chap6 compatibility mode 5...a decoder is a logic circuit that detects the presence of a specific...

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11/10/2014 1 Unit Five Unit Five Unit Five FUNCTIONS OF FUNCTIONS OF FUNCTIONS OF COMBAITIONAL LOGIC COMBAITIONAL LOGIC COMBAITIONAL LOGIC CIRCUITS CIRCUITS CIRCUITS Basic rules of binary addition are performed by a half adder, which has two binary inputs (A and B) and two binary outputs (Carry out and Sum). Half-Adder The inputs and outputs can be summarized on a truth table. Outputs Inputs A B C out Σ 0 0 1 1 0 1 0 1 00 01 01 10 0 + 0 = 0 0 + 1 = 1 1 + 0 = 1 1 + 1 = 10 Σ= A B Cout = A . B

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Page 1: chap6 Compatibility Mode 5...A decoder is a logic circuit that detects the presence of a specific combination of bits at its input. Two simple decoders that detect the presence of

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1

Unit FiveUnit FiveUnit Five

FUNCTIONS OF FUNCTIONS OF FUNCTIONS OF

COMBAITIONAL LOGIC COMBAITIONAL LOGIC COMBAITIONAL LOGIC

CIRCUITSCIRCUITSCIRCUITS

Basic rules of binary addition are performed by a half adder, which has two

binary inputs (A and B) and two binary outputs (Carry out and Sum).

Half-Adder

The inputs and outputs can be summarized on a truth table.

OutputsInputs

A B C out Σ

0011

0101

0 00 10 11 0

0 + 0 = 0

0 + 1 = 1

1 + 0 = 1

1 + 1 = 10

Σ= A ⊕ B

Cout = A . B

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Half-Adder

A

B

Σ

Cout

The logic symbol and equivalent circuit are:

A

B

Σ

Cout

Σ

Full-Adder

By contrast, a full adder has three binary inputs (A, B, and Carry in) and

two binary outputs (Carry out and Sum). The truth table summarizes the

operation.

OutputsInputs

A B C out ΣCin

0

1

0

1

0

1

0

1

0

0

0

0

0

0

1

1

1

1

0

0

1

1

1

1

0

0

0

1

0

1

1

0

0

1

1

0

1

1

0

1

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Full-Adder

By contrast, a full adder has three binary inputs (A, B, and Carry in) and

two binary outputs (Carry out and Sum). The truth table summarizes the

operation.

A full-adder can be constructed from two half adders as shown:

A

B

Σ

Cout

Σ A

B

Σ

Cout

ΣA

B

Sum

Cout

Cin

A

B

Σ

Cout

Σ

Cin

Symbol

Full-AdderA

B

Σ

Cout

Σ A

B

Σ

Cout

Σ

For the given inputs, determine

the intermediate and final outputs

of the full adder.

1

1

0

1

0

The first half-adder has inputs of 1 and 0;

therefore the Sum =1 and the Carry out = 0.

The second half-adder has inputs of 1 and 1; therefore the

Sum = 0 and the Carry out = 1.

The OR gate has inputs of 1 and 0, therefore the final carry

out = 1.

1

0

1

Sum

Cout

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Full-Adder

OutputsInputs

A B C out ΣCin

0

1

0

1

0

1

0

1

0

0

0

0

0

0

1

1

1

1

0

0

1

1

1

1

0

0

0

1

0

1

1

0

0

1

1

0

1

1

0

1

A

B

Σ

Cout

Σ A

B

Σ

Cout

Σ1

1

0

1

0 1

0

1

Sum

Cout

Notice that the result from the previous example can be read directly on

the truth table for a full adder.

Full-Adder

Determine the outputs of a full-adder for each of the following inputs:

Answers

What are the full-adder inputs that will produce each of the following

outputs:

Answers

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Parallel Adders

Parallel Adders

Determine the sum generated by the 3-bit parallel adder in the Figure

and show the intermediate carries when the binary numbers 101 and

011 are being added.

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Parallel Adders

Full adders are combined into parallel adders that can add binary numbers with multiple

bits. A 4-bit adder is shown.

A B

ΣCout

Cin A B

ΣCout

CinA B

ΣCout

Cin A B

ΣCout

Cin

A1 B1

Σ1

C0

Σ2

Σ3Σ

4

C1C2C3C4

A2 B2A3 B3A4 B4

The output carry (C4) is not ready until it propagates through all of the full adders.

This is called ripple carry, delaying the addition process.

Parallel Adders

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Parallel Adders

The 74LS283 is an example. It features look-ahead carry, which adds logic to minimize

the output carry delay. For the 74LS283, the maximum delay to the output carry is 17

ns.

Parallel Adders

The logic symbol for a 4-bit parallel adder is shown. This 4-bit adder includes a carry in

(labeled (C0) and a Carry out (labeled C4).

Binary

number A

Binary

number

B

Input

carry

4-bit sum

Output

carry

1

2

3

4

1

2

3

4

1

2

3

4

C0 C4

Σ

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Adder Expansion

Show how two 74LS283 adders can be connected to form an 8-bit

parallel adder. Show output bits for the following 8-bit input numbers:

Adder Expansion

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Adder Expansion

The input waveforms in the Figure are applied to a 2-bit adder.

Determine the waveforms for the sum and the output carry in relation to

the inputs by constructing a timing diagram

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Comparators

The function of a comparator is to compare the magnitudes of two binary numbers to

determine the relationship between them. In the simplest form, a comparator can test for

equality using XOR or XNOR gates.

Comparators

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Comparators

The function of a comparator is to compare the magnitudes of two binary numbers to

determine the relationship between them. In the simplest form, a comparator can test for

equality using XNOR gates.

How could you test two 4-bit numbers for equality?

AND the outputs of four XNOR gates.

A1B1

A2B2

A3B3

A4B4

Output

Comparators

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Comparators

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Comparators

Comparators

IC comparators provide outputs to indicate which of the numbers is larger or if they are

equal. The bits are numbered starting at 0, rather than 1 as in the case of adders.

Cascading inputs are provided to expand the comparator to larger numbers.

Outputs

A1

A0

A2

A3

B1

B0

B2

B3

Cascading

inputs

COMP

A = B

A < B

A > B

A = B

A < B

A > B

0

0

3

3

A

A

The IC shown is the

4-bit 74LS85.

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Comparators

Inequality

Comparators

IC comparators can be expanded using the cascading inputs as shown. The lowest order

comparator has a HIGH on the A = B input.

Outputs

A1

A0

A2A3

B1

B0

B2B3

COMP

A = B

A < B

A > B

A = B

A < B

A > B

0

0

3

3

A

A

A5

A4

A6A7

B5

B4

B6B7

+5.0 V

COMP

A = B

A < B

A > B

A = B

A < B

A > B

0

0

3

3

A

A

LSBs MSBs

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Decoders

A decoder is a logic circuit that detects the presence of a specific combination of bits at

its input. Two simple decoders that detect the presence of the binary code 0011 are

shown. The first has an active HIGH output; the second has an active LOW output.

A1

A0

A2

A3

X

Active HIGH decoder for 0011

A1

A0

A2

A3

X

Active LOW decoder for 0011

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Decoders

A0 = 0

A1 = 1

A2 = 0

A3 = 1

1

Assume the output of the decoder shown is a

logic 1. What are the inputs to the decoder?

Decoders

Show the decoding logic for each of the following codes if an active-

HIGH (1) output is required:

a) 101010 b) 1110 110

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Decoders

If the input waveforms are applied to the decoding logic as indicated in

the Figure, sketch the output waveform in proper relation to the inputs.

Decoders

THE 74HC154 4-To-16 DECODER

A specific

integrated circuit

decoder is the

74HC154 (shown

as a 4-to-16

decoder). It

includes two active

LOW chip select

lines which must

be at the active

level to enable the

outputs. These

lines can be used to

expand the decoder

to larger inputs.

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Decoders

IC decoders have multiple outputs to decode any combination of inputs.

For example the binary-to-decimal decoder shown here has 16 outputs –

one for each combination of binary inputs.

Decoders

IC decoders have multiple outputs to decode any combination of inputs.

For example the binary-to-decimal decoder shown here has 16 outputs –

one for each combination of binary inputs.

Bin/Dec

A0

0123456789

101112131415

4-bit binary

input

Decimaloutputs

A1

A2

A3

1

1

0

1111111111101111

1

For the input shown, what is the output?

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Decoders

A certain application requires that a 5-bit number be decoded. Use

74HCl54 decoders to implement the logic.

Decoders

BCD-to-decimal decoders

BCD-to-decimal decoders accept a binary coded decimal input and activate one of

ten possible decimal digit indications.

BCD/DEC0

1

2

3

4

5

6

7

8

9

1

2

4

8

74HC42

(11)

(10)

(9)

(7)

(6)

(5)

(4)

(3)

(2)

(1)

(15)

(14)

(13)

(12)

A1

A0

A2

A3

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Decoders

BCD-to-decimal decoders accept a binary coded decimal input and activate one of

ten possible decimal digit indications. BCD/DEC

0

1

2

3

4

5

6

7

8

9

1

2

4

8

74HC42

(11)

(10)

(9)

(7)

(6)

(5)

(4)

(3)

(2)

(1)

(15)

(14)

(13)

(12)

A1

A0

A2

A3

Assume the inputs to the 74HC42

decoder are the sequence 0101, 0110,

0011, and 0010. Describe the output.

All lines are HIGH except for one active output, which is

LOW. The active outputs are 5, 6, 3, and 2 in that order.

Decoders

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Decoders

BCD Decoder/Driver

BCD-to-seven segment

Another useful decoder is the 74LS47. This is a BCD-to-

seven segment display with active LOW outputs.

The a-g outputs are

designed for much

higher current than most

devices (hence the word

driver in the name).

a

b

c

d

e

f

g

1

2

4

8

(16)

(4)

(13)

(12)

(11)

(10)

(9)

(15)

(14)

(1)

(2)

(6)

(7)

(3)

(5)

(8)

BCD

inputsOutputs

to seven

segment

device

GND

VCC

BCD/7-seg

BI/RBO BI/RBO

LT

RBI

LT

RBI

74LS47

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BCD Decoder/Driver

Here the 7447A is an connected to an LED seven segment

display. Notice the current limiting resistors, required to

prevent overdriving the LED display.

VCC

GND

+5.0 V

+5.0 V

R's =

330 Ω

ab

cde

fg

ab

cde

fg

MAN7274LS47

LT

BI/RBO

RBI

1.0 kΩ

1

1 2

2

3, 9, 143

4

5

6

7

7

8

8

9

10

10

11

11

12 13

13

14

15

16

BCD/7-seg

BCDinput

D

C

B

A

Decoders

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Decoders

• Basic Decoders Operation and design

• 4- TO- 16 Decoders

• BCD-to-decimal decoders

• BCD-to-Seven Segments Decoder

Adders

Comparators

Decoders

Encoders

Code Converters

Multiplexers

Demultiplexers

Syllabus

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Encoders

Encoder is a combinational circuit which is designed to

perform the inverse operation of the decoder. An encoder has

n number of input lines and m number of output lines. An

encoder produces an m bit binary code corresponding to the

digital input number.

Decimal-To-BCD EncoderThe decimal to BCD encoder, is an encoder with an input for each of the

ten decimal digits and four outputs that represent the BCD code for the

active digit. The basic logic diagram is shown. There is no zero input

because the outputs are all LOW when the input is zero.

975310 ++++=A

76321 +++=A

76542 +++=A

983 +=A

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Decimal-To-BCD Encoder

Show how the decimal-to-BCD encoder converts the

decimal number 3 into a BCD 0011.

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Priority EncoderThis is a special type of encoder. Priority is given to the input lines. If

two or more input line are 1 at the same time, then the input line with

highest priority will be considered.

Priority EncoderD3 D2 D1 D0 O1 O0

0 0 0 0 0 0

0 0 0 1 0 0

0 0 1 0 0 1

0 0 1 1 0 1

0 1 0 0 1 0

0 1 0 1 1 0

0 1 1 0 1 0

0 1 1 1 1 0

1 0 0 0 1 1

1 0 0 1 1 1

1 0 1 0 1 1

1 0 1 1 1 1

1 1 0 0 1 1

1 1 0 1 1 1

1 1 1 0 1 1

1 1 1 1 1 1

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Priority Encoder

2130 DDDO +=231 DDO +=

Priority Encoder

H.W. Deduce the logical expressions for the outputs

Q0,Q1,Q2

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74HC148 (8 to 3) EncoderHere, inputs 0-7 are the input signals -- again, these are Active-LOW.

The chip encodes the input into a 3 digit output, A0 (1's bit), A1 (2's

bit), and A3 (4's bit).

EI enables the inputs. When it is LOW, the chip works properly.

When it's HIGH, all outputs are set to HIGH regardless of the input.

EO and GS are outputs that we can ignore for now.

How to implement 16-to-4 encoder from 8-to-3 encoders

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Decimal-to-BCD Encoder

The 74HC147 is an example of an IC encoder. It is has ten active-LOW

inputs and converts the active input to an active-LOW BCD output.

This device is offers additional flexibility in that it is a priority encoder. This

means that if more than one input is active, the one with the highest order

decimal digit will be active.

Example

A 74HCI47 encoder has LOW levels on pins 2, 5, and 2. What BCD

code appears on the outputs if all the other inputs are HIGH?

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Adders

Comparators

Decoders

Encoders

Code Converters

Multiplexers

Demultiplexers

Syllabus

Code convertersThere are various code converters that change one code to another. Two

examples are the four bit binary-to-Gray converter and the Gray-to-

binary converter.

Binary to Gray Converter

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Gray to Binary Converter

Show the conversion of binary 0111 to Gray and back.

00

0

1

1

1

Binary-to-Gray Gray-to-Binary

MSB

LSB

MSB

LSB

1

0

0

0

1

0

0

1

1

1

H.W. Design a binary to excess 3 converter

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Adders

Comparators

Decoders

Encoders

Code Converters

Multiplexers

Demultiplexers

Syllabus

A multiplexer (MUX) selects one data line from two or more input lines

and routes data from the selected line to the output. The particular data

line that is selected is determined by the select inputs.

Multiplexers (Data Selector)

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MUX

1

2

0

3

1

0

Multiplexers (Data Selector)

Data

select

Data

inputs

Data

outputD1

D0

D2D3

S1

S0Which data line is selected if

S1S0 = 10? D2

1

0

Multiplexers (Data Selector)

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MUX

1

2

0

3

1

0Data

select

Data

inputs

Data

outputD1

D0

D2D3

S1

S0

Which data line is selected if

S1S0 = 10? D2

1

0

Example The waveforms in Figure are observed on the inputs of a

multiplexer. Sketch the output waveform.

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The 74HC157 QUAD 2-INPUT DATA SELECTOR/MULTIPLEXER

The 74HC157consists of four separate 2-input multiplexers. Each of the four

multiplexers shares a common data-select line and a common Enable.

Because there are only two inputs to be selected in each multiplexer, a single

data-select input is sufficient. ALOW on the Enable input allows the selected

input data to pass through to the output. A HIGH on the Enable input prevents

data from going through to the output; that is, it disables the multiplexers.

THE 74LS151 8-INPUT DATA SELECTOR/MULTIPLEXER

The 74LS151 has eight data inputs (D0 -D7 ) and, therefore, three data-select

or address in- put lines (S0-S2 ). Three bits are required to select anyone of

the eight data inputs. A LOW on the Enable input allows the selected input

data to pass through to the output. Notice that the data output and its

complement are both available. The pin diagram is

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Example The waveforms in Figure are observed on the inputs of a

74LS151 8-input multiplexer. Sketch the Y output

waveform.

Example

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EXAMPLE

Use 74LS151 s and any other logic necessary to multiplex 16 data lines

onto a single data-output line.

EXAMPLE

Implement the logic function specified in Table by using a 74LS 151

8-input data selector/multiplexer. Compare this method with a

discrete logic gate implementation.

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Multiplexers (Data Selector)

EXAMPLE

Implement the logic function in Table by using a 74LS151 8-input

data selector/multiplexer.

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Adders

Comparators

Decoders

Encoders

Code Converters

Multiplexers

Demultiplexers

Syllabus

A demultiplexer (DEMUX) performs the opposite function from a MUX.

It switches data from one input line to two or more data lines depending

on the select inputs.

Demultiplexers

A l-line-to-4-line demultiplexer.

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The serial data-input waveform (Data in) and data-select inputs (So and

S1) are shown in Figure. Determine the data-output waveforms on Do

through D3 for the demultiplexer

Demultiplexers

The 74LS138 was introduced previously as a decoder but can also serve as a

DEMUX. When connected as a DEMUX, data is applied to one of the enable inputs,

and routed to the selected output line depending on the select variables. Note that the

outputs are active-LOW as illustrated in the following example…

Demultiplexers

74LS138

Y1

Y2

Y3

Y4

Y5

Y6

Y7

Y0

DEMUX

A

AA

0

1

2

G

GG

1

2A

2B

Data

select

lines

Enable

inputs

Data

outputs

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Determine the outputs, given the

inputs shown.

Demultiplexers

74LS138

Y1

Y2

Y3

Y4

Y5

Y6

Y7

Y0

DEMUX

A

AA

0

1

2

G

GG

1

2A

2B

Data

select

lines

Enable

inputs

Data

outputs

A0

Y0

Y1

Y2

Y3

Y4

Y5

Y6

Y7

A1

A2

G1

G2A

G2B

LOW

LOW

The output logic is opposite to the input

because of the active-LOW convention. (Red

shows the selected line).

Demultiplexers

THE 74HC154 DEMULTIPLEXER

Page 43: chap6 Compatibility Mode 5...A decoder is a logic circuit that detects the presence of a specific combination of bits at its input. Two simple decoders that detect the presence of

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Example The waveforms in Figure are observed on the inputs of a

74LS151 8-input multiplexer. Sketch the Y output

waveform.