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A lens is an optical device that projects an image onto a plane. In optics, it is considered as equivalent to a converging lens.

The parameters that determine the consumer properties of lenses have long been defined, and are well known to everyone who has been involved in photography. Therefore, the figures that can be found on the lenses of video cameras are not a mystery to them.

The rest need a little explanation.

Usually, two values ​​​​can be found on the lens (or in the performance characteristics of the camera).

This is: f - always two digits, from some to some.

For example: f=3,6~36mm. and F is usually a single digit, eg F=1.8.

But sometimes there are two, for example F=1.8-3.0

Let's start with a small f, as it is simpler, and necessary to explain the second value.

Under this letter lies the focal length.

Focal length is the distance from the plane on which the image is focused (in our case it is CCD, in cameras and film cameras) to the thin lens of the objective.

To exclude the effect of focusing, the object that is projected onto the CCD must be at infinity.

In other words, the focal length is the distance between a thin lens and an image of an infinitely distant object.

Two numbers - indicate that the lens has a variable focal length. It is usually measured in millimeters.

When you change the focal length, the viewing angle changes. The longer the focal length, the smaller the viewing angle. Conversely, the smaller it is, the larger the viewing angle.

In addition, the optical zoom of the lens is based on changing the focal length, the smaller the focal length, the larger the zoom. By the way, zoom can be easily calculated by dividing the larger value of the focal length by the smaller one.

So, for example, a lens with a focal length of f=3.6~36 mm has a zoom of 10x, and a lens with a focal length of f = 4.1~73.8 mm has a zoom of 18x. The focal length values ​​directly depend on the size of the CCD (after all, this is what determines what size the projected and focused image should be).

You should not chase after too large a range of focal lengths.

There are no miracles, and trying to get a huge zoom with a small lens size will not lead to anything good.

The second value usually given for lenses is aperture ratio. It is calculated according to a simple formula, if the diameter of the hole through which the light passes is divided by the focal length, then we get a value equal to one divided by the relative aperture: D / f = 1 / F The correct marking of the relative aperture looks like, for example, 1: 1.8 or 1 :3.0. But often they write easier, F=1.8 or F=3.0.

As you can see, the relative aperture can change both with a change in the focal length and with a change in the diameter of the lens. The diameter of the lens itself, of course, no one changes, this is the aperture. The diaphragm usually consists of several metal plates that, moving in a spiral, can change the diameter of the hole in the middle.

It is clearly visible on the lenses of old cameras, but you should not even try to see it in new video cameras. On new cameras, the aperture (if there is one at all) is hidden deep inside, and it is not visible from the outside. It is adjusted automatically, depending on the lighting, and the user can only influence it by adjusting the exposure.

The smaller the Aperture (F) value, the better the lens transmits light, which means that you can expect better results from it in low light conditions. A high F value indicates a large depth of field. It should be borne in mind that the best lens can be hopelessly ruined by a bad CCD.

However, such combinations are not found among serial cameras. Relative aperture and focal lengths, although important, are by no means the only parameters that determine the quality of a lens. With a small lens diameter, characteristic of amateur video cameras, and a sufficiently large range of focal lengths, it is almost impossible to avoid various optical distortions (aberations).

Publication: video-minidv.blogspot.com

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