19 d 24= 0.12 r25 = 69.40 d 25= 2.90 n14=1.51633 ν14= 64.2 r26 = -63.81 d 26= 11.02 r27 = -24.96 d 27= 1.20 n15=1.69680 ν15= 55.5 r28 = -139.55 [Table 1] r4 is an aspherical surface, and the aspherical surface coefficient is as follows. Aspheric coefficient A = 0 B = -2.413 × 10 -6 C = -1.458 × 10 -9 D = -7.468 × 10 -12 E = -9.831 × 10 -15 Numerical example 2 f = 29.0 〜 130.5 fno = 1 : 5.8〜8.32 ω = 73.4 ° 〜18.8 ° r 1 = 93.30 d 1 = 2.20 n 1 = 1.77250 ν 1 = 49.6 r 2 = 32.51 d 2 = 7.20 r 3 = -415.46 d 3 = 3.00 n 2 = 1.69895 ν 2 = 30.1 r 4 = -71.57 d 4 = 0.12 r 5 = -102.43 d 5 = 1.80 n 3 = 1.58313 ν 3 = 59.4 r 6 = 28.85 d 6 = 0.60 r 7 = 25.81 d 7 = 3.10 n 4 = 1.69895 ν 4 = 30.1 r 8 = 39.21 d 8 = Variable r 9 = 30.86 d 9 = 1.00 n 5 = 1.84666 ν 5 = 23.9 r10 = 19.72 d 10 = 4.20 n 6 = 1.48749 ν 6 = 70.2 r11 = -577.48 d 11 = 0.12 r12 = 56.25 d 12 = 2.20 n 7 = 1.48749 ν 7 = 70.2 r13 = 425.77 d 13 = 0.12 r14 = 37.09 d 14 = 2.40 n 8 = 1.51633 ν 8 = 64.2 r15 = -229.81 d 15 = Variable r16 = (Aperture) d 16 = 1.20 r17 = -137.34 d 17 = 5.15 n 9 = 1.78472 ν 9 = 25.7 r18 = -12.93 d 18 = 1.00 n10 = 1.78590 ν10 = 44.2 r19 = 89.91 d 19 = 1.30 r20 = -44.89 d 20 = 1.00 n11 = 1.83400 ν11 = 37.2 r21 = 533.24 d 21 = Variable r22 = 257.38 d 22 = 5.60 n12 = 1.60311 ν12 = 60.7 r23 = -15.84 d 23 = 1.10 n13 = 1.84666 13 = 23.9 r24 = -24.19 d 24 = 0.12 r25 = 69.40 d 25 = 2.90 n14 = 1.51633 ν14 = 64.2 r26 = -63.81 d 26 = 11.02 r27 = -24.96 d 27 = 1.20 n15 = 1.69680 ν15 = 55.5 r28 = -139.55
【0035】[0035]
【表2】 数値実施例 3 f =29.0 〜101.0 fno =1:5.8〜7.2 2 ω=73.4 °〜24.2° r 1 = 86.63 d 1= 2,20 n 1=1.69680 ν 1= 55.5 r 2 = 21.10 d 2= 5.30 r 3 = 299.93 d 3= 1.80 n 2=1.58313 ν 2= 59.4 r 4 = 28.58 d 4= 0.60 r 5 = 27.59 d 5= 2,90 n 3=1.84666 ν 3= 23.9 r 6 = 48.12 d 6= 可変 r 7 = 32.76 d 7= 1.00 n 4=1.84666 ν 4= 23.9 r 8 = 18.97 d 8= 3.80 n 5=1.48749 ν 5= 70.2 r 9 = -231.21 d 9= 0.12 r10 = 34.20 d 10= 2.20 n 6=1.48749 ν 6= 70.2 r11 = 9218.27 d 11= 0.12 r12 = 31.37 d 12= 2,40 n 7=1.51633 ν 7= 64.2 r13 = -585.26 d 13= 可変 r14 = ( 絞り) d 14= 1.20 r15 = -91.19 d 15= 2.30 n 8=1.78472 ν 8= 25.7 r16 = -15.00 d 16= 1.00 n 9=1.78590 ν 9= 44.2 r17 = 35.99 d 17= 可変 r18 = 206.64 d 18= 4.20 n10=1.60311 ν10= 60.7 r19 = -14.83 d 19= 1.10 n11=1.84666 ν11= 23.9 r20 = -20.73 d 20= 0.12 r21 = 55.96 d 21= 2.90 n12=1.51633 ν12= 64.2 r22 = -119.28 d 22= 4.91 r23 = -21.93 d 23= 1.20 n13=1.69680 ν13= 55.5 r24 =-1917.92 [Table 2] Numerical example 3 f = 29.0 to 101.0 fno = 1: 5.8 to 7.2 2 ω = 73.4 ° to 24.2 ° r 1 = 86.63 d 1 = 2,20 n 1 = 1.69680 ν 1 = 55.5 r 2 = 21.10 d 2 = 5.30 r 3 = 299.93 d 3 = 1.80 n 2 = 1.58313 ν 2 = 59.4 r 4 = 28.58 d 4 = 0.60 r 5 = 27.59 d 5 = 2,90 n 3 = 1.84666 ν 3 = 23.9 r 6 = 48.12 d 6 = Variable r 7 = 32.76 d 7 = 1.00 n 4 = 1.84666 ν 4 = 23.9 r 8 = 18.97 d 8 = 3.80 n 5 = 1.48749 ν 5 = 70.2 r 9 = -231.21 d 9 = 0.12 r10 = 34.20 d 10 = 2.20 n 6 = 1.48749 ν 6 = 70.2 r11 = 9218.27 d 11 = 0.12 r12 = 31.37 d 12 = 2,40 n 7 = 1.51633 ν 7 = 64.2 r13 = -585.26 d 13 = Variable r14 = (Aperture) d 14 = 1.20 r15 =- 91.19 d 15 = 2.30 n 8 = 1.78472 ν 8 = 25.7 r16 = -15.00 d 16 = 1.00 n 9 = 1.78590 ν 9 = 44.2 r17 = 35.99 d 17 = variable r18 = 206.64 d 18 = 4.20 n10 = 1.60311 ν10 = 60.7 r19 = -14.83 d 19 = 1.10 n11 = 1.84666 ν11 = 23.9 r20 = -20.73 d 20 = 0.12 r21 = 55.96 d 21 = 2.90 n12 = 1.51633 ν12 = 64.2 r22 = -119.28 d 22 = 4.91 r23 = -21.93 d 23 = 1.20 n13 = 1.69680 ν13 = 55.5 r24 = -1917.92
【0036】[0036]
【表3】 r4は非球面であり、非球面係数は以下のとおりであ
る。 非球面係数 A=0 B=-6.316 ×10-6 C=-8.647 ×10-9 D= 1.608 ×10-11 E=-8.052 ×10-14 数値実施例 4 f =29.0 〜101.0 fno =1:5.8〜7.2 2ω=73.4 °〜24.2° r 1 = 92.46 d 1= 2.20 n 1=1.69680 ν 1= 55.5 r 2 = 23.50 d 2= 4.80 r 3 = 160.41 d 3= 1.80 n 2=1.58313 ν 2= 59.4 r 4 = 28.15 d 4= 0.60 r 5 = 25.54 d 5= 2.50 n 3=1.84666 ν 3= 23.9 r 6 = 37.98 d 6= 可変 r 7 = 28.93 d 7= 1.00 n 4=1.84666 ν 4= 23.9 r 8 = 17.52 d 8= 4.50 n 5=1.48749 ν 5= 70.2 r 9 = -48.08 d 9= 0.12 r10 = 22.18 d 10= 2.50 n 6=1.60311 ν 6= 60.7 r11 = 128.30 d 11= 可変 r12 = ( 絞り) d 12= 1.20 r13 = -169.24 d 13= 2.30 n 7=1.78472 ν 7= 25.7 r14 = -13.89 d 14= 1.00 n 8=1.78590 ν 8= 44.2 r15 = 45.99 d 15= 1.30 r16 = -57.61 d 16= 1.00 n 9=1.83400 ν 9= 37.2 r17 =-1156.32 d 17= 可変 r18 = -404.18 d 18= 4.20 n10=1.60311 ν10= 60.7 r19 = -13.99 d 19= 1.10 n11=1.84666 ν11= 23.9 r20 = -19.70 d 20= 0.12 r21 = 61.94 d 21= 2.90 n12=1.51633 ν12= 64.2 r22 = -47.55 d 22= 4.52 r23 = -20.25 d 23= 1.20 n13=1.69680 ν13= 55.5 r24 = -150.49 [Table 3] r4 is an aspherical surface, and the aspherical surface coefficient is as follows. Aspheric coefficient A = 0 B = -6.316 × 10 -6 C = -8.647 × 10 -9 D = 1.608 × 10 -11 E = -8.052 × 10 -14 Numerical example 4 f = 29.0 to 101.0 fno = 1: 5.8 ~ 7.2 2ω = 73.4 ° ~ 24.2 ° r 1 = 92.46 d 1 = 2.20 n 1 = 1.69680 ν 1 = 55.5 r 2 = 23.50 d 2 = 4.80 r 3 = 160.41 d 3 = 1.80 n 2 = 1.58313 ν 2 = 59.4 r 4 = 28.15 d 4 = 0.60 r 5 = 25.54 d 5 = 2.50 n 3 = 1.84666 ν 3 = 23.9 r 6 = 37.98 d 6 = variable r 7 = 28.93 d 7 = 1.00 n 4 = 1.84666 ν 4 = 23.9 r 8 = 17.52 d 8 = 4.50 n 5 = 1.48749 ν 5 = 70.2 r 9 = -48.08 d 9 = 0.12 r10 = 22.18 d 10 = 2.50 n 6 = 1.60311 ν 6 = 60.7 r11 = 128.30 d 11 = Variable r12 = (Aperture) d 12 = 1.20 r13 = -169.24 d 13 = 2.30 n 7 = 1.78472 ν 7 = 25.7 r14 = -13.89 d 14 = 1.00 n 8 = 1.78590 ν 8 = 44.2 r15 = 45.99 d 15 = 1.30 r16 = -57.61 d 16 = 1.00 n 9 = 1.83400 ν 9 = 37.2 r17 = -1156.32 d 17 = Variable r18 = -404.18 d 18 = 4.20 n10 = 1.60311 ν10 = 60.7 r19 = -13.99 d 19 = 1.10 n11 = 1.84666 ν11 = 23.9 r20 = -19.70 d 20 = 0.12 r21 = 61.94 d 21 = 2.90 n12 = 1.51633 ν12 = 64.2 r22 = -47.55 d 22 = 4.52 r23 = -20.25 d 23 = 1.20 n13 = 1.69680 ν1 3 = 55.5 r24 = -150.49
【0037】[0037]
【表4】 r4は非球面であり、非球面係数は以下のとおりであ
る。 非球面係数 A=0 B=-4.262 ×10-6 C=-4.619 ×10-9 D= 1.543 ×10-11 E=-4.461 ×10-14 数値実施例 5 f =29.0 〜101.0 fno =1:5.8〜7.2 2 ω=73.4 °〜24.2° r 1 = 93.37 d 1= 2.20 n 1=1.69680 ν 1= 55.5 r 2 = 23.31 d 2= 5.20 r 3 = 1102.26 d 3= 1.80 n 2=1.58313 ν 2= 59.4 r 4 = 26.73 d 4= 0.60 r 5 = 25.27 d 5= 2.90 n 3=1.84666 ν 3= 23.9 r 6 = 41.21 d 6= 可変 r 7 = 31.05 d 7= 1.00 n 4=1.84666 ν 4= 23.9 r 8 = 17.86 d 8= 3.80 n 5=1.48749 ν 5= 70.2 r 9 = -192.10 d 9= 0.12 r10 = 34.07 d 10= 2.20 n 6=1.48749 ν 6= 70.2 r11 = -295.39 d 11= 0.12 r12 = 29.20 d 12= 2.40 n 7=1.51633 ν 7= 64.2 r13 =-1090.62 d 13= 可変 r14 = (絞り) d 14= 1.20 r15 = -320.25 d 15= 2.30 n 8=1.78472 ν 8= 25.7 r16 = -16.96 d 16= 1.00 n 9=1.78590 ν 9= 44.2 r17 = 42.34 d 17= 1.30 r18 = -67.71 d 18= 1.00 n10=1.83400 ν10= 37.2 r19 =-3000.00 d 19= 可変 r20 = -57.66 d 20= 3.00 n11=1.48749 ν11= 70.2 r21 = -17.37 d 21= 0.12 r22 = 52.47 d 22= 2.90 n12=1.48749 ν12= 70.2 r23 = -48.57 d 23= 4.25 r24 = -17.03 d 24= 1.20 n13=1.83400 ν13= 37.2 r25= -44.35 [Table 4] r4 is an aspherical surface, and the aspherical surface coefficient is as follows. Aspheric coefficient A = 0 B = -4.262 × 10 -6 C = -4.619 × 10 -9 D = 1.543 × 10 -11 E = -4.461 × 10 -14 Numerical example 5 f = 29.0 to 101.0 fno = 1: 5.8 ~ 7.2 2 ω = 73.4 ° ~ 24.2 ° r 1 = 93.37 d 1 = 2.20 n 1 = 1.69680 ν 1 = 55.5 r 2 = 23.31 d 2 = 5.20 r 3 = 1102.26 d 3 = 1.80 n 2 = 1.58313 ν 2 = 59.4 r 4 = 26.73 d 4 = 0.60 r 5 = 25.27 d 5 = 2.90 n 3 = 1.84666 ν 3 = 23.9 r 6 = 41.21 d 6 = Variable r 7 = 31.05 d 7 = 1.00 n 4 = 1.84666 ν 4 = 23.9 r 8 = 17.86 d 8 = 3.80 n 5 = 1.48749 ν 5 = 70.2 r 9 = -192.10 d 9 = 0.12 r10 = 34.07 d 10 = 2.20 n 6 = 1.48749 ν 6 = 70.2 r11 = -295.39 d 11 = 0.12 r12 = 29.20 d 12 = 2.40 n 7 = 1.51633 ν 7 = 64.2 r13 = -1090.62 d 13 = Variable r14 = (Aperture) d 14 = 1.20 r15 = -320.25 d 15 = 2.30 n 8 = 1.78472 ν 8 = 25.7 r16 = -16.96 d 16 = 1.00 n 9 = 1.78590 ν 9 = 44.2 r17 = 42.34 d 17 = 1.30 r18 = -67.71 d 18 = 1.00 n10 = 1.83400 ν10 = 37.2 r19 = -3000.00 d 19 = Variable r20 = -57.66 d 20 = 3.00 n11 = 1.48749 ν11 = 70.2 r21 = -17.37 d 21 = 0.12 r22 = 52.47 d 22 = 2.90 n12 = 1.48749 ν12 = 70.2 r23 = -48.57 d 23 = 4.25 r24 = -17.03 d 24 = 1.20 n13 = 1.83400 ν13 = 37.2 r25 = -44.35
【0038】[0038]
【表5】 r4は非球面であり、非球面係数は以下のとおりであ
る。 非球面係数 A=0 B=-4.019 ×10-6 C=-1.462 ×10-9 D=-2.416 ×10-12 E= 2.604 ×10-14 数値実施例 6 f =29.0 〜101.0 fno =1:5.8〜7.2 2 ω=73.4 °〜24.2° r 1 = 74.75 d 1= 2.20 n 1=1.69680 ν 1= 55.5 r 2 = 20.52 d 2= 5.50 r 3 = 150.24 d 3= 1.80 n 2=1.58313 ν 2= 59.4 r 4 = 30.91 d 4= 0.60 r 5 = 27.22 d 5= 2.90 n 3=1.84666 ν 3= 23.9 r 6 = 42.40 d 6= 可変 r 7 = 28.02 d 7= 1.00 n 4=1.84666 ν 4= 23.9 r 8 = 17.30 d 8= 4.30 n 5=1.48749 ν 5= 70.2 r 9 = -68.11 d 9= 0.12 r10 = 23.48 d 10= 2.50 n 6=1.60311 ν 6= 60.7 r11 = 243.67 d 11= 可変 r12 = ( 絞り) d 12= 1.20 r13 = -72.31 d 13= 2.30 n 7=1.78472 ν 7= 25.7 r14 = -13.74 d 14= 1.00 n 8=1.78590 ν 8= 44.2 r15 = 37.27 d 15= 可変 r16 = 103.26 d 16= 4.70 n 9=1.60311 ν 9= 60.7 r17 = -14.29 d 17= 1.10 n10=1.84666 ν10= 23.9 r18 = -20.51 d 18= 0.12 r19 = 59.91 d 19= 2.90 n11=1.51633 ν11= 64.2 r20 = -68.46 d 20= 4.26 r21 = -21.45 d 21= 1.20 n12=1.69680 ν12= 55.5 r22 = 244.99 [Table 5] r4 is an aspherical surface, and the aspherical surface coefficient is as follows. Aspheric coefficient A = 0 B = -4.019 × 10 -6 C = -1.462 × 10 -9 D = -2.416 × 10 -12 E = 2.604 × 10 -14 Numerical example 6 f = 29.0 to 101.0 fno = 1: 5.8 ~ 7.2 2 ω = 73.4 ° ~ 24.2 ° r 1 = 74.75 d 1 = 2.20 n 1 = 1.69680 ν 1 = 55.5 r 2 = 20.52 d 2 = 5.50 r 3 = 150.24 d 3 = 1.80 n 2 = 1.58313 ν 2 = 59.4 r 4 = 30.91 d 4 = 0.60 r 5 = 27.22 d 5 = 2.90 n 3 = 1.84666 ν 3 = 23.9 r 6 = 42.40 d 6 = Variable r 7 = 28.02 d 7 = 1.00 n 4 = 1.84666 ν 4 = 23.9 r 8 = 17.30 d 8 = 4.30 n 5 = 1.48749 ν 5 = 70.2 r 9 = -68.11 d 9 = 0.12 r10 = 23.48 d 10 = 2.50 n 6 = 1.60311 ν 6 = 60.7 r11 = 243.67 d 11 = Variable r12 = (Aperture ) d 12 = 1.20 r13 = -72.31 d 13 = 2.30 n 7 = 1.78472 ν 7 = 25.7 r14 = -13.74 d 14 = 1.00 n 8 = 1.78590 ν 8 = 44.2 r15 = 37.27 d 15 = Variable r16 = 103.26 d 16 = 4.70 n 9 = 1.60311 ν 9 = 60.7 r17 = -14.29 d 17 = 1.10 n10 = 1.84666 ν10 = 23.9 r18 = -20.51 d 18 = 0.12 r19 = 59.91 d 19 = 2.90 n11 = 1.51633 ν11 = 64.2 r20 = -68.46 d 20 = 4.26 r21 = -21.45 d 21 = 1.20 n12 = 1.69680 ν12 = 55.5 r22 = 244.99
【0039】[0039]
【表6】 r4は非球面であり、非球面係数は以下のとおりであ
る。 非球面係数 A=0 B=-5.366 ×10-6 C=-9.979 ×10-9 D= 1.329 ×10-11 E=-8.142 ×10-14 [Table 6] r4 is an aspherical surface, and the aspherical surface coefficient is as follows. Aspheric coefficient A = 0 B = -5.366 × 10 -6 C = -9.979 × 10 -9 D = 1.329 × 10 -11 E = -8.142 × 10 -14
【0040】[0040]
【表7】 [Table 7]
【0041】[0041]
【発明の効果】本発明によれば前述の如く4つのレンズ
群の屈折力や変倍に伴う各レンズ群の移動条件等を特定
することにより、レンズ全長を短縮し、かつレンズ鏡筒
構造を簡素にしつつ、比較的広画角でしかも高変倍比の
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。According to the present invention, the total length of the lens is reduced and the lens barrel structure is reduced by specifying the refracting power of the four lens units and the moving conditions of each lens unit upon zooming as described above. It is possible to achieve a zoom lens which has a relatively wide angle of view and high optical performance over the entire zoom range with a high zoom ratio while being simple.
【図1】本発明のズームレンズ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 a zoom lens according to the present invention.
【図2】本発明の数値実施例1の広角端のレンズ断面図FIG. 2 is a sectional view of a lens at a wide angle end according to Numerical Embodiment 1 of the present invention.
【図3】本発明の数値実施例2の広角端のレンズ断面図FIG. 3 is a sectional view of a lens at a wide angle end according to Numerical Example 2 of the present invention.
【図4】本発明の数値実施例3の広角端のレンズ断面図FIG. 4 is a sectional view of a lens at a wide-angle end according to a third numerical embodiment of the present invention.
【図5】本発明の数値実施例4の広角端のレンズ断面図FIG. 5 is a sectional view of a lens at a wide angle end according to Numerical Example 4 of the present invention.
【図6】本発明の数値実施例5の広角端のレンズ断面図FIG. 6 is a sectional view of a lens at a wide angle end according to Numerical Example 5 of the present invention.
【図7】本発明の数値実施例6の広角端のレンズ断面図FIG. 7 is a sectional view of a lens at a wide angle end according to Numerical Embodiment 6 of the present invention.
【図8】本発明の数値実施例1の広角端の収差図FIG. 8 is an aberration diagram at a wide-angle end according to Numerical Embodiment 1 of the present invention.
【図9】本発明の数値実施例1の中間の収差図FIG. 9 is an intermediate aberration diagram of the numerical example 1 of the present invention.
【図10】本発明の数値実施例1の望遠端の収差図FIG. 10 is an aberration diagram at a telephoto end in Numerical Example 1 of the present invention;
【図11】本発明の数値実施例2の広角端の収差図FIG. 11 is an aberration diagram at a wide angle end according to Numerical Example 2 of the present invention.
【図12】本発明の数値実施例2の中間の収差図FIG. 12 is an intermediate aberration diagram of the numerical example 2 of the present invention.
【図13】本発明の数値実施例2の望遠端の収差図FIG. 13 is an aberration diagram at a telephoto end in Numerical Example 2 of the present invention.
【図14】本発明の数値実施例3の広角端の収差図FIG. 14 is an aberration diagram at a wide angle end according to Numerical Example 3 of the present invention.
【図15】本発明の数値実施例3の中間の収差図FIG. 15 is an intermediate aberration diagram of the numerical example 3 of the present invention.
【図16】本発明の数値実施例3の望遠端の収差図FIG. 16 is an aberration diagram at a telephoto end in Numerical Example 3 of the present invention.
【図17】本発明の数値実施例4の広角端の収差図FIG. 17 is an aberration diagram at a wide angle end according to Numerical Example 4 of the present invention.
【図18】本発明の数値実施例4の中間の収差図FIG. 18 is an intermediate aberration diagram of the numerical example 4 of the present invention.
【図19】本発明の数値実施例4の望遠端の収差図FIG. 19 is an aberration diagram at a telephoto end in Numerical Example 4 of the present invention.
【図20】本発明の数値実施例5の広角端の収差図FIG. 20 is an aberration diagram at a wide angle end according to Numerical Example 5 of the present invention.
【図21】本発明の数値実施例5の中間の収差図FIG. 21 is an intermediate aberration diagram of the numerical example 5 of the present invention.
【図22】本発明の数値実施例5の望遠端の収差図FIG. 22 is an aberration diagram at a telephoto end in Numerical Example 5 of the present invention.
【図23】本発明の数値実施例6の広角端の収差図FIG. 23 is an aberration diagram at a wide angle end according to Numerical Example 6 of the present invention.
【図24】本発明の数値実施例6の中間の収差図FIG. 24 is an intermediate aberration diagram of the numerical example 6 of the present invention.
【図25】本発明の数値実施例6の望遠端の収差図FIG. 25 is an aberration diagram at a telephoto end in Numerical Example 6 of the present invention.
L1 第1群 L2 第2群 L3 第3群 L4 第4群 F 像面 SP 絞り ΔS サジタル像面 ΔM メリディオナル像面 d d線 g g線 S.C 正弦条件 L1 First lens unit L2 Second lens unit L3 Third lens unit L4 Fourth lens unit F Image plane SP stop ΔS Sagittal image plane ΔM Meridional image plane dd line gg line S. C sine condition
フロントページの続き (56)参考文献 特開 昭53−34539(JP,A) 特開 昭54−151027(JP,A) 特開 昭59−214009(JP,A) 特開 昭59−229517(JP,A) 特開 昭60−87312(JP,A) 特開 昭61−231517(JP,A) 特開 昭63−241511(JP,A) 特開 平1−216310(JP,A) 特開 平2−136812(JP,A) 特開 平2−201310(JP,A) 特開 平2−296208(JP,A) 特開 平4−235514(JP,A) 特開 平4−235515(JP,A) 特開 平5−19170(JP,A) 特開 平5−134184(JP,A) 特開 平5−173071(JP,A) (58)調査した分野(Int.Cl.7,DB名) G02B 9/00 - 17/08 G02B 21/02 - 21/04 G02B 25/00 - 25/04 Continuation of front page (56) References JP-A-53-34539 (JP, A) JP-A-54-151027 (JP, A) JP-A-59-214009 (JP, A) JP-A-59-229517 (JP) JP-A-60-87312 (JP, A) JP-A-61-231517 (JP, A) JP-A-63-241511 (JP, A) JP-A-1-216310 (JP, A) JP-A-2-136812 (JP, A) JP-A-2-201310 (JP, A) JP-A-2-296208 (JP, A) JP-A-4-235514 (JP, A) JP-A-4-235515 (JP, A A) JP-A-5-19170 (JP, A) JP-A-5-134184 (JP, A) JP-A-5-173071 (JP, A) (58) Fields investigated (Int. Cl. 7 , DB name) G02B 9/00-17/08 G02B 21/02-21/04 G02B 25/00-25/04
Claims (2)
正の屈折力の第2群、負の屈折力の第3群、そして正の
屈折力の第4群の4つのレンズ群を有し、広角端から望
遠端への変倍に際しては、該第1群を像面側に凸状の軌
跡を有しつつ移動させて変倍に伴う像面変動を補正し、
該第2群を該第2群と第1群との間隔が小さくなるよう
に移動させ、該第3群を該第3群と第2群との間隔が大
きくなるように移動させ、該第4群を該第4群と第3群
との間隔が小さくなるように移動させるズームレンズで
あって、前記第1群は、最も物体側に物体側に凸面を向
けたメニスカス状の負レンズと、最も像面側に物体側に
凸面を向けたメニスカス状の正レンズ、そして該正レン
ズの物体側に負レンズを有すると共に、望遠端における
該第2、第3、第4群の合成の結像倍率をβT、第i群
の焦点距離をfi、望遠端における全系の焦点距離をf
Tとしたとき、 2.8 < −βT <3.8 0.17<f2/fT<0.27 なる条件を満足することを特徴とするズームレンズ。A first group having a negative refractive power , in order from the object side;
It has four lens groups, a second group having a positive refractive power, a third group having a negative refractive power, and a fourth group having a positive refractive power. The first lens group is moved while having a convex locus on the image plane side to correct the image plane fluctuation due to zooming,
The second group is moved so that the distance between the second group and the first group is reduced, and the third group is moved so that the distance between the third group and the second group is increased. in the fourth group and the fourth group zoom lens Before moving and the interval between the third group becomes small
The first lens group has a convex surface facing the object side closest to the object side.
With a meniscus-shaped negative lens,
Meniscus-shaped positive lens with a convex surface, and the positive lens
A negative lens on the object side of the zoom lens, the combined imaging magnification of the second, third, and fourth units at the telephoto end is βT, the focal length of the i-th unit is fi, and the focal length of the entire system at the telephoto end is To f
A zoom lens characterized by satisfying the following condition : 2.8 <−βT <3.8 0.17 <f2 / fT <0.27
レンズ。2. The zoom lens according to claim 1, wherein the following condition is satisfied: 1 <| f1 / f2 | <21.ltoreq. | F4 / f3 | <2.5.
Priority Applications (1)
Application Number | Priority Date | Filing Date | Title |
---|---|---|---|
JP4144745A JP3018742B2 (en) | 1992-05-11 | 1992-05-11 | Zoom lens |
Applications Claiming Priority (1)
Application Number | Priority Date | Filing Date | Title |
---|---|---|---|
JP4144745A JP3018742B2 (en) | 1992-05-11 | 1992-05-11 | Zoom lens |
Publications (2)
Publication Number | Publication Date |
---|---|
JPH05313065A JPH05313065A (en) | 1993-11-26 |
JP3018742B2 true JP3018742B2 (en) | 2000-03-13 |
Family
ID=15369381
Family Applications (1)
Application Number | Title | Priority Date | Filing Date |
---|---|---|---|
JP4144745A Expired - Fee Related JP3018742B2 (en) | 1992-05-11 | 1992-05-11 | Zoom lens |
Country Status (1)
Country | Link |
---|---|
JP (1) | JP3018742B2 (en) |
Families Citing this family (12)
Publication number | Priority date | Publication date | Assignee | Title |
---|---|---|---|---|
US5585970A (en) * | 1994-04-19 | 1996-12-17 | Nikon Corporation | Zoom lens with high zoom ratio |
JP2000305017A (en) * | 1999-04-20 | 2000-11-02 | Olympus Optical Co Ltd | High variable power zoom lens |
JP4392901B2 (en) | 1999-05-26 | 2010-01-06 | キヤノン株式会社 | Zoom lens |
JP3752174B2 (en) | 2001-10-29 | 2006-03-08 | ペンタックス株式会社 | Zoom lens system |
JP4289958B2 (en) | 2003-09-19 | 2009-07-01 | キヤノン株式会社 | Zoom lens and imaging apparatus having the same |
JP4507543B2 (en) * | 2003-09-29 | 2010-07-21 | 株式会社ニコン | Zoom lens |
US7075730B2 (en) | 2004-06-25 | 2006-07-11 | Canon Kabushiki Kaisha | Zoom lens system and image pickup apparatus including the same |
JP5130806B2 (en) * | 2006-07-21 | 2013-01-30 | 株式会社ニコン | Magnification optical system, image pickup device, and magnifying optical system magnifying method |
CN102608736A (en) | 2006-07-21 | 2012-07-25 | 株式会社尼康 | Zoom lens system, imaging apparatus, and method for zooming the zoom lens system |
JP5457750B2 (en) * | 2009-08-03 | 2014-04-02 | オリンパス株式会社 | Variable magnification optical system and imaging apparatus having the same |
JP4586102B2 (en) * | 2009-09-03 | 2010-11-24 | キヤノン株式会社 | Zoom lens |
JP6830645B2 (en) * | 2016-09-16 | 2021-02-17 | 株式会社nittoh | Optical system and imaging device for imaging |
-
1992
- 1992-05-11 JP JP4144745A patent/JP3018742B2/en not_active Expired - Fee Related
Also Published As
Publication number | Publication date |
---|---|
JPH05313065A (en) | 1993-11-26 |
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