data:image/jpeg;base64,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


Fiber optic cables are composed of a single, hair-great filament that is drawn from molten silica glass. they may be loved through many humans as they transmit data at extremely-high speeds. the fiber is composed on the whole of silicon dioxide however in most cases, different chemicals are worried. phosphorus oxychloride and germanium tetrachloride are used to provide outer shells and core fibers.

Layout of the fiber optic cable

Many man or woman fibers are sure together around a high-electricity or important metal cable plastic carrier that you use to hold the cable and also offer support. the middle of the fiber is included with a number of shielding materials which includes kevlar, polyethylene, and aluminum. for the reason that center and the cladding are crafted from differing substances, the light travels at one of a kind speeds.

Because the mild wave travelling within the fiber reaches the boundary among the cladding and center, it bends back into the middle. the bouncing and bending of the mild reasons it to travel speedy accordingly mild and data are transmitted fast. there are commonly  kinds of optic fibers: single and multi-mode fibers. the single mode fiber functions a small center (approximately 10 micrometers) and a cladding of one hundred micrometers in diameter. since the cable is small, it consists of handiest one mild wave over an extended distance. bundles of the single-mode fibers are heavily used in undersea cables and lengthy distance phone strains.

Multimode optic fibers have a big center (50 micrometers) and a cladding diameter of 125 micrometers. due to this, it may convey loads of separate light waves over quick distances. this fiber is frequently used in city structures that require many alerts to be carried to the vital switching stations in which they're then allotted.

Different packages of fiber optics

Similarly to the use of the fibers in transmitting statistics, they are extensively utilized in different packages. one of the applications is within the lensing era wherein the fibers make it possible for human beings to fabricate a extensive variety of lens shapes from the optical fiber.

The optic fibers are also carried out within the endcap era. the strength density on the output end of the fiber laser can now and again be high however while you operate an endcap, the strength diverges in a managed manner.

End

that is what you need to understand approximately fiber optic cables. while buying them for any of your programs, make certain which you buy the highest exceptional.