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    Astable Multivibrator Experiment 7

    Control SystemLaboratory

    INTRODUCTION

    This circuit diagram shows how a 555 timer IC is configured

    to function as an astable multivibrator. An astable multivibrator is a

    timing circuit whose 'low' and 'high' states are both unstable. As

    such, the output of an astable multivibrator toggles between 'low'

    and 'high' continuously, in effect generating a train of pulses. This

    circuit is therefore also known as a 'pulse generator' circuit.

    In this circuit, capacitor C1 charges through R1 and R2,

    eventually building up enough voltage to trigger an internalcomparator to toggle the output flip-flop. Once toggled, the flip-flop

    discharges C1 through R2 into pin 7, which is the discharge pin.

    When C1's voltage becomes low enough, another internal

    comparator is triggered to toggle the output flip-flop. This once

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    again allows C1 to charge up through R1 and R2 and the cycle

    starts all over again.

    C1's charge-up time t1 is given by: t1 = 0.693(R1+R2)C1.

    C1's discharge time t2 is given by: t2 = 0.693(R2)C1. Thus, the

    total period of one cycle is t1+t2 = 0.693 C1(R1+2R2). The

    frequency f of the output wave is the reciprocal of this period, and is

    therefore given by: f = 1.44/(C1(R1+2R2)), wherein f is in Hz if R1

    and R2 are in megaohms and C1 is in microfarads.

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    DATA

    Part I

    Figure 1. 555 IC Astable Multivibrator with switch 1 connected to 0.01 uF

    capacitor using LED as an indicator.

    Observation: The LED indicator blinks fast.

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    Figure 2. 555 IC Astable Multivibrator with switch 1 connected to 0.01 uF

    capacitor and output pulse

    Period: 220 microseconds

    Frequency: 4.55 kHz

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    Figure 3. 555 IC Astable Multivibrator with switch 1 connected to 1 uF capacitor

    using LED as an indicator.

    Observation: The LED indicator blinks slower than the previous

    configuration

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    Figure 2. 555 IC Astable Multivibrator with switch 1 connected to 1 uF capacitor

    and output pulse

    Period: 20.7 milliseconds

    Frequency: 48.31 Hz

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    Part II

    Figure 5. Asatable Multivibrator using op-amp

    Position Min Max

    T(ms) 22.40 76.80 131.60 186.20 240.90F(Hz) 44.64 13.02 7.60 5.37 4.15

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    Figure 6. Output

    waveform of Astable

    Multivabrator using op-

    amp with potentiometer

    at 75%

    Figure 7. Output

    waveform of Astable

    Multivabrator using op-

    amp with potentiometer

    at 50%

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    Figure 8. Output

    waveform of Astable

    Multivabrator using op-

    amp with potentiometer

    at 25%

    Figure 9. Output

    waveform of Astable

    Multivabrator using op-

    amp with potentiometer

    at minimum

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    Figure 10. Output

    waveform of Astable

    Multivabrator using op-

    amp with potentiometer

    at maximum

    *If period T is equal to 20 ms,

    Resistance of the potentiometer is 0 hms

    For computed value:

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    ANALYSIS

    Part I

    1. Describe the output waveform of the astable circuit.

    ***The output waveform of an astable circuit is a series of

    digital pulses.

    2. Draw the block diagram of the major operations contained on

    the 555 timer chip.

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    3. Compute for the output frequency when (a) SW1 is connected

    to C1 and (b) SW1 is connected to C2.

    ()( )a. If C1 is connected

    ()( )

    ()()( )

    b. If C2 is connected

    ()( ) ()()( ) 4. Compare the measured value with the computed value of the

    frequency for C1 and C2.

    a. If C1 is connected

    b. If C2 is connected

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    Part II

    1. What is the effect of the feedback resistance to the period of the

    output waveform?

    ***As the feedback resistance increases the period of the

    output waveform also increases.

    2. Plot the graph of the potentiometer position versus the

    frequency and versus the period. Describe the graph drawn.

    ***by looking at the graph, I can say that the feedback

    resistance is directly proportional with the period (T) and the

    line of their relationship is linear. The graph of therelationship of frequency and feedback resistance is

    inversely proportional as the feedback resistance increase

    the frequency decrease; and is asymptotic to the y-axis.

    0

    50

    100

    150

    200

    250

    300

    Minimum 1/4 1/2 3/4 Maximum

    Period(ms)

    Frequency(Hz)

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    3. With the use of the stated equation compute for the frequency

    (f) and period (T).

    If Rpotentiometer is minimum:

    If Rpotentiometer is 1/4:

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    If Rpotentiometer is 1/2:

    If Rpotentiometer is 3/4:

    If Rpotentiometer is maximum:

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    4. Compute for the percent error between the measured value

    recorded in the table and the computed value of f and T.

    Measured Values:

    Position Min Max

    T(ms) 22.40 76.80 131.60 186.20 240.90F(Hz) 44.64 13.02 7.60 5.37 4.15

    Computed Values:

    Position Min Max

    T(ms) 21.97 76.90 131.83 186.87 241.69F(Hz) 45.51 13.00 7.59 5.35 4.13

    a. If Rpotentiometer is minimum

    b. If Rpotentiometer is minimum

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    c. If Rpotentiometer is minimum

    d. If Rpotentiometer is minimum

    e. If Rpotentiometer is minimum

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    DISCUSSION

    For this experiment, entitled Astable Multivibrator, we deal

    with the function of an Astable Multivibrator circuit. This experiment

    is divided into two parts; the first one is an astable multivibrator

    using a 555 timer IC, and for the second part it is with a use of

    operational amplifier.

    We construct the circuit using a computer-based program

    called Multisim. With the use of Multisim, we will be able to simulate

    a response of a circuit with an ideal condition with in a click of amouse.

    At first, we construct the given circuit. It is an astable

    multivibrator with a 555 timer on its circuitry. It has also a single

    pole double throw switch with two capacitors of different values

    connected on its throw. For the first observation, we try to analyze

    the response of the circuit with a 0.01 uF capacitor connected on its

    trigger pin. As I observe its response, I noticed that the LEDindicator blinks fast. And with that, I try to analyze the output

    waveform using an oscilloscope connected on the output of the

    circuit. And I record the frequency and the period of the output

    signal.

    After that, the experiment says that I must change or

    connect the switch to the 1 uF capacitor. And by repeating the

    procedure on the first configuration, I noticed that the LED indicator

    blinks slower than the latter condition. And also when I analyze its

    output waveform, I have seen that the period and frequency of the

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    output signal alter. The period is much greater and the frequency is

    lower.

    For the second part, I construct a circuit of astable

    multivibrator but this time its with the use of an operational

    amplifier. And with the varying factor, the experiment said to use a

    potentiometer on the feedback of the op-amp.