DIGITAL CARRIER LINE ENCODING Flashcards
REVIEWER
Process of encoding digital data into digital signal.
Digital Line Encoding
Categories of Transmission Voltages.
Unipolar and Bipolar
Type of Data that is either a High Signal or a Low Signal.
Binary Data
This Transmission of Binary Data only utilizes a single nonzero voltage level.
Unipolar Transmission
This Transmission of Binary Data utilizes two nonzero voltage levels.
Bipolar Transmission
If the binary pulse is maintained for the entire bit time, this is called _____.
Non Return to Zero (NRZ)
If the binary pulse’s active time is less than 100%, it is called _____.
Return to Zero (RZ)
If the Transmission uses one non zero high value, and is using 100% of the active time?
Unipolar Non Return to Zero (UPNRMZ) Transmission
If the Transmission uses one non zero high value, and is not using 100% of the active time?
Unipolar Return to Zero (UPRZ) Transmission
If the Transmission uses two non zero high value, and using 100% of the active time?
Bipolar Non Return to Zero (UPNRZ) Transmission
If the Transmission uses two non zero high value, and is not using 100% of the active time?
Bipolar Return to Zero (BPRZ) Transmission
Define UPNRZ, UPRZ, BPRZ, BPNRZ.
Unipolar Non Return to Zero, Unipolar Return to Zero, Bipolar Return to Zero, Bipolar Non Return to Zero
_____ refers to the percentage of time during which a digital signal is in the high (1) state compared to the total time of a signaling period.
Duty Cycle
Average DC voltage of Bipolar Transmission assuming that there is an equal number of high and low signals.
0V
Average DC voltage of Unipolar Transmission Non Return to Zero assuming that there is an equal number of high and low signals.
V/2 (Half of the voltage value of High Signal)
Average DC voltage of Unipolar Transmission Return to Zero assuming that there is an equal number of high and low signals.
V/4 (Quarter of the voltage value of High Signal)
There are three voltage levels for Bipolar Transmissions, +V, 0, -V, what logic does -V represent?
Logic 0
For Return to Zero Transmission, how long are the pulses active with respect to the Bit Time?
50% of the Bit Time
A type of Transmission where successive logic 1s are inverted in polarity from the previous logic 1.
Bipolar Return to Zero Alternate Mark Inversion (BPRZ-AMI) Transmission
Distinct feature of Alternate Mark Inversion (AMI)?
It is bipolar, but its +V and -V both represent logic 1, while 0 represent logic 0. Another distinct feature is the fact that successive 1s are inverted in polarity to look like a sine wave in pulse format.
Occurs when long string of either 1s or 0s causes the signal to lose its amplitude reference.
DC Wandering
What happens in DC Wandering
Lose of amplitude reference making it hard to distinguish between high signals and low signals
How do we solve DC wandering?
By applying transitions using Return to Zero (RZ) encoding or using techniques like Alternate Mark Inversion (AMI)
What will cause the highest bandwidth requirement for Unipolar Non Return to Zero (UPNRZ) Transmission?
Alternate 1/0 Sequence
What will cause the highest bandwidth requirement for Bipolar Non Return to Zero (BPNRZ) Transmission?
Alternate 1/0 Sequence
What will cause the highest bandwidth requirement for Unipolar Return to Zero (UPRZ) Transmission?
Successive 1s sequence
What will cause the highest bandwidth requirement for Bipolar Return to Zero (BPRZ) Transmission?
Successive 1s or 0s Sequence
At worst case scenario what is the highest fundamental frequency for Non Return to Zero encoded Transmissions?
Equal to Bit rate (fb) / 2
(bit/epoch)/2
2bit (needed for NRZ cycle)
(2bit/2epoch)/2
4bit/2epoch
2bit/cycle (highest fundamental frequency, 1 cycle)
At worst case scenario what is the highest fundamental frequency for Return to Zero encoded Transmissions?
Equal to Bit Rate (fb)
since they only consume 50% of the bit time when active, they are able to form a cycle in 1 bit time
What will cause the highest bandwidth requirement for Bipolar Return to Zero Alternate Mark Inversion (BPRZ-AMI)?
Two or MORE consecutive 1s
At worst case scenario what is the highest fundamental frequency for Bipolar Return to Zero Alternate Mark Inversion Transmissions?
bf/2
the only return to zero that requires two bit time to complete its cycle
UPNRZ and BPNRZ are _____ for Clock Recovery. Explain why.
Inadequate. Because they do not return to zero and use all of their bit time to relay information. They don’t have any rooms for transitions.
UPRZ and BPRZ-AMI are _____ for Clock Recovery. Explain why.
Adequate but not the best. Since they return to Zero, they have natural transition time. But the problem lies on not being able to code a transition time, since 0V are logic 0 for the two of them.
_____ is the best for Clock Recovery. Explain why.
Bipolar Return to Zero (BPRZ). It’s the best for clock recovery because it returns to zero, meaning it has its natural transition time and its logic 1 and 0 are expressed by +V and -V respectively, allowing us to encode transition time into the line using 0V
BPRZ-AMI is sufficient for clock recovery if and only if _____.
Long sequences of 0s are prevented.
Best data line encoding technique in terms of error detection. Why?
Bipolar Return to Zero Alternate Mark Inversion (BPRZ-AMI). An error in any bit will result to Bipolar Violation (BPV).
What is BPV?
Bipolar Violation is a type of coding error in BPRZ-AMI transmission where two consecutive 1s are coded with the same polarity.
Which encoding technique has it’s own built in error detection mechanism?
Bipolar Return to Zero Alternate Mark Inversion (BPRZ-AMI)
Best encoding technique for data line encoding?
Bipolar Return to Zero Alternate Mark Inversion (BPRZ-AMI)
______ is a popular type of line encoding that produces a strong timing component for clock recovery and does not cause dc wandering.
Digital Biphase
_____ is a type of encoding technique, where a bit time is divided into two, and logic 1 and 0 are expressed in terms of high voltages of opposite polarities. Give all three names.
Digital Biphase, Manchester Code or Biphase
In Biphase, what represents a logic 1?
+V/-V in the same bit time
What represents logic 0 in Manchester Code?
-V/+V in the same bit time
What is the best feature of Manchester code?
It can’t be affected by DC wandering