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Experiment 3 (A) : Washing Machine Control Using Basic AND & NOT Gates

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DIGITAL ELECTRONICS LAB

EXPERIMENT 3 (a)
Washing machine control using basic AND & NOT gates
 AIM
To construct logic circuit of washing machine control using a generalized simulator
and verify its output.

 THEORY

o When logic gates are connected together to produce a specific output for certain
specific combinations of input variables, with no storage involved, the resulting
circuit is called as a Combinational logic circuit.
o In this experiment, we have to make a combinational logic circuit for washing
machine control application with following logical reasoning:
 For turning ON of any of the output devices, the washing machine door/lid
should be closed at any point of time, so only last four cases of the truth table
should to be considered where D takes a value 1.
 If door is closed & water level is LOW, the water valve should be turned ON.
 If door is closed, water level is satisfactory (HIGH) & the temperature is low,
the heater should be turned ON.
 Whereas when the door is closed, water level is satisfactory and the
temperature is right, the motor should turn ON.

 PROCEDURE

1. Turn On/OFF the inputs, D, L and T according to the truth table.


2. Note the output for various combinations of input.
3. Validate that the design works as per the problem statement: The motor of
the washing machine turns ON when the right temperature, the right water
level and obviously when the door of the machine is closed.
4. Using simulator build the washing machine control circuit and verify the
result.

 OBSERVATION

Considering the logical reasoning given, we get the following Boolean expressions:
 Water Valve (V) = D.L'
 Heater (H) = D.L.T'
 Motor (M) = D.L.T
CIRCUIT DIAGRAM

TRUTH TABLE

 RESULT
Used AND and NOT logic gates to construct logic circuit of washing machine control
and verified the result.

 LEARNING OUTCOME

 In this experiment we used combinational logic circuit for washing machine


control.
 With the help of this experiment, we learned how to use logic circuit for real-life
application.

DIVYANSHU BOSE
191210019
CSE- 2ND YEAR
NIT DELHI

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