The lens in these glasses are blue.
- An example of lens is the clear pieces covering the eyes in eye glasses.
- An example of lens is what a camera uses to take photos.
- a piece of glass, or other transparent substance, with two curved surfaces, or one plane and one curved, regularly bringing together or spreading rays of light passing through it: a lens or combination of lenses is used in optical instruments, eyeglasses, etc. to form an image
- a combination of two or more such pieces
- any of various devices used to focus microwaves, electrons, or sound waves
- Anat. a transparent, biconvex body situated between the iris and the vitreous humor of the eye: it focuses upon the retina light rays entering the pupil
Origin of lensL, lentil: from the resemblance to the shape of a lentil
- to photograph
- to make a film of
- A ground or molded piece of glass, plastic, or other transparent material with opposite surfaces either or both of which are curved, by means of which light rays are refracted so that they converge or diverge to form an image.
- A combination of two or more such pieces, sometimes with other optical devices such as prisms, used to form an image for viewing or photographing. Also called compound lens.
- A thin piece of glass or plastic, as on a pair of sunglasses, that transmits light without refraction.
- A device or phenomenon (such as a gravitational field) that causes light or other radiation to converge or diverge by an action analogous to that of a lens.
- a. A transparent, biconvex structure in the eye of a vertebrate or cephalopod that is located between the iris and the vitreous humor and focuses light rays entering through the pupil to form an image on the retina.b. A similar structure in many invertebrates.
transitive verblensed, lens·ing, lens·es
- Informal To make a photograph or movie of.
- To bend or distort (light, for example) by means of a lens, especially a gravitational field.
Origin of lensNew Latin lēns, from Latin, lentil (from the shape of a double convex lens).
Light rays converge when passing through a biconvex lens (top) and diverge when passing through a biconcave lens (bottom).f indicates the focus.
Latin lens (“a lentil bean”)