Keplerian zoom finder optical system

Claim 2

A Keplerian zoom finder optical system having a zoom power variable objective lens, said Keplerian zoom finder optical system comprising: a zoom objective lens including a first lens group having a negative refracting power and capable of being moved for the purpose of conducting the zoom power variation and a second lens group including at least a positive meniscus lens whose convex surface faces an image and having a positive refracting power, said second lens group being relatively moved with respect to said first lens group for the purpose of conducting the zoom power variation; and an ocular used for enlarging and observing the image formed by said zoom objective lens, wherein provided that the focal length of said first lens group is f 1 , the focal length of said second lens group is f 2 , and the curvature radius of said convex surface is r a , the structure thereof is so formed as to meet the following conditions: ##EQU14##

Claim 3

A zoom finder optical system according to claim 1, wherein said second lens group further includes a two side convex lens at the position more adjacent to an object than said positive meniscus lens and is structured so as to meet the following conditions, wherein r b is the radius of curvature of the surface of the two side convex lens of the second lens group facing the object, and r c is the radius of curvature of the surface of the two side convex lens of the second lens group facing the image: ##EQU15##

Claim 4

A zoom finder optical system according to claim 1, wherein said second lens group further includes a two side convex lens at a position more adjacent to the object than said positive meniscus lens and a surface of said positive meniscus lens facing the image is formed as an aspheric surface whose curvature is weakened in proportion to a distance from an optical axis.

Claim 5

A zoom finder optical system according to claim 1, wherein said zoom objective lens further includes a third lens group having a positive refracting power adjacent to a composed focal point of said first lens group and said second lens group, said zoom objective lens being so structured as to meet following conditions provided that the focal length of said second lens group is f 2 , the focal length of said third lens group is f 3 , and the distance from an apex of a final plane of said third lens group to a focal point of said zoom objective lens is l: ##EQU16##

Claim 6

A zoom finder optical system according to claim 1, wherein said first lens group comprises a negative lens whose strong concave surface faces the image and a positive meniscus lens whose convex surface faces the object in this sequential order counted from the object, said first lens group being so structured as to meet the following conditions provided that the curvature radius of a surface of said negative lens facing the image is r e and the curvature radius of a surface of said positive meniscus lens facing the object is r f: ##EQU17##

Claim 7

A zoom finder optical system according to claim 5, wherein said surface of said negative lens in said first lens group facing the image is formed as an aspheric surface whose curvature is weakened toward a periphery thereof.

Claim 8

A zoom finder optical system according to claim 1, wherein said first lens group comprises a negative meniscus lens whose convex surface faces the object, said first lens group being so formed as to meet the following conditions provided that the curvature radius of surfaces of said negative meniscus lens facing the object and image are r d and r e respectively: ##EQU18##

Claim 9

A zoom finder optical system according to claim 7, wherein said surface of said negative meniscus lens facing the image is formed as an aspheric surface whose curvature is weakened toward a periphery thereof.

Claim 10

A zoom finder optical system according to claim 1, wherein said zoom objective lens is composed in accordance with data shown in the following: TABLE ______________________________________ f = 12 to 28, FN = 6.0, 2ω = 53.4 to 23.4° ______________________________________ r d ν n ______________________________________ 1 40.348 1.30 57.6 1.49108 2* 4.718 (r.sub.e) 2.70 3 6.928 (r.sub.f) 2.20 57.6 1.49108 4 11.230 (variable) 5 15.194 (r.sub.b) 3.50 57.6 1.49108 6 -21.164 (r.sub.c) 2.50 7 -5.077 (r.sub.a) 2.00 57.6 1.49108 8* -5.026 (r.sub.g) (variable) ______________________________________ f 12.0000 to 28.0000 d4 16.8145 to 2.4144 d8 26.2605 to 42.2604 ______________________________________ wherein for the second surface: Reference curvature radius: R.sub.e = 4.718 Conical constant: k = 0.5000E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.7952E-04, A6 = 0.7787E-05 A8 = -0.3410E-06, A10 = 0.7291E-08 wherein for the eighth surface: Reference curvature radius: R.sub.g = -5.026 Conical constant: k = 0.5700E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.6904E-04, A6 = 0.4542E-05 A8 = -0.4642E-06, A10 = 0.3693E-08 ______________________________________ wherein, the numbers disposed in the left column of the table represent lens surfaces in sequential order counted from an object, symbol r represents the curvature radius of a surface of a lens, d represents the distance between surfaces of lenses, υ represents the Abbe number, n represents the refracting power with respect to line d (λ=587.6 nm), f represents the focal length, FN represents the F-number, 2ω represents the angle of field, symbol * disposed to the right of a lens surface number represents an aspheric surface, the aspheric surface being expressed by the aspheric surface equation: ##EQU19## where y represents the vertical height from the optical axis, the distance at y from the apex of the aspheric surface to the contact plane along the optical axis is x (y), and R represents the reference curvature radius, and wherein the conical constant and the aspheric surface coefficients are expressed in terms of E, representing the base 10, followed by a number designating a power to which the base 10 is raised.

Claim 11

A zoom finder optical system according to claim 1, wherein said zoom objective lens is composed in accordance with data shown in the following: TABLE ______________________________________ f = 10 to 18, FN = 6.3, 2ω = 55 to 31.4° ______________________________________ r d ν n ______________________________________ 1 116.480 (r.sub.d) 1.30 57.6 1.49108 2* 6.213 (r.sub.e) (variable) 3 8.162 (r.sub.b) 3.00 57.6 1.49108 4 -24.126 (r.sub.c) 2.00 5 -4.062 (r.sub.a) 2.00 57.6 1.49108 6* -3.977 (r.sub.g) (variable) ______________________________________ f 10.0000 to 18.0000 d2 11.8219 to 4.5059 d6 18.1750 to 27.9076 ______________________________________ wherein for the second surface: Reference curvature radius: R.sub.e = 6.213 Conical constant: k = 0.7000E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.1195E-03, A6 = 0.4145E-05 A8 = -0.2224E-06, A10 = -0.2478E-08 wherein for the sixth surface: Reference curvature radius: R.sub.g = -3.977 Conical constant: k = 0.1000E + 01 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.7988E-03, A6 = 0.1329E-03 A8 = -0.1317E-04, A10 = 0.9130E-06 ______________________________________ wherein, the numbers disposed in the left column of the table represent lens surfaces in sequential order counted from an object, symbol r represents the curvature radius of a surface of a lens, d represents the distance between surfaces of lenses, υ represents the Abbe number, n represents the refracting power with respect to line d (λ=587.6 nm), f represents the focal length, FN represents the F-number, 2ω represents the angle of field, symbol * disposed to the right of a lens surface number represents an aspheric surface, the aspheric surface being expressed by the aspheric surface equation: ##EQU20## where y represents the vertical height from the optical axis, the distance at y from the apex of the aspheric surface to the contact plane along the optical axis is x (y), and R represents the reference curvature radius, and wherein the conical constant and the aspheric surface coefficients are expressed in terms of E, representing the base 10, followed by a number designating a power to which the base 10 is raised.

Claim 12

A zoom finder optical system according to claim 1, wherein said ocular includes a positive field lens whose surface with a strong curvature faces the image, a thick parallel plate, and a positive lens whose surface with a strong curvature faces the object and is an aspheric surface, said ocular being composed in accordance with data shown in the following: TABLE ______________________________________ f = 35.08, magnification 0.41X to 0.96X Diopter: -1.02 ______________________________________ r d ν n ______________________________________ 1.00 1 ∞ 3.50 57.6 1.49108 2 -14.000 0.50 3 ∞ 19.00 57.6 1.49108 4 ∞ 14.00 5* 24.000 5.50 57.6 1.49108 6 -48.000 15.00 (E.P.) ______________________________________ wherein for the fifth surface: Reference curvature radius: R = 24.000 Conical constant: k = -0.4700E + 00 the n-th aspheric coefficient: An = 0 ______________________________________ wherein, the numbers disposed in the left column of the table represent lens surfaces in sequential order counted from an object, symbol r represents the curvature radius of a surface of a lens, d represents the distance between surfaces of lenses, υ represents the Abbe number, n-represents the refracting power with respect to line d (λ=587.6 nm), f represents the focal length, FN represents the F-number, 2ω represents the angle of field, symbol * disposed to the right of a lens surface number represents an aspheric surface, the aspheric surface being expressed by the aspheric surface equation: ##EQU21## where y represents the vertical height from the optical axis, the distance at y from the apex of the aspheric surface to the contact plane along the optical axis is x (y), and R represents the reference curvature radius, and wherein the conical constant is expressed in terms of E, representing the base 10, followed by a number designating a power to which the base 10 is raised; and wherein in the table the uppermost distance d represents the distance from the focal plane of the zoom lens to the first surface of the ocular and the lowermost distance d represents the distance from the final plane of the ocular to the eyepoint (E.P.), f e represents the focal length of the ocular, and the magnification and the diopter are those when combined with the zoom objective lens.

Claim 13

A zoom finder optical system according to claim 4, wherein said zoom objective lens is composed in accordance with data shown in the following: TABLE ______________________________________ f = 11 to 20, FN = 4.0, 2ω = 56.2 to 30.6° ______________________________________ r d ν n ______________________________________ 1 190.445 1.30 57.6 1.49108 2* 5.199 (r.sub.e) 2.50 3 6.580 (r.sub.f) 2.20 57.6 1.49108 4 9.594 (variable) 5 13.608 (r.sub.b) 3.50 57.6 1.49108 6 -13.439 (r.sub.c) 2.40 7 -4.600 (r.sub.a) 2.00 57.6 1.49108 8* -4.364 (r.sub.g) (variable) 9 ∞ 18.00 57.6 1.49108 10 -15.223 (variable) ______________________________________ f 11.0000 to 20.0000 d4 9.9000 to 1.2594 d8 7.1166 to 15.7087 d10 2.0000 to 2.0000 ______________________________________ wherein for the second surface: Reference curvature radius: R.sub.e = 5.199 Conical constant: k = 0.7000E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.1391E-03, A6 = 0.1740E-05 A8 = -0.2301E-06, A10 = -0.7127E-08 wherein for the eighth surface: Reference curvature radius: R.sub.g = -4.634 Conical constant: k = 0.5500E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.7585E-04, A6 = 0.1068E-04 A8 = -0.22 wherein for the second surface: Reference curvature radius: R.sub.e = 6.213 Conical constant: k = 0.7000E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.7585E-04, A6 = 0.1068E-04 A8 = -0.2250E-05, A10 = 0.1440E-06 A12 = -0.3800E-08 ______________________________________ wherein, the numbers disposed in the left column of the table represent lens surfaces in sequential order counted from an object, symbol r represents the curvature radius of a surface of a lens, d represents the distance between surfaces of lenses, υ represents the Abbe number, n represents the refracting power with respect to line d (λ=587.6 nm), f represents the focal length, FN represents the F-number, 2ω represents the angle of field, symbol * disposed to the right of a lens surface number represents an aspheric surface, the aspheric surface being expressed by the aspheric surface equation: ##EQU22## where y represents the vertical height from the optical axis, the distance at y from the apex of the aspheric surface to the contact plane along the optical axis is x (y), and R represents the reference curvature radius, and wherein the conical constant and the aspheric surface coefficients are expressed in terms of E, representing the base 10, followed by a number designating a power to which the base 10 is raised.

Claim 14

A zoom finder optical system according to claim 4, wherein said zoom objective lens is composed in accordance with data shown in the following: TABLE ______________________________________ F = 9 to 16.2, FN = 4.0, 2ω = 56.2 to 31.3° ______________________________________ r d ν n ______________________________________ 1 -37.237 1.00 57.6 1.49108 2* 3.912 (r.sub.e) 1.30 3 5.985 (r.sub.f) 1.80 57.6 1.49108 4 16.103 (variable) 5 5.165 (r.sub.b) 2.60 57.6 1.49108 6 -72.796 (r.sub.c) 1.20 7 -12.279 (r.sub.a) 1.80 57.6 1.49108 8* -11.056 (r.sub.g) (variable) 9 ∞ 18.70 57.6 1.49108 10 -10.500 (variable) ______________________________________ f 9.0000 to 16.2000 d4 7.0753 to 1.1046 d8 0.4408 to 6.3958 d10 0.7000 to 0.7000 ______________________________________ wherein for the second surface: Reference curvature radius: R.sub.e = 3.912 Conical constant: k = 0.7000E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = -0.3526E-03, A6 = 0.1783E-04 A8 = -0.7944E-05, A10 = 0.2283E-08 wherein for the eighth surface: Reference curvature radius: R.sub.g = -11.056 Conical constant: k = 0.5500E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.1770E-02, A6 = 0.6161E-04 A8 = -0.7563E-06, A10 = 0.6326E-06 ______________________________________ wherein, the numbers disposed in the left column of the table represent lens surfaces in sequential order counted from an object, symbol r represents the curvature radius of a surface of a lens, d represents the distance between surfaces of lenses, υ represents the Abbe number, n represents the refracting power with respect to line d (λ=587.6 nm), f represents the focal length, FN represents the F-number, 2ω represents the angle of field, symbol * disposed to the right of a lens surface number represents an aspheric surface, the aspheric surface being expressed by the aspheric surface equation: ##EQU23## where y represents the vertical height from the optical axis, the distance at y from the apex of the aspheric surface to the contact plane along the optical axis is x (y), and R represents the reference curvature radius, and wherein the conical constant and the aspheric surface coefficients are expressed in terms of E, representing the base 10, followed by a number designating a power to which the base 10 is raised.

Claim 15

A zoom finder optical system according to claim 4, wherein said zoom objective lens is composed in accordance with data shown in the following: TABLE ______________________________________ F = 9 to 16.2, FN = 4.0, 2ω = 56.1 to 30.9° ______________________________________ r d ν n ______________________________________ 1 -40.418 1.00 57.6 1.49108 2* 4.089 (r.sub.e) 1.30 3 5.657 (r.sub.f) 1.80 57.6 1.49108 4 12.286 (variable) 5 6.000 (r.sub.b) 2.60 57.6 1.49108 6 -20.380 (r.sub.c) 1.60 7 -6.474 (r.sub.a) 1.80 57.6 1.49108 8* -6.332 (r.sub.g) (variable) 9 ∞ 18.40 57.6 1.49108 10 -12.277 (variable) ______________________________________ f 9.0000 to 16.200 d4 6.7014 to 0.6684 d8 0.5268 to 6.5387 d10 1.0000 to 1.0000 ______________________________________ wherein for the second surface: Reference curvature radius: R.sub.e = 4.089 Conical constant: k = 0.7000E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = -0.1893E-03, A6 = 0.3937E-04 A8 = -0.7224E-05, A10 = 0,2212E-06 wherein for the eighth surface: Reference curvature radius: R.sub.g = -6.332 Conical constant: k = 0.5500E + 00 Aspheric surface coefficients: A2 = 0.0000 A4 = 0.09159E-03, A6 = 0.5946E-04 A8 = -0.2361E-05, A10 = 0.3005E-06 ______________________________________ wherein, the numbers disposed in the left column of the table represent lens surfaces in sequential order counted from an object, symbol r represents the curvature radius of a surface of a lens, d represents the distance between surfaces of lenses, υ represents the Abbe number, n represents the refracting power with respect to line d (λ=587.6 nm), f represents the focal length, FN represents the F-number, 2ω represents the angle of field, symbol * disposed to the right of a lens surface number represents an aspheric surface, the aspheric surface being expressed by the aspheric surface equation: ##EQU24## where y represents the vertical height from the optical axis, the distance at y from the apex of the aspheric surface to the contact plane along the optical axis is x (y), and R represents the reference curvature radius, and wherein the conical constant and the aspheric surface coefficients are expressed in terms of E, representing the base 10, followed by a number designating a power to which the base 10 is raised.

Claim 16

A zoom finder optical system according to claim 4, wherein said ocular includes a positive lens whose surface with a strong curvature faces the image and a positive lens whose surface with a strong curvature faces the object, said ocular being composed in accordance with data shown in the following: TABLE ______________________________________ f.sub.e = 22.78, magnification 0.48X to 0.88X Diopter: -1.06 r d ν n ______________________________________ 0.00 1 ∞ 24.00 57.6 1.49108 2 -20.000 10.00 3 23.000 3.00 57.6 1.49108 4 -102.000 15.00 (E.P.) ______________________________________ wherein, the numbers in the left column of the table represent lens surfaces in sequential order counted from an object, r represents the curvature radius of a surface of a lens, d represents the distance between surfaces of lenses, υ represents the Abbe number, n represents the refracting power with respect to line d (λ=587.6 nm), the uppermost distance d represents the distance from the focal plane of the zoom lens to the first surface of the ocular, the lowermost distance d represents the distance from the final plane of the ocular to the eyepoint (E.P.), f e represents the focal length of the ocular, and the magnification and the diopter are those when combined with the zoom objective lens.