9.2 - What are digital systems?
Data networks are already digital and telephones
are fast becoming so. That means that the signals carried
are not waves (like sine waves) which are subject to deterioration
as they are fed through cables, but consist of a series
of pulses. If a distorted wave is received, it is usually
impossible to reshape it to the form it had when transmitted
because we have no information to tell us what that shape
was originally. If a digital pulse becomes distorted, it
can be reshaped, because we know that it was rectangular.
Information sent digitally is encoded using the binary system,
which has only two numbers, 1 and 0. The rectangular pulse
represents 1 and the absence of a pulse at the expected
time is a 0. Some of the low value binary equivalents of
decimal numbers are shown in Table 9.1
A lot more numbers are required in the
binary system than in the decimal, and vast numbers of binary
digits will be required to represent a complex wave-shape,
such as that generated by the microphone in a telephone.
Modern electronics is quite able to handle these large numbers
of digits, so most means of communication are becoming digital.
Table 9.1 - Some decimal numbers
and their binary equivalents
|
Decimal |
Binary |
Decimal |
Binary |
Decimal |
Binary |
Decimal |
Binary |
1
|
00001 |
9
|
01001 |
17
|
10001 |
25
|
11001 |
2
|
00010 |
10
|
01010 |
18
|
10010 |
26
|
11010 |
3
|
00011 |
11
|
01011 |
19
|
10011 |
27
|
11011 |
4
|
00100 |
12
|
01100 |
20
|
10100 |
28
|
11100 |
5
|
00101 |
13
|
01101 |
21
|
10101 |
29
|
11101 |
6
|
00110 |
14
|
01110 |
22
|
10110 |
30
|
11110 |
7
|
00111 |
15
|
01111 |
23
|
10111 |
31
|
11111 |
8
|
01000 |
16
|
10000 |
24
|
11000 |
32
|
100000 |
The increasing introduction
of cabling systems with higher bandwidths are allowing digital
systems to become faster and their use is becoming commonplace.
Wireless systems, using radio waves in place of cables are
being developed; but such systems, of course, require little
or no data cabling.
|