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book Optical Fiber Communications 4th Edition by Gerd Keiser cover

Optical Fiber Communications 4th Edition by Gerd Keiser

Edition 4ISBN: 978-0073380711
book Optical Fiber Communications 4th Edition by Gerd Keiser cover

Optical Fiber Communications 4th Edition by Gerd Keiser

Edition 4ISBN: 978-0073380711
Exercise 3
The equalizer in an optical receiver normally is a linear frequency-shaping filter used to mitigate the effects of signal distortion and intersymbol interference. To account for the fact that pulses arrive rounded and distorted at the receiver, the binary digital pulse train incident on the photodetector can be described by The equalizer in an optical receiver normally is a linear frequency-shaping filter used to mitigate the effects of signal distortion and intersymbol interference. To account for the fact that pulses arrive rounded and distorted at the receiver, the binary digital pulse train incident on the photodetector can be described by    Here P ( t ) is the received optical power, T b is the bit period, b n represents the energy in the n th pulse ( b n = b 0 for a 0 pulse and b 1 for 1 pulse), and h p ( t ) is the received pulse shape. Show that the following pulse shapes satisfy the normalization condition    ( a ) Rectangular pulse ( = constant)    ( b ) Gaussian pulse    ( c ) Exponential pulse
Here P ( t ) is the received optical power, T b is the bit period, b n represents the energy in the n th pulse ( b n = b 0 for a 0 pulse and b 1 for 1 pulse), and h p ( t ) is the received pulse shape.
Show that the following pulse shapes satisfy the normalization condition The equalizer in an optical receiver normally is a linear frequency-shaping filter used to mitigate the effects of signal distortion and intersymbol interference. To account for the fact that pulses arrive rounded and distorted at the receiver, the binary digital pulse train incident on the photodetector can be described by    Here P ( t ) is the received optical power, T b is the bit period, b n represents the energy in the n th pulse ( b n = b 0 for a 0 pulse and b 1 for 1 pulse), and h p ( t ) is the received pulse shape. Show that the following pulse shapes satisfy the normalization condition    ( a ) Rectangular pulse ( = constant)    ( b ) Gaussian pulse    ( c ) Exponential pulse
( a ) Rectangular pulse ( = constant) The equalizer in an optical receiver normally is a linear frequency-shaping filter used to mitigate the effects of signal distortion and intersymbol interference. To account for the fact that pulses arrive rounded and distorted at the receiver, the binary digital pulse train incident on the photodetector can be described by    Here P ( t ) is the received optical power, T b is the bit period, b n represents the energy in the n th pulse ( b n = b 0 for a 0 pulse and b 1 for 1 pulse), and h p ( t ) is the received pulse shape. Show that the following pulse shapes satisfy the normalization condition    ( a ) Rectangular pulse ( = constant)    ( b ) Gaussian pulse    ( c ) Exponential pulse
( b ) Gaussian pulse The equalizer in an optical receiver normally is a linear frequency-shaping filter used to mitigate the effects of signal distortion and intersymbol interference. To account for the fact that pulses arrive rounded and distorted at the receiver, the binary digital pulse train incident on the photodetector can be described by    Here P ( t ) is the received optical power, T b is the bit period, b n represents the energy in the n th pulse ( b n = b 0 for a 0 pulse and b 1 for 1 pulse), and h p ( t ) is the received pulse shape. Show that the following pulse shapes satisfy the normalization condition    ( a ) Rectangular pulse ( = constant)    ( b ) Gaussian pulse    ( c ) Exponential pulse
( c ) Exponential pulse The equalizer in an optical receiver normally is a linear frequency-shaping filter used to mitigate the effects of signal distortion and intersymbol interference. To account for the fact that pulses arrive rounded and distorted at the receiver, the binary digital pulse train incident on the photodetector can be described by    Here P ( t ) is the received optical power, T b is the bit period, b n represents the energy in the n th pulse ( b n = b 0 for a 0 pulse and b 1 for 1 pulse), and h p ( t ) is the received pulse shape. Show that the following pulse shapes satisfy the normalization condition    ( a ) Rectangular pulse ( = constant)    ( b ) Gaussian pulse    ( c ) Exponential pulse
Explanation
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Optical Fiber Communications 4th Edition by Gerd Keiser
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