Imaging lens assembly having multiple lenses with positive and negative refractive powers
An imaging lens, which can be suitable for small-size information terminals, such as mobile phones equipped with cameras, or Personal Digital Assistants (PDAs). The imaging lens includes an iris, a first lens having a positive refractive power, a second lens, having a negative refractive power, a third lens having an aspherical shape and a positive refractive power, and a fourth lens having an aspherical shape and a negative refractive power.
1. An imaging lens, comprising:
an iris, a first lens, a second lens, a third lens, and fourth lens sequentially arranged in a direction from an object side,
wherein the first lens is a positive lens having positive refractive power,
wherein the second lens is a negative lens having negative refractive power,
wherein the third lens is a positive lens, which has at least one surface formed in an aspherical shape and has positive refractive power, and
wherein the fourth lens is a negative lens, which has an image side surface formed in an aspherical shape and an object side surface formed in a spherical shape, and has negative refractive power, and
wherein the imaging lens is configured to satisfy the following conditional expressions:
( r 3 +r 4)/( r 3 −r 4)>−0.7 [1]
v 1 −v 2>15.0 [2]
v 3 −v 2>15.0 [3]
0>R 3R >R 4F [4]
where r 3 is a radius of curvature of an object side surface of the second lens, r 4 is a radius of curvature of an image side surface of the second lens, v 1 , v 2 and v 3 are Abbe constants of the first, second and third lenses, respectively, R 3R is a radius of curvature at a center of an image side surface of the third lens, and R 4F is a radius of curvature at a center of an object side surface of the fourth lens.
2. The imaging lens according to claim 1 , wherein the imaging lens is configured to satisfy the following conditional expression [5] for power of the first lens and to satisfy the following conditional expression [6] for dimensions of an entire imaging lens along an optical axis,
0 <f 1 /f< 0.8 [5]
TL/f< 1.7 [6]
where f is a focal distance of the entire imaging lens, f 1 is a focal distance of the first lens, and TL is a distance from an object side of the iris to an imaging surface.