Optical: systems and elements – Optical amplifier – Raman or brillouin process
Reexamination Certificate
2000-11-20
2002-12-03
Tarcza, Thomas H. (Department: 3663)
Optical: systems and elements
Optical amplifier
Raman or brillouin process
C359S344000
Reexamination Certificate
active
06490077
ABSTRACT:
BACKGROUND OF THE INVENTION
1. Field of the Invention
The invention is directed to a composite optical amplifier, and in particular, to a composite optical amplifier that includes a Raman fiber amplifier and semiconductor optical amplifier.
2. Technical Background
The continuous growth of bandwidth requirements in optical-based communication systems has resulted in a large demand for systems able to operate outside the amplification band provided by Erbium-doped fiber amplifiers. Erbium-doped fiber amplifiers effectively operate over a limited wavelength band. Depending on amplifier configuration and fiber composition, Erbium-doped fiber can be used for amplification in a wavelength band extending from 1530 nm to 1620 nm, a total spectrum of approximately 10 THz, although at least two different erbium-doped fiber amplification configurations would be required to cover this entire range. The 10 THz operating spectrum limits the maximum transmission rate to about 4 Tb/s in current modulation formats.
Other rare earth-doped fiber amplifiers have been used for amplification outside the erbium wavelength band from 1530 nm to 1620 nm. These other rare earth-doped amplifiers include Thulium-doped amplifiers operating from 1440 nm to 1510 nm, Praseodymium amplifiers operating from 1250 nm to 1310 nm and Neodymium amplifiers operating from 1310 nm to 1350 nm. Each of these rare earth-doped amplifiers exhibit very low efficiency as well as other technical problems associated with each particular kind of dopant when compared to Erbium-doped amplifiers.
Rare earth-doped amplification systems cover the available transmission window of traditional silica fiber. However, this transmission window has been expanded with the development of new fibers. In many new fibers, where the OH absorption around 1400 nm has been greatly reduced, there is a potential for optical amplifier configurations which can amplify between an entire optical operating range of from 1100 nm to 1700 nm.
Rare earth-doped fiber amplifiers, including Erbium-doped fiber amplifiers, also have a significant drawback with respect to spacing, or the number of amplifiers required for a given span. Transmission distances ranging from about 100-200 km for a single span system to about 10,000 km for long submarine systems are possible depending on the signal loss between the Erbium-doped amplifiers utilized in the system. Typical long submarine systems have span lengths of about 25-50 km, while typical terrestrial systems have span lengths of about 80-120 km with up to six spans. Both submarine systems and terrestrial systems require a significant number of Erbium-doped amplifiers, or other rare earth-doped amplifiers, thereby adding significant cost to the system.
Two amplifier configurations have been used to amplify wavelength band ranges greater than can be amplified with singular rare earth-doped amplifiers. The first of these is the Raman fiber amplifier which converts laser radiation from a pump laser into amplified signals in another wavelength range through stimulated Raman scattering. More specifically, Raman scattering operates on the principle of Stokes light generation, which is downshifted from the optical pump frequency by an energy determined by vibrational oscillation modes in the atomic structure of the fiber with a transfer of energy to the signal laser, which is at a lower photon energy or longer wavelength than the pump laser. In other words, Raman gain results from the interaction of intense light with optical phonons in the glass, and the Raman effect leads to a transfer of power from one optical beam, or the pump beam, to the signal beam.
A direct consequence of this is that the Raman amplification can be realized at any wavelength in an optical fiber by correct choice of the wavelength of the optical pump.
The gain of the Raman amplifier is determined by the Raman gain coefficient, the pump power, the fiber length and the effective area of the optical mode in the fiber. For high gain, a high gain coefficient, a high pump power and a long fiber length along with a small effective area are required. The Raman gain coefficient for silica fibers is shown in
FIG. 1A
where the frequency refers to the frequency difference between the Raman pump laser and the laser signal to be amplified. Notably, the gain extends over a large frequency range of up to 40 THz with a broad peak centered at 13.2 THz below the Raman pump frequency. This broad behavior is due to the amorphous structure of the silica glass and means that the Raman effect can be used to effect broad band amplification. The Raman gain depends on the composition of the fiber core and can be varied with different dopant types and concentrations within the fiber.
One of the problems generally associated with Raman amplifiers is the requirement of a relatively large pumping power. Raman amplifiers require a significantly higher optical pump power to achieve the same gain as compared with Erbium-doped fiber amplifiers. In addition, a significant proportion of the optical pump power can be wasted and unused at the fiber output as a result of the inefficiency of Raman pumps. A significant advantage, however, of Raman amplifiers is the low noise figure associated therewith. More specifically, noise figures close to the quantum limit of 3 dB are possible with Raman amplifiers.
It is known to use Raman fiber amplifiers in conjunction with Erbium-doped fiber amplifiers in transmission systems, as shown in FIG.
1
B. The use of Raman fiber amplifiers in conjunction with Erbium-doped fiber amplifiers increases the span length between amplifiers and/or permits an upgrade in the link from one bit rate to a higher bit rate. However, while the utilization of distributed Raman amplification in conjunction with Erbium-doped fiber amplifiers alleviates the need for high Raman gain, the utility of such configurations are limited to the effective Erbium window, or to other rare earth windows.
A semiconductor optical amplifier is a second kind of amplifier that can also provide gain over the entire operating transmission window of 1100 nm to 1700 nm. For example, semiconductor optical amplifier components based on the material composite of Ga
x
In
1-x
As
y
P
1-y
can provide gain within the range of 1000 nm to 1700 nm depending on the relative concentration of the constituent elements.
Optical amplification, including amplification affected by a semiconductor optical amplifier, relies on the known physical mechanisms of population inversion and stimulated emission. More specifically, amplification of an optical signal depends on the stimulated transition of an optical medium from an inverted, excited state to a lower, less excited state. Prior to the actual amplification of the optical signal, a population inversion occurs, i.e., more upper excited states exist than lower states. This population inversion is effected by appropriately energizing the system. In semiconductor optical amplifiers, an excited state is a state in which there exists an electron in the conduction band and a concomitant hole in the valence band. A transition from such an excited state, to a lower state in which neither an electron nor a hole exist, results in the creation of a photon through stimulated emission. The population inversion is depleted every time an optical signal passes through the amplifier and is amplified. The population inversion is then reestablished over some finite period of time. As a result, the gain of the amplifier will be reduced for some given period of time following the passage of any optical signal through the amplifier. This recovery time period is typically denoted as the “gain-recovery time” of the amplifier.
In contrast to Erbium-doped amplifiers, or other rare earth-doped amplifiers, semiconductor optical amplifiers are smaller, consume less power and can be formed in an array more easily. Accordingly, semiconductor optical amplifiers are important in applications such as loss compensation for optical switches used in multi-channel optical transmission systems or opti
Ainsworth Brian E.
Corning Incorporated
Cunningham Stephen
Short Svetlana
Tarcza Thomas H.
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