What do you know about a spherical lens?


An introduction of the spherical lens


A spherical lens is a lens with a fixed radius of curvature on the surface of the lens inside the optical aperture. Spherical lenses are mainly divided into double convex lens, flat and concave lens, concave and convex lens, double concave lens, etc., which can be customized according to customer drawings or sample processing, to meet the different application needs of customers.

 

Spherical lens classification diagram:

 

Figure 1. Structural diagram of different types of spherical lenses

 

 

Spherical lens display diagram:

 

 

Figure 2 Physical lens

 

Application areas of spherical lenses

There are various kinds of spherical lenses, different spherical lenses, the scope of application is also different. Spherical lenses can be used to focus, collimor expand light and can be used in industries such as metrology, microscopy, laser, aerospace or medical technologies.

 

Figure 3. Industrial applications

The imaging formula for a spherical lens

Spherical lens is generally convex or concave lens, and its imaging rules can be expressed by the lens imaging formula:

1/u+1/v=1/f

(Positive and negative for symbols: constant positive value from u. The positive and negative of the image distance v are determined by the real virtual of the image, v is positive in the real image and v is negative in the virtual image. The f of the convex lens is positive and the f of the concave lens is negative. )

According to the above formula, the deformation can be obtained after:

f=uv/(u+v) 或u=vf/(v-f)或v=uf/(u-f)

 

Category of spherical lens and action on light:

Table 1 Description of the lens structure

 classify

 

   distinguis

biconvex lens

biconcave lens

planoconvex lens

planoconcave lens

characteristic

Thick along the central edge

The thick edge of the center is thin

The outer surface of the sphere is taken as the reflecting surface

Take the spherical inner surface as catopter

The effect on the parallel light

focal point

There are two real foci

There are two virtual foci

Parallel light focus into a point that is the focus of the convex lens.

Parallel light is converted into divergent light, and the divergent light is inversely focused on the virtual focus of the concave lens with a negative focal length.

 

 

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