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Buzzer Example

Date post: 22-Apr-2015
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Digital Logic Digital Logic Design Design Lect#9-11 Lect#9-11 [email protected]
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Page 1: Buzzer Example

Digital Logic DesignDigital Logic Design

Lect#9-11Lect#[email protected]

Page 2: Buzzer Example

Digital systems

A digital system is a system whose inputs and outputs fall within a discrete, finite set of values

Two main types Combinational

Outputs dependent only on current input Sequential

Outputs dependent on both past and present inputs

1

7

3

Page 3: Buzzer Example

Combinational Logic Circuits

Aims To express the inputs and outputs of a system in

binary form To develop the relationships between these inputs and

outputs as a truth table To simplify the Boolean expression using algebra or

Karnaugh maps To select suitable electronic devices to implement the

required function

Page 4: Buzzer Example

Example

Consider a buzzer which sounds when : The lights are on and The door is open and No key is in the ignition

VariableValue SituationA 1 Lights are on

0 Lights are offB 1 Door is open

0 Door is closedC 1 Key is in ignition

0 Key is out of ignitionP 1 Buzzer is on

0 Buzzer is off

Alarm system ActiveBA

CP

Page 5: Buzzer Example

Example

Truth Table A Truth Table can be used

to show the relationships between : the 3 inputs and the single output

Implementation as a circuit using logic gates

0 0 0 0

0 0 1 0

0 1 0 0

0 1 1 0

1 0 0 0

1 0 1 0

1 1 0 1

1 1 1 0

A B C P

A

B P

C

lights

door

keys

buzzer

Page 6: Buzzer Example

Summary

Inputs and Outputs are expressed in Binary Form A truth table showing relationships between

inputs and outputs is constructed A circuit is built to implement the circuit


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