Industrial Data Communications 4th Edition

Chapter 7 - Wide Area Networks: Frequency Shift Keying

One of the most popular and oldest methods of using modulation by digital data is the frequency
shift keying (FSK) method. This method has two (or more) tones or carrier
frequencies in the audio range: (1) a tone is keyed ON to represent a 1 state (A); the other
tone (B) is OFF, and (2) the B tone is keyed ON to represent a zero state; the A tone is OFF.
A rule-of-thumb requirement for this system is that the tones' frequencies should be separated
by approximately the same number of Hertz as the signal's bps (bits per second) rate.
As an example, if data is to be transmitted at 1,200 bps, then two tones, 1,200 and 2,400
Hz, would satisfy this rule. Actual practice allows less separation, but intersymbol noise will
increase. The bandwidth of a typical FSK signal is illustrated in figure 7-4.

Figure 7-4. Bandwidth of a Typical FSK Channel

Why the rule of thumb? Why couldn't a system have two tones-for example, 200 Hz
apart, keyed on or off at 1,200 bps? It could, but the signal could not be detected correctly.
The data signal's maximum base frequency is 600 Hz. (The fastest rate of data change is
alternate 1s and zeros: if each bit occupies 1/1,200 of a second and a zero follows a 1 bit,
then you have a cycle [two alternations] occurring in one six-hundredth of a second, or 600
Hz). A 1,200 Hz signal modulated at 600 Hz has a bandwidth of 600 Hz to 1,800 Hz. A
2,400 Hz signal modulated at 600 Hz has a bandwidth of 1,800 Hz to 3,000 Hz. If the sidebands
overlap they will tend to demodulate each other, producing a signal that bears little
resemblance to the original.

Frequency shift keying is employed because it is an easy process to use and fits in very easily
with a binary digital transmission scheme. Even the frequency shift control is just a matter
of a few logic gates. FSK, however, occupies two cycles of bandwidth for every bit per
second. A 1,200 bps signal requires 2,400 Hz of bandwidth. Nonetheless, this is the
method used in all low-speed modems (300 bps and less). It is also the method used for
HART, in which a single 1,200 bps signal occupies 2,400 Hz of bandwidth.

The duobinary method is used to reduce the required bandwidth. It is an encoding method
that does not allow a direct transition from one frequency to the other. It causes the output
to transmit a full cycle of the upper FSK tone and a half cycle of the lower FSK whenever a
data transition occurs. To the line this appears to be a 600 Hz signal that uses tones at
1,200 Hz and 2,400 Hz. Using duobinary causes three tones to be output: 1,200 Hz, 2,400
Hz, and, if an alternating digital signal is used (fastest rate of change for a binary signal),
1,800 Hz. This last output, 1,800 Hz, is the average frequency output because duobinary
does not allow a direct transition from one frequency to the other. This technique gives one
cycle of required bandwidth for one bit time.

Another method, known as biphase, but more popularly as Manchester encoding, places the
state of the binary signal into a transition. If the signal transitions from a zero to a 1 it represents
a zero state. Transitioning from a 1 to a zero represents a 1 state; a return to the
opposite state will be at clock (twice the data rate) and is ignored. The net effect for a data
signal that is alternating 1s and zeros is the same output as duobinary, that is, three frequency
components. Manchester encoding is used quite often at speeds of up to 1000 Mbps.

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