A
Diode Rectifier Circuit Lab
An AC tachometer produces a sinusoidal signal with a frequency and amplitude
both proportional to rotational rate. While rotational rate information
is encoded both into frequency and amplitude, it is often necessary to
have a signal that is a DC signal voltage proportional to speed.
The diode rectifier circuit - shown below - is one way to convert an AC
input signal (from the tachometer) to a DC voltage. You need
to investigate using this circuit.

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Connect the circuit.
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Use a 1.0mf
capacitor.
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The resistor (R) should
be 10kW.
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The input voltage to the
motor should be from the power supply using the 0-6v range.
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Observe the waveform on
an oscilloscope when the tachometer generates the input voltage.
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Compare the waveforms
you observe with the waveforms in the rectifier simulator.
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You may want to note that
the ratio of time constant to period of the sinusoidal input really determines
the shape of the response. In other words, as long as that ratio
is constant (or equivalently, the product of time constant and frequency
is constant) the graph of the output voltage (across the capacitor) will
look the same (after adjusting the time scale).
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You should get four (4)
cycles per revolution of the tachometer.
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Note the range of signal
frequency at the voltage limits. Determine the lowest and highest
frequencies for the allowed voltage.
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Calibrate the tachometer,
giving an expression for both the frequency and the output voltage (AC
peak value) as a function or ratational rate.
Now, using the tachometer signal, connect the circuit above using the values
given. Do not connect the circuit to the tachometer yet.
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Adjust the voltage applied
to the motor to get as close to 100 Hz as you can.
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Observe the waveform of
the output signal on the oscilloscope. Get a picture of that waveform
using Benchlink. Be sure that you are observing the tachometer signal
without the diode rectifier circuit attached.
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Use the automatic measurement
capability of the oscilloscope to determine the frequency as you adjust
the voltage applied to the motor.
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Add the circuit above
to the tachometer signal.
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Observe both the tachometer
signal (the output of the tachometer, which is the same as the input signal
to the diode rectifier) and the output of the diode rectifier voltage (the
voltage across the capacitor in the circuit above). You can do that
by putting one signal into channel 1 and the other signal into channel
2. Make sure that both channels are "ON", and that they have the
same vertical sensitivity. Adjust the zero (ground) levels (shown
by the ground symbol on the right side of the scope graph) so that both
signals have the reference at the same point on the scope trace (in the
middle of the scope graph - vertically).
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Record what happens to
the tachometer output when the rectifier circuit is attached. You
should observe a change in the tachometer voltage when the rectifier circuit
is attached. That effect occurs because the rectifier circuit draws
current from the tachometer, and the tachometer voltage drops when current
is drawn. (Remember that your automobile lights dim when you have
them on and start the starter motor. Same idea. Same effect.)
That effect is referred to as loading
the voltage source (the tachometer in this case).
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Compare the output waveform
with the input sinusoid.
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You should notice that
the output voltage of the diode rectifier tends to follow the input voltage
(the tachometer voltage) when the diode is conducting. The difference
between the output voltage and the tachometer voltage is due to the threshold
voltage in the diode - about 0.7 volts.
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Get a picture of both
signals - using Benchlink.
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Now, calculate the amount
of decay you would expect in the output signal (due to the time-constant
decay) assuming that the decay took a full cycle of the sine wave.
(The frequency of the tachometer signal should have been set to 100 Hz
above.) (Note that the decay does not go on for the full cycle, but
this should provide a limit calculation for the amount of decay that does
occur. The problem of finding the exact decay is a miserable mathematical
problem.) Compare that decay with what you actually observe.
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NOTE: Decay can
be the percentage that the voltage "droops" from the peak to the time when
the diode again begins to conduct (each cycle).
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Repeat your measurements
so that you have data for 30, 60, 100, 200 and 300 Hz. (To get 30
Hz, you may need to speed up the motor, then lower the speed.) Click
here for a hand-in sheet.