4321 Allicdata Electronics
Allicdata Part #:

L30011-ND

Manufacturer Part#:

4321

Price: $ 0.00
Product Category:

Optoelectronics

Manufacturer: Visual Communications Company - VCC
Short Description: LENS FOR T1-3/4 LED RED SQUARE
More Detail: Lens Cap Red 180° Wide 5mm, T-1 3/4 LED Snap In
DataSheet: 4321 datasheet4321 Datasheet/PDF
Quantity: 1000
Lead Free Status / RoHS Status: Lead free / RoHS Compliant
1 +: 0.00000
Stock 1000Can Ship Immediately
$ 0
Specifications
Series: 4321
Part Status: Obsolete
Lead Free Status / RoHS Status: --
Type: Lens Cap
Color: Red
Number of LEDs: 1
Lens Style: Square with Flat Top
Lens Size: 7.11mm x 7.11mm
Lens Transparency: --
Optical Pattern: Wide
Viewing Angle: 180°
For Use With/Related Manufacturer: General Purpose
Material: Polycarbonate
Mounting Type: Snap In
Description

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Optics - Lenses

A lens is a curved piece of transparent material, typically composed of plastic or glass, that converges or diverges light beams. Lenses are used in many optical devices including telescopes, microscopes, binoculars, cameras, eyeglasses, and other optical systems such cameras and scanners. When light enters a more curved surface, the angle of incidence (the angle between the incident light ray and the normal to the surface) is increased. This produces a refracted (bent) ray of light that can be focused onto a single point.

The most common type of lens is the double convex, which uses two curved surfaces and converts incoming collimated light into converging rays when the object is placed at its focal length from the lens. The double concave lens is used for diverging light, where the image formed by the lens is larger than the object. A simple lens is formed by two plane or curved surfaces that are either diverging or converging. A converging or diverging lens, depending on its focal length, is used to focus or defocus light onto an object depending on its angular size.

4:3:2:1 Application Field and Working Principle

The 4:3:2:1 (four-three-two-one) field and working principle is an optical effect created when a 4:3:2:1 element is placed in the same optical system as a microscope objective lens. The 4:3:2:1 element is typically a combination of four wedge shaped components that are arranged in a trapezoid shape. Each of these components has a different refractive index than the others. The different refractive indices of each component refracts the incoming light into progressively sparse bundles of light. This results in an optical effect which can magnify an image or have other optical effects.

The 4:3:2:1 field and working principle works by combining four two-sided wedge shaped components of varying refractive indices. The result is that the light entering the system is refracted at different angles, splitting the light into four distinct groups of angles. This separation of the angles produces an effect known as the 4:3:2:1 Field. The 4:3:2:1 effect creates an effect similar to a microscope objective lens, magnifying the image more than a simple lens or single element would.

The 4:3:2:1 field and working principle can be used to magnify images, project images, create optical illusions, and even perform optical focusing. The 4:3:2:1 Field Effect has been widely used in applications such as microscopy, photography, optical telecommunications, holography, image processing, 3D printing, laser applications, and more. The 4:3:2:1 field and working principle also provides a way to easily customize the optical parameters of a system, such as its magnification, focal length, and angular size.

The 4:3:2:1 field and working principle is an important concept in the field of optics, as it provides a way to customize the performance of an optical system. Its ability to magnify images, project images, create illusions, and perform optical focusing makes it invaluable in many applications. This concept makes it possible to design and build advanced optical systems with more precise and accurate performance than could be achieved with a simple lens or single element.

The specific data is subject to PDF, and the above content is for reference

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