A fiber optic attenuator is mainly used in fiber optics to debug optical power performance and optical instrument calibration correction, and fiber signal attenuation to ensure the optical power is stable and desired level in the link without any changes on its original transmission wave. This article provides a comprehensive understanding of fiber optic attenuators.
What is a Fiber Optic Attenuator?
A fiber optic attenuator also called an optical attenuator is a passive device used to reduce the power level of an optical signal in free space or an optical fiber. It provides low insertion loss, precise attenuation values, and easy operation features. In addition, fiber optic attenuator is usually used in single-mode long-haul applications but is also available in multi-mode attenuators.
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)
Working Principle of Fiber Optic Attenuator
There are three working principles of fiber optic attenuators:gap-loss, absorptive and reflective principle.
1. Gap-loss Principle
The gap loss principle is used in fiber optic attenuators to reduce the optical power level by inserting the device in the fiber path using an in-line configuration. Gap-loss attenuators are placed close to the transmitter to prevent the saturation of the receiver. They use a longitudinal gap between two optical fibers so that the optical signal passed from one optical fiber to another is attenuated. This principle allows the light from the transmitting optical fiber to spread out as it leaves the optical fiber. When the light gets to the receiving optical fiber, some of the light will be lost in the cladding because of the gap and the spreading that has occurred.
2. Absorptive Principle
The fiber optic has the imperfection to absorb optical energy and convert it to heat. The absorptive principle is used in the design of fiber optic attenuator, using the material in an optical path to absorb optical energy. This principle is simple but can be an effective way to reduce the optical signal power.
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)
3. Reflective Principle
Another imperfection of fiber optics is also being used to reduce the signal power, which is reflection. The major power loss in optical fiber is caused by the reflection or scattering. The scattered light causes interference in the fiber, thereby reducing the signal power. The reflective principle is used in the planned attenuation of a signal, and the material used in the fiber optic attenuator is manufactured to reflect a known quantity of the signal, thus allowing only the desired portion of the signal to be propagated.
Fiber Optic Attenuator Types
The fiber optic attenuator is divided into fixed optical attenuator (FOA) and optical variable attenuator (VOA) types.
1. Fixed Optical Attenuator
Fixed optical attenuator (FOA) is used in fiber optic communication systems to reduce the optical fiber power by a certain level. Typical attenuation values are between 1 and 30 dB. Fixed value attenuators consist of in-line type and connector type. The in-line type optical attenuator is incorporated into the patch cable. The connector type attenuator has a male plug connector at one side to allow the fiber attenuator to be plugged directly into receiver equipment or adapters in the patch panel and has a female type fiber optic adapter at the other side to allow the patch cords to plug in. FOA is available in LC, SC, ST, FC, and MU styles with APC and UPC polish.
2. Variable Optical Attenuator
A variable optical attenuator (VOA) uses a variable neutral density filter and has the advantages of being stable, wavelength insensitive, mode insensitive, and offering a large dynamic range. VOA includes stepwise variable attenuator and continuously variable attenuator types. The stepwise variable attenuator can change the attenuation of the signal in known steps such as 0.1dB, 0.5dB, or 1 dB. The continuously variable attenuator provides a precise level of attenuation through flexible adjustment.
Applications
A fiber optic attenuator is used in fiber optic communication systems, CWDM and DWDM, CATV systems, data center networks, test equipment, FTTx networks, telecommunication networks, local area network (LAN), digital multimedia transmission systems, etc.
Conclusion
A fiber optic attenuator is a crucial passive component in the fiber optic communication system. It can adjust optical signal levels to increase network flexibility and provide management of optical power. Sun Telecom provides a wide range of fiber optic attenuators. Contact us if you have any needs.