A 10 GB/s system has shot noise of 50nW, thermal (Johnson) noise of 50nW, and relative intensity noise of 10nW when received by a photoreceiver after ~100km of travel. The launch power is 1mW and the received power is 1uW. (a) Find the total noise power and signal-to-noise ratio. (b) Suppose , instead of being received, the signal goes through an amplifier with a noise figure of 4dB which brings the signal power back to 1mW, is transmitted through another 100km, and then received. Find the total noise power and signal to-noise ratio. (Recall some of these noise sources are associated with the receiver and so will not be affected by the strictly-optical amplifier. So the signal to noise ratio before the amplifier only includes the RIN noise)
A 10 GB/s system has shot noise of 50nW, thermal (Johnson) noise of 50nW, and relative intensity noise of 10nW when received by a photoreceiver after ~100km of travel. The launch power is 1mW and the received power is 1uW. (a) Find the total noise power and signal-to-noise ratio. (b) Suppose , instead of being received, the signal goes through an amplifier with a noise figure of 4dB which brings the signal power back to 1mW, is transmitted through another 100km, and then received. Find the total noise power and signal to-noise ratio. (Recall some of these noise sources are associated with the receiver and so will not be affected by the strictly-optical amplifier. So the signal to noise ratio before the amplifier only includes the RIN noise)
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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![A 10 GB/s system has shot noise of 50nW, thermal
(Johnson) noise of 50nW,
and relative intensity noise of 10nW when
received by a photoreceiver after ~100km of
travel. The launch power is 1mW and the received
power is 1uW.
(a) Find the total noise power and signal-to-noise
ratio.
(b) Suppose , instead of being received, the signal
goes through an amplifier with a
noise figure of 4dB which brings the signal power
back to 1mW, is transmitted
through another 100km, and then received. Find
the total noise power and signal to-noise ratio.
(Recall some of these noise sources are associated
with the receiver and so will not be affected by the
strictly-optical amplifier. So the signal
to noise ratio before the amplifier only includes
the RIN noise)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1f528761-d20f-4ef0-b89c-0260f0b53db1%2Fc0f3f6bb-4a08-417b-90c8-423931c32216%2Filk6q8_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A 10 GB/s system has shot noise of 50nW, thermal
(Johnson) noise of 50nW,
and relative intensity noise of 10nW when
received by a photoreceiver after ~100km of
travel. The launch power is 1mW and the received
power is 1uW.
(a) Find the total noise power and signal-to-noise
ratio.
(b) Suppose , instead of being received, the signal
goes through an amplifier with a
noise figure of 4dB which brings the signal power
back to 1mW, is transmitted
through another 100km, and then received. Find
the total noise power and signal to-noise ratio.
(Recall some of these noise sources are associated
with the receiver and so will not be affected by the
strictly-optical amplifier. So the signal
to noise ratio before the amplifier only includes
the RIN noise)
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