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166<br />

Baseband Pulse and Digital Signaling Chap. 3<br />

Manchester Signaling. Each binary 1 is represented by a positive half-bit period<br />

pulse followed by a negative half-bit period pulse. Similarly, a binary 0 is represented by a<br />

negative half-bit period pulse followed by a positive half-bit period pulse. This type of signaling<br />

is also called split-phase encoding.<br />

Later in this book, we will often use shortened notations. Unipolar NRZ will be<br />

denoted simply by unipolar, polar NRZ by polar, and bipolar RZ by bipolar. In this regard,<br />

unfortunately, the term bipolar has two different conflicting definitions. The meaning is<br />

usually made clear by the context in which it is used: (1) In the space communication<br />

industry, polar NRZ is sometimes called bipolar NRZ, or simply bipolar (this meaning will<br />

not be used in this book); and (2) in the telephone industry, the term bipolar denotes<br />

pseudoternary signaling (this is the meaning we use in this book), as in the T1 bipolar RZ<br />

signaling described in Sec. 3–9.<br />

The line codes shown in Fig. 3–15 are also known by other names [Deffeback and<br />

Frost, 1971; Sklar, 2001]. For example, polar NRZ is also called NRZ-L, where L denotes the<br />

normal logical level assignment. Bipolar RZ is also called RZ-AMI, where AMI denotes<br />

alternate mark (binary 1) inversion. Bipolar NRZ is called NRZ-M, where M denotes inversion<br />

on mark. Negative logic bipolar NRZ is called NRZ-S, where S denotes inversion on<br />

space. Manchester NRZ is called Bi-w-L,<br />

for biphase with normal logic level.<br />

Other line codes, too numerous to list here, can also be found in the literature [Bylanski<br />

and Ingram, 1976; Bic, Duponteil, and Imbeaux, 1991]. For example, the bipolar<br />

(pseudoternary) type may be extended into several subclasses as briefly discussed following<br />

Eq. (3–45).<br />

Each of the line codes shown in Fig. 3–15 has advantages and disadvantages. For<br />

example, the unipolar NRZ line code has the advantage of using circuits that require only one<br />

power supply (e.g., a single 5-V power supply for TTL circuits), but it has the disadvantage of<br />

requiring channels that are DC coupled (i.e., with frequency response down to f 0), because<br />

the waveform has a nonzero DC value. The polar NRZ line code does not require a<br />

DC-coupled channel, provided that the data toggles between binary 1’s and 0’s often and that<br />

equal numbers of binary 1’s and 0’s are sent. However, the circuitry that produces the polar<br />

NRZ signal requires a negative-voltage power supply, as well as a positive-voltage power<br />

supply. The Manchester NRZ line code has the advantage of always having a 0-DC value,<br />

regardless of the data sequence, but it has twice the bandwidth of the unipolar NRZ or polar<br />

NRZ code because the pulses are half the width. (See Fig. 3–15.)<br />

The following are some of the desirable properties of a line code:<br />

• Self-synchronization. There is enough timing information built into the code so that bit<br />

synchronizers can be designed to extract the timing or clock signal. A long series of<br />

binary 1’s and 0’s should not cause a problem in time recovery.<br />

• Low probability of bit error. Receivers can be designed that will recover the binary data<br />

with a low probability of bit error when the input data signal is corrupted by noise or ISI.<br />

The ISI problem is discussed in Sec. 3–6, and the effect of noise is covered in Chapter 7.<br />

• A spectrum that is suitable for the channel. For example, if the channel is AC coupled, the<br />

PSD of the line code signal should be negligible at frequencies near zero. In addition, the<br />

signal bandwidth needs to be sufficiently small compared to the channel bandwidth, so<br />

that ISI will not be a problem.

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