02 Understanding Electronic Communication
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Transcript of 02 Understanding Electronic Communication
Revision no.: PPT/2K403/02
UnderstandingElectronic
Communication
Revision no.: PPT/2K403/02©
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Computer Communication
Dots and Dashes, Bits and Bytes
Early radio communication used Morse codes for
transmissions.
It is based on assigning a series of pulses to represent each
letter of the alphabet.
In Morse code any single transmitted value had two possible
states: a dot or a dash.
This on–off notation can also be used to provide two numbers,
0 and 1
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Dots and Dashes, Bits and Bytes
The value 0 represents no signal, or off, and the value 1
represents a signal, or on, state.
It is called binary notation because it uses only two digits 0
and 1.
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The Binary Language of Computers
It is the fundamental to understanding PC technology.
Bits
A bit is the smallest unit of information that is recognized by a
computer: a single on or off event.
Bytes
A byte is a group of 8 bits. It is required to represent one
character of information.
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The Binary Language of Computers (contd.)
It is the standard unit by which memory is measured in a computer.The table that follows lists units of computermemory and their values:
8 bits (equal to one character) Byte
4 bits (half of a byte) Nibble
Smallest unit of information; shorthand term for binary digit
Bit
Value Memory Unit
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The Binary Language of Computers (contd.)
1,073,741,824 bytes (approximately 1 billion bytes or 1024 MB)
Gigabyte (GB)
1,048,576 bytes (approximately 1 million bytes or 1024 KB)
Megabyte (MB)
1024 bytes Kilobyte (KB)
16 bits on most personal computers (longer words possible on larger computers)
Word
Value Memory Unit
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The Binary System
The binary number system uses the base of 2 (0 and 1).
A bit can exist in only two states.
0 equals off.
1 equals on.
The binary system has a base of 2, the numbers 0 and 1.
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The Binary System (contd.)
Counting in Binary Notation
Binary notation uses the same system of right-to-left columns of ascending values.
The factor used in the binary system is 2.
Examples
Byte—Example A
The value of this byte is 0 because all bits are off (0 = off).
0 0 0 0 0 0 0 0 8 bits
128 64 32 16 8 4 2 1 # value
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The Binary System (contd.)
Byte—Example BTwo of the bits are turned on (1 = on). The total value of this byte is determined by adding the values associated with the bit positions that are on. It represents the number five.
0 0 0 0 0 1 0 1 8 bits128 64 32 16 8 4 2 1 # value
Byte—Example C Two different bits are turned on to represent the number 9 (8 + 1).
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The Binary System (contd.)
Byte—Example C
0 0 0 0 1 0 0 1 8 bits
128 64 32 16 8 4 2 1 # value
The factor used in the binary system is 2.
A single byte can represent a single byte.
The following represents the Decimal Number and the
Binary equivalent.
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The Binary System (contd.)
0110 6
0101 5
0100 4
0011 3
0010 2
0001 1
0000 0
Binary Equivalent Decimal Number
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The Binary System (contd.)
1001 9
1000 8
0111 7
Binary Equivalent Decimal Number
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Parallel and Serial Devices
In serial devices a single bit is sent at a time.
In serial the data is sent one after the another since it is a
single line.
In parallel 8 bits sent at once.
In parallel, all the data are sent simultaneously.
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Parallel and Serial Devices (contd.)
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ASCII Code
It is the standard code for handling text characters on most
modern computers is called ASCII.
It consists of 128 codes representing the English alphabet,
punctuation, and certain control characters.
The extended character set contains the original 128 and
an additional 128 codes.
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ASCII Code (contd.)
The following 4 bytes represent the text string 12AB (using
ASCII code):
00110001 00110010 01000001 01000010 1
2 A B
The following table is a partial representation of the ASCII
character set.
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ASCII Code (contd.)
55 00110111 7
54 00110110 6
53 00110101 5
00110100
00110011
00110010
00110001
00110000
Binary 1 Byte
52 4
51 3
50 2
49 1
48 0
Decimal Symbol
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ASCII Code (contd.)
70 01000110 F
69 01000101 E
68 01000100 D
01000011
01000010
01000001
00111001
00111000
Binary 1 Byte
67 C
66 B
65 A
579
56 8
Decimal Symbol
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ASCII Code (contd.)
78 01001110 N
77 01001101 M
76 01001100 L
01001011
01001010
01001001
01001000
01000111
Binary 1 Byte
75 K
74 J
73 I
72 H
71 G
Decimal Symbol
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ASCII Code (contd.)
86 01010101 V
85 01010101 U
84 01010100 T
01010011
01010010
01010001
01010000
01001111
Binary 1 Byte
83 S
82 R
81 Q
80 P
79 O
Decimal Symbol
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ASCII Code (contd.)
100 01100011 d
99 01100010 c
98 01100001 b
01011010
01011001
01011000
01010111
01010110
Binary 1 Byte
97 a
90 Z
89 Y
88 X
87 W
Decimal Symbol
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ASCII Code (contd.)
108 01101011 l
107 01101010 k
106 01101001 j
01101000
01100111
01100110
01100101
01100100
Binary 1 Byte
105 i
104 h
103 g
102 f
101 e
Decimal Symbol
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ASCII Code (contd.)
116 01110010 t
115 01110010 s
114 01110001 r
01110000
01101111
01101110
01101101
01101100
Binary 1 Byte
113 q
112 p
111 o
110 n
109 m
Decimal Symbol
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ASCII Code (contd.)
122 01100111 z
01100101
01100100
01100011
01100010
01100001
Binary 1 Byte
121 y
120 x
119 w
118 v
117 u
Decimal Symbol
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The Computer Bus
The computer moves information through a bus.
A bus is a group of electrical wires running parallel to one
another that can carry a charge from one point to another.
On a circuit board they appear as copper traces.
They are found in multiples of eight 8, 16, 32, 64, and so
on.s
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The Computer Bus (contd.)
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The Computer Bus (contd.)
It allows any device to receive information from or send
information to any other device on the same bus.
It provides a common path along which to transmit
information in the form of code
A bus is a set of parallel wires or lines to which the CPU,
the memory, and all input/output devices are connected.
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The Computer Bus (contd.)
The address bus contains one line for each bit needed to
give the address of a device or a location in memory.
The data bus contains one line for each bit of data being
transmitted from device to device.
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