optical signal to noise ratio

When we’re dealing with Optical Network Elements (ONEs) that include optical amplifiers, it’s important to note a key change in signal quality. Specifically, the Optical Signal-to-Noise Ratio (OSNR) at the points where the signal exits the system or at drop ports, is typically not as high as the OSNR where the signal enters or is added to the system. This decrease in signal quality is a critical factor to consider, and there’s a specific equation that allows us to quantify this reduction in OSNR. By using following equations, network engineers can effectively calculate and predict the change in OSNR, ensuring that the network’s performance meets the necessary standards.

Where:

osnr_out : linear OSNR at the output port of the ONE

osnr_in : linear OSNR at the input port of the ONE

osnr_one : linear OSNR that would appear at the output port of the ONE for a noise free input signal

If the OSNR is defined in logarithmic terms (dB) and the equation(Eq.1) for the OSNR due to the ONE being considered is substituted this equation becomes:

Where:

OSNR_out : log OSNR (dB) at the output port of the ONE

OSNR_in : log OSNR (dB) at the input port of the ONE

P_in : channel power (dBm) at the input port of the ONE

NF : noise figure (dB) of the relevant path through the ONE

h : Planck’s constant (in mJ•s to be consistent with in P_in (dBm))

v : optical frequency in Hz

v_r : reference bandwidth in Hz (usually the frequency equivalent of 0.1 nm)

So if it needs to generalised the equation of an end to end point to point link, the equation can be written as

Where:

P_in1, P_in2 to P_inN : channel powers (dBm) at the inputs of the amplifiers or ONEs on the relevant path through the network

NF₁, NF₂ to NF_N : noise figures (dB) of the amplifiers or ONEs on the relevant path through the network

The required OSNR_out value that is needed to meet the required system BER depends on many factors such as the bit rate, whether and what type of FEC is employed, the magnitude of any crosstalk or non-linear penalties in the DWDM line segments etc.Furthermore it will be discuss in another article.

Ref:

ITU-T G.680

As we move towards a more connected world, the demand for faster and more reliable communication networks is increasing. Optical communication systems are becoming the backbone of these networks, enabling high-speed data transfer over long distances. One of the key parameters that determine the performance of these systems is the Optical Signal-to-Noise Ratio (OSNR) and Q factor values. In this article, we will explore the OSNR values and Q factor values for various data rates and modulations, and how they impact the performance of optical communication systems.

General use table for reference

What is OSNR?

OSNR is the ratio of the optical signal power to the noise power in a given bandwidth. It is a measure of the signal quality and represents the signal-to-noise ratio at the receiver. OSNR is usually expressed in decibels (dB) and is calculated using the following formula:

OSNR = 10 log (Signal Power / Noise Power)

Higher OSNR values indicate a better quality signal, as the signal power is stronger than the noise power. In optical communication systems, OSNR is an important parameter that affects the bit error rate (BER), which is a measure of the number of errors in a given number of bits transmitted.

What is Q factor?

Q factor is a measure of the quality of a digital signal. It is a dimensionless number that represents the ratio of the signal power to the noise power, taking into account the spectral width of the signal. Q factor is usually expressed in decibels (dB) and is calculated using the following formula:

Q = 20 log (Signal Power / Noise Power)

Higher Q factor values indicate a better quality signal, as the signal power is stronger than the noise power. In optical communication systems, Q factor is an important parameter that affects the BER.

OSNR and Q factor for various data rates and modulations

The OSNR and Q factor values for a given data rate and modulation depend on several factors, such as the distance between the transmitter and receiver, the type of optical fiber used, and the type of amplifier used. In general, higher data rates and more complex modulations require higher OSNR and Q factor values for optimal performance.

Factors affecting OSNR and Q factor values

Several factors can affect the OSNR and Q factor values in optical communication systems. One of the key factors is the type of optical fiber used. Single-mode fibers have lower dispersion and attenuation compared to multi-mode fibers, which can result in higher OSNR and Q factor values. The type of amplifier used also plays a role, with erbium-doped fiber amplifiers

being the most commonly used type in optical communication systems. Another factor that can affect OSNR and Q factor values is the distance between the transmitter and receiver. Longer distances can result in higher attenuation, which can lower the OSNR and Q factor values.

Improving OSNR and Q factor values

There are several techniques that can be used to improve the OSNR and Q factor values in optical communication systems. One of the most commonly used techniques is to use optical amplifiers, which can boost the signal power and improve the OSNR and Q factor values. Another technique is to use optical filters, which can remove unwanted noise and improve the signal quality.

Conclusion

OSNR and Q factor values are important parameters that affect the performance of optical communication systems. Higher OSNR and Q factor values result in better signal quality and lower BER, which is essential for high-speed data transfer over long distances. By understanding the factors that affect OSNR and Q factor values, and by using the appropriate techniques to improve them, we can ensure that optical communication systems perform optimally and meet the growing demands of our connected world.

FAQs

What is the difference between OSNR and Q factor?

OSNR is a measure of the signal-to-noise ratio, while Q factor is a measure of the signal quality taking into account the spectral width of the signal.

What is the minimum OSNR and Q factor required for a 10 Gbps NRZ modulation?

The minimum OSNR required is 14 dB, and the minimum Q factor required is 7 dB.

What factors can affect OSNR and Q factor values?

The type of optical fiber used, the type of amplifier used, and the distance between the transmitter and receiver can affect OSNR and Q factor values.