2. line coding (unipolar, polar)

MdFazleRabbi18 370 views 36 slides Jul 11, 2021
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About This Presentation

line coding (unipolar, polar)


Slide Content

Line Coding By Md. Fazle Rabbi 16CSE057

4. 2 What is LINE CODING The process of converting digital data to digital signals.

4. 3 Types of line Coding

4. 4 Topics discussed in this section

4. 5

4. 6 Unipolar

4. 7 Unipolar

4. 8 Unipolar Traditional NRZ scheme bit 1  positive voltage bit 0  zero voltage

4. 9 Example

4. 10 Figure 1 Unipolar NRZ scheme

4. 11 Advantages Disadvantages Unipolar

4. 12

4. 13 Polar The voltages are on both sides of the time axis.

4. 14 Polar NRZ There are two versions: NRZ - Level (NRZ-L) NRZ - Inversion (NRZ-I)

4. 15 Polar NRZ-L bit 1  negative voltage bit 0  positive voltage

4. 16 Example

4. 17 Figure 2 Polar NRZ-L schemes

4. 18 Polar NRZ-I bit 1  change bit 0  no change

4. 19 Example

4. 20 Figure 3 Polar NRZ-I schemes

4. 21 Comparing NRZ-L and NRZ-I NRZ-L and NRZ-I both have a DC component problem and baseline wandering , it is worse for NRZ-L. Both have no self synchronization & no error detection . Both are relatively simple to implement

4. 22 Polar - RZ

4. 23 Polar - RZ

4. 24 Polar - RZ uses three voltage levels: +v, 0, -v bit 1  starts at +V bit 0  starts at -V

4. 25 Example

4. 26 Figure 4 Polar RZ scheme

4. 27 Advantages Disadvantages Polar

4. 28 Polar - Biphase

4. 29 Polar - Biphase : Manchester coding consists of combining the NRZ-L and RZ schemes. Differential Manchester coding consists of combining the NRZ-I and RZ schemes.

4. 30 Manchester Bit 1  starts at –V and moves +V in the middle of bit interval. Bit  starts at +V and moves -V in the middle of bit interval. coding consists of combining the NRZ-L and RZ schemes.

4. 31 Example

4. 32 Figure 5 Polar biphase : Manchester schemes

4. 33 Differential Manchester Bit 1  no transition Bit 0  transition Always has a transition of middle of each bit period Transition or no transition. coding consists of combining the NRZ-I and RZ schemes.

4. 34 Example

4. 35 Figure 5 Polar biphase : differential Manchester schemes

4. 36 Thank you
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