Module 2 Flashcards
What three characteristics does a signwave have?
Amplitude, Frequency and Phase.
Is the voltage of a battery constant?
The voltage of a battery is constant.
What characteristics of a signal are changed in communications?
Frequency, Phase and Amplitude.
A transmission medium can pass only some frequencies not all. What does this mean?
This means that we must change the baseband signal so that it can be sent across the given medium.
A signal has a spectrum with frequencies between 1000 and 2000 Hz (bandwidth of 1000 Hz). A medium can pass frequencies from 3000 to 4000 Hz (a bandwidth of 1000 Hz). Can this signal faithfully pass through this medium?
Yes it can but the baseband has to be up converted to be transmitted in the range 3000 to 4000 Hz.
Why does a digital transmission need a low pass channel with a very wide bandwidth?
This is because square waves (digital) are composite signals composed of very low to very high frequencies.
How to send digital information on a band-pass channel?
Encode the digital signal so that it can be sent across the medium.
Relate the bandwidth of a signal and the bandwidth of a transmission medium when data is transmitted.
Bandwidth in Hz is the range of frequencies contained in a composite signal or the range of frequencies a channel can pass.
Bandwidth in bps is the bits per second (i.e., the data rate) that a channel or a network can transmit.
Use Nyquist bit rate and Shannon capacity formulas to determine the appropriate bit rate and signal level when a channel is given.
Nyquist
BitRate = 2 × Bandwidth × log2L
Shannon Capacity
Capacity = Bandwidth × log2(1 + SNR),
Use decibel to calculate the attenuation of a signal.
dB = 10 × log10(P2/P1)
Decibel numbers can be added (or subtracted).
10log10(P2/P1)
10log10(.5/1) = -3dB
Use Nyquist bit rate and Shannon capacity formulas to determine the appropriate bit rate and signal level when a channel is given.
Nyquist
BitRate = 2 × Bandwidth × log2L
L = number of signal levels
Shannon Capacity
Capacity = Bandwidth × log2(1 + SNR),