Technical Support................................................................................ Back Cover
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i
AC/DC Electronics Laboratory012-05892A
Copyright, Warranty and Equipment Return
Please—Feel free to duplicate this manual
subject to the copyright restrictions below.
Copyright Notice
The PASCO scientific Model EM-8656 AC/DC Electronics Laboratory manual is copyrighted and all rights
reserved. However, permission is granted to non-profit
educational institutions for reproduction of any part of
this manual providing the reproductions are used only for
their laboratories and are not sold for profit. Reproduction under any other circumstances, without the written
consent of PASCO scientific, is prohibited.
Limited Warranty
PASCO scientific warrants this product to be free from
defects in materials and workmanship for a period of one
year from the date of shipment to the customer. PASCO
will repair or replace, at its option, any part of the product
which is deemed to be defective in material or workmanship. This warranty does not cover damage to the product
caused by abuse or improper use. Determination of
whether a product failure is the result of a manufacturing
defect or improper use by the customer shall be made
solely by PASCO scientific. Responsibility for the return
of equipment for warranty repair belongs to the customer.
Equipment must be properly packed to prevent damage
and shipped postage or freight prepaid. (Damage caused
by improper packing of the equipment for return shipment will not be covered by the warranty.) Shipping
costs for returning the equipment, after repair, will be
paid by PASCO scientific.
Equipment Return
Should the product have to be returned to PASCO
scientific for any reason, notify PASCO scientific by
letter, phone, or fax BEFORE returning the product.
Upon notification, the return authorization and
shipping instructions will be promptly issued.
ä
NOTE: NO EQUIPMENT WILL BE
ACCEPTED FOR RETURN WITHOUT AN
AUTHORIZATION FROM PASCO.
When returning equipment for repair, the units
must be packed properly. Carriers will not accept
responsibility for damage caused by improper
packing. To be certain the unit will not be
damaged in shipment, observe the following rules:
➀ The packing carton must be strong enough for the
item shipped.
➁ Make certain there are at least two inches of
packing material between any point on the
apparatus and the inside walls of the carton.
➂ Make certain that the packing material cannot shift
in the box or become compressed, allowing the
instrument come in contact with the packing
carton.
Credits
This manual authored by: Ann Hanks and Dave Griffith
The EM-8656 AC/DC Electronics Laboratory is designed
for both DC and AC electricity experiments. The circuit
board can be powered by batteries for DC experiments or
it can be powered by a computer equipped with a Power
Amplifier for AC experiments. The AC experiments
could also be performed without a Power Amplifier if a
function generator is available.
Equipment
The PASCO Model EM-8656 AC/DC Electronics
Laboratory includes the following materials:
• Circuits Experiment Board
• Storage Case
• Component Bag
• Experiment Manual
The Circuit Experiment Board features:
The first ten experiments in this manual are DC experiments using battery power and multimeters rather than
using a computer. The rest of the experiments use a
computer (MAC or PC) with a Power Amplifier. The
software used is Science Workshop™.
(6) Diodes 1N-4007
(2) Transistors 2N-3904
(1 ea) LED red, green, yellow, bicolor
Wire Leads––22 ga. (4@5" and 5 @10")
* NOTE: Due to manufacturer's tolerances,
wattage may vary by 15-30% from bulb to bulb.
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AC/DC Electronics Laboratory012-05892A
Getting Started
➀ Store the components in the Ziplock bag until needed.
Keep track of, and return the components to the
Ziplock bag after the experiment is completed.
➁ Identify the resistor value required for the individual
experiments with the help of the following chart.
➂ Familiarize yourself with the board layout, as shown.
Black
Brown
Red
Orange
Yellow
Green
Blue
Violet
Gray
White
0
1
2
3
4
5
6
7
8
9
2nd Digit
1st Digit
Resistor Chart
➃ Students will need to use the same component layout
from one experiment to another. Labeling of the
boards and your meters will enable students to more
easily have continuity in their work. Using removable
labels or using a permanent marker are two alternatives for marking the board.
No. of Zeros
Tolerance
Fourth Band
None
Silver
Gold
Red
±20%
±10%
±5%
±2%
Pushbutton
switch
Battery Holder
(3) Light Bulbs
and Sockets
3 VOLT BULBS
ABC
+
–
+
–
Potentiometer3.3Ω ResistorTransistor socket
(for
Iron core)
KIT NO.
Coil
3.3Ω
3 VOLTS MAX
E
C
B
C
W
Component
spring
Banana
Jacks
EM-8656
Board Layout
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AC/DC ELECTRONICS LABORATORY
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012-05892AAC/DC Electronics Laboratory
Notes on the Circuits Experiment Board
The springs are securely soldered to the board and serve
as a convenient method for connecting wires, resistors
and other components. Some of the springs are connected electrically to devices like the potentiometer and
the D-cells. In the large Experimental Area, the springs are
connected in pairs, oriented perpendicular to each other. This
facilitates the connection of various types of circuits.
If a spring is too loose, press the coils together firmly to
tighten it up. The coils of the spring should not be too
tight, as this will lead to bending and/or breaking of the
component leads when they are inserted or removed. If a
spring gets pushed over, light pressure will get it straightened back up.
The components, primarily resistors, and small wires can
be stored in the plastic bag supplied in the storage case.
Encourage students to keep careful track of the components and return them to the bag each day following the
lab period.
When connecting a circuit to a D-cell, note the polarity
(+ or -) which is printed on the board. In some cases the
polarity is not important, but in some it will be imperative. Polarity is very important for most meters.
Connections are made on the Circuits Experiment Board
by pushing a stripped wire or a lead to a component into a
spring. For maximum effect, the stripped part of the wire
should extend so that it passes completely across the spring,
making contact with the spring at four points. This produces
the most secure electrical and mechanical connection.
Spring
Wire
Figure 1 Diagram of wires and springs
(top view)
(side view)
The Experiments
The experiments written up in this manual are developmental, starting from an introduction to the Circuits
Experiment Board and complete circuits, through series
and parallel circuits, ultimately resulting in diode and
transistor characteristics. These experiments can be used
in combination with existing labs that the teacher employs, or may be used as a complete lab unit.
Experiment 1Circuits Experiment Board
Experiment 2Lights in Circuits
Experiment 3Ohm’s Law
Experiment 4Resistances in Circuits
Experiment 5Voltages in Circuits
Experiment 6Currents in Circuits
Experiment 7Kirchhoff’s Rules
Experiment 8Capacitors in Circuits
Experiment 9Diode Characteristics
Experiment 10 Transistor Characteristics
Computer based experiments
Experiment 11 Ohm's Law II
Experiment 12 RC Circuit
Experiment 13 LR Circuit
Experiment 14 LRC Circuit
Experiment 15 Diodes Lab – Part 1
Experiment 16 Diodes Lab – Part 2
Experiment 17 Transistor Lab 1
Experiment 18 Transistor Lab 2
Experiment 19 Transistor Lab 3
Experiment 20 Induction, Magnet and Coil
Additional Equipment needed:
Please refer to the Equipment Needed section in the
beginning of each experiment for a listing of all equipment requirements.
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AC/DC Electronics Laboratory012-05892A
Comments on Meters
VOM:
The Volt-Ohm-Meter or VOM is a multiple scale, multiple
function meter (such as the PASCO SB-9623 Analog
Multimeter), typically measuring voltage and resistance,
and often current, too. These usually have a meter movement, and may select different functions and scales by
means of a rotating switch on the front of the unit.
Advantages: VOM’s may exist in your laboratory and
thus be readily accessible. A single meter may be used to
make a variety of measurements rather than needing
several meters.
Disadvantages: VOM’s may be difficult for beginning
students to learn to read, having multiple scales corresponding to different settings. VOM’s are powered by
batteries for their resistance function, and thus must be
checked to insure the batteries are working well. Typically, VOM’s may have input resistances of 30,000 Ω on
the lowest voltage range, the range that is most often used
in these experiments. For resistances in excess of
1,000 Ω, this low meter resistance affects circuit operation during the taking of readings, and thus is not usable
for the capacitor, diode and transistor labs.
DMM:
The Digital Multimeter or DMM is a multiple scale,
multiple function meter (such as the PASCO SB-9624
Basic Digital Multimeter or the SE-9589 General Purpose
DMM), typically measuring voltage and resistance, and
often current, too. These have a digital readout, often
with an LCD (Liquid Crystal Display). Different functions and scales are selected with either a rotating switch
or with a series of pushbutton switches.
Advantages: DMM’s are easily read, and with their
typically high input impedances (>10
for circuits having high resistance. Students learn to read
DMM’s quickly and make fewer errors reading values.
Reasonable quality DMM’s can be purchased for $60 or
less. PASCO strongly recommends the use of DMM’s.
Disadvantages: DMM’s also require the use of a battery,
although the lifetime of an alkaline battery in a DMM is
quite long. The battery is used on all scales and functions. Most DMM’s give the maximum reading on the
selector (i.e., under voltage, “2” means 2-volt maximum,
actually 1.99 volt maximum). This may be confusing to
some students.
6
Ω) give good results
VTVM:
The Vacuum Tube Voltmeter or VTVM is a multiple
scale, multiple function meter, typically measuring
voltage and resistance. They do not usually measure
current. The meter is an analog one, with a variety of
scales, selected with a rotating switch on the front of the
meter.
Advantages: VTVM’s have high input resistances, on
6
the order of 10
Ω or greater. By measuring the voltage
across a known resistance, current can be measured with
a VTVM.
Disadvantages: VTVM’s have multiple scales. Students
need practice to avoid the mistake of reading the incorrect
one. An internal battery provides the current for measuring resistance, and needs to be replaced from time to time.
Grounding problems can occur when using more than one
VTVM to make multiple measurements in the same
circuit.
Panelmeters:
Individual meters, frequently obtained from scientific
supply houses, are available in the form of voltmeters,
ammeters, and galvanometers (such as PASCO’s
SE-9748 Voltmeter 5 V, 15 V , SE-9746 Ammeter 1 A,
5 A and SE-9749 Galvanometer ± 35 mV). In some
models, multiple scales are also available.
Advantages: Meters can be used which have the specific
range required in a specific experiment. This helps to
overcome student errors in reading.
Disadvantages: Using individual meters leads to errors
in choosing the correct one. With limited ranges, students
may find themselves needing to use another range and not
have a meter of that range available. Many of the
individual meters have low input impedances
(voltmeters) and large internal resistances (ammeters).
Ohmmeters are almost nonexistent in individual form.
Light Bulbs
The #14 bulbs are nominally rated at 2.5 V and 0.3 A.
However, due to relatively large variations allowed by
the manufacturer, the wattage of the bulbs may vary by
15 to 30%. Therefore, supposedly “identical” bulbs may
not shine with equal brightness in simple circuits.
The purpose of this lab is to become familiar with the Circuits Experiment Board, to learn
how to construct a complete electrical circuit, and to learn how to represent electrical circuits
with circuit diagrams.
Background
➀ Many of the key elements of electrical circuits have been reduced to symbol form. Each symbol
represents an element of the device’s operation, and may have some historical significance. In this
lab and the ones which follow, we will use symbols frequently, and it is necessary you learn
several of those symbols.
Wire
Switch
Battery
(Cell)
Resistor
Light
Fuse
➁ The Circuits Experiment Board has been designed to conduct a wide variety of experiments easily
and quickly. A labeled pictorial diagram of the Experiment Board appears on page 2. Refer to
that page whenever you fail to understand a direction which mentions a device on the board itself.
➂ Notes on the Circuits Experiment Board:
a) The springs are soldered to the board to serve as convenient places for connecting wires,
resistors and other components. Some of the springs are connected electrically to devices like
the potentiometer and the D-cells.
b) If a spring is too loose, press the coils together firmly to enable it to hold a wire more tightly.
If a spring gets pushed over, light pressure will get it straightened back up. If you find a spring
which doesn’t work well for you, please notify your instructor.
c) The components, primarily resistors, are contained in a plastic case at the top of the board.
Keep careful track of the components and return them to the storage bag following each lab
period. This way you will get components with consistent values from lab to lab.
d) When you connect a circuit to a D-cell (each “battery” is just a cell, with two or more cells
comprising a battery) note the polarity (+ or -) which is printed on the board. Although in
some cases the polarity may not be important, in others it may very important.
e) Due to normal differences between light bulbs, the brightness of “identical” bulbs may vary
substantially.
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AC/DC Electronics Laboratory012-05892A
Procedure
➀ Use two pieces of wire to make connections between the springs on one of the light bulbs to
the springs on the D-cell in such a way that the light will glow. Discuss with your lab partner
before you begin actually wiring your circuit which connections you intend to make, and why
you think you will be successful in activating the light. If you are not successful, try in order:
changing the wiring, using another light, using another cell, asking the instructor for assistance.
a) Sketch the connections that the wires make when you are successful, using the symbols
from the first page of this lab.
b) Re-sketch the total circuit that you have constructed, making the wires run horizontally
and vertically on the page. This is more standard in terms of drawing electrical circuits.
➁ Reverse the two wires at the light. Does this have any
effect on the operation? Reverse the two wires at the
cell. Does this have any effect on the operation?
➂ In the following steps, use the pushbutton switch as
shown on the right.
+
➃ Use additional wires as needed to connect a second
light into the circuit in such a way that it is also
lighted. (Use the switch to turn the power on and off
once the complete wiring has been achieved.) Discuss
your plans with your lab partner before you begin.
Once you have achieved success, sketch the connections that you made in the form of a circuit diagram.
Annotate your circuit diagram by making appropriate
notes to the side indicating what happened with that
particular circuit. If you experience lack of success,
keep trying.
➤ NOTE: Is your original light the same brightness, or was it brighter or dimmer that it was
during step 1? Can you explain any differences in the brightness, or the fact that it is the
same? If not, don’t be too surprised, as this will be the subject of future study.
Battery
–
Switch
Figure 1.1
➄ If you can devise another way of connecting two lights into the same circuit, try it out. Sketch
the circuit diagram when finished and note the relative brightness. Compare your brightness
with what you achieved with a single light by itself.
➅ Disconnect the wires and return them to the plastic bag. Replace the equipment to its storage
The purpose of this lab is to determine how light bulbs behave in different circuit arrangements.
Different ways of connecting two batteries will also be investigated.
Procedure
PART A
➤ NOTE: Due to variations from bulb to bulb, the brightness of one bulb may be substantially
different from the brightness of another bulb in “identical” situations.
➀ Use two pieces of wire to connect a single light bulb to one of the D-cells in such a way that the
light will glow. Include a “switch” to turn the light on and off, preventing it from being on
continuously. (You should have completed this step in Experiment 1. If that is the case, review
what you did then. If not, continue with this step.)
➁ Use additional wires as needed to connect a second light into the circuit in such a way that it is
also lighted. Discuss your plans with your lab partner before you begin. Once you have
achieved success, sketch the connections that you made in the form of a circuit diagram using
standard symbols. Annotate your circuit diagram by making appropriate notes to the side
indicating what happened with that particular circuit.
➤ NOTE: Is your original light the same brightness, or was it brighter or dimmer than it was
during step 1? Can you explain any differences in the brightness, or why it is the same?
➂ If one of the light bulbs is unscrewed, does the other bulb go out or does it stay on? Why or
why not?
➃ Design a circuit that will allow you to light all three lights, with each one being equally bright.
Draw the circuit diagram once you have been successful. If you could characterize the circuit
as being a series or parallel circuit, which would it be? What happens if you unscrew one of
the bulbs? Explain.
➄ Design another circuit which will also light all three bulbs, but with the bulbs all being equally
bright, even though they may be brighter or dimmer than in step 4. Try it. When you are
successful, draw the circuit diagram. What happens if you unscrew one of the bulbs? Explain.
➅ Devise a circuit which will light two bulbs at the same intensity, but the third at a different
intensity. Try it. When successful, draw the circuit diagram. What happens if you unscrew
one of the bulbs? Explain.
➤ NOTE: Are there any generalizations that you can state about different connections to a
set of lights?
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AC/DC Electronics Laboratory012-05892A
PART B
➆ Connect a single D-cell to a single light as in step 1, using a spring clip “switch” to allow
you to easily turn the current on and off. Note the brightness of the light.
⑧ Now connect the second D-cell into the circuit as shown in Figure 2.1a. What is the effect
on the brightness of the light?
Figure 2.1b
Figure 2.1cFigure 2.1a
⑨ Connect the second D-cell as in Figure 2.1b. What is the effect on the brightness?
➉ Finally, connect the second D-cell as in figure 2.1c. What is the effect on the brightness?
➤ NOTE: Determine the nature of the connections between the D-cells you made in steps
8-10. Which of these was most useful in making the light brighter? Which was least
useful? Can you determine a reason why each behaved as it did?
PART C
11 Connect the circuit shown in Figure 2.2. What is the effect of rotating the knob on the
device that is identified as a “Potentiometer?”
Discussion
➀ Answer the questions which appear during the experiment procedure. Pay particular
attention to the “NOTED:” questions.
➁ What are the apparent rules for the operation of lights in series? In parallel?
➂ What are the apparent rules for the operation of batteries in series? In parallel?
➃ What is one function of a potentiometer in a circuit?
The purpose of this lab will be to investigate the three variables involved in a mathematical
relationship known as Ohm’s Law.
Procedure
➀ Choose one of the resistors that you have been given. Using the chart on the next page, decode
the resistance value and record that value in the first column of Table 3.1.
➁ MEASURING CURRENT: Construct the circuit shown in Figure 3.1a by pressing the
leads of the resistor into two of the springs in the Experimental Section on the Circuits
Experiment Board.
Red (+)
Battery
Figure 3.1a
Black (-)
+
–
Red (+)
Battery
Black (-)
+
–
Figure 3.1b
➂ Set the Multimeter to the 200 mA range, noting any special connections needed for measuring
current. Connect the circuit and read the current that is flowing through the resistor. Record this
value in the second column of Table 3.1.
➃ Remove the resistor and choose another. Record its resistance value in Table 3.1 then measure
and record the current as in steps 2 and 3. Continue this process until you have completed all of
the resistors you have been given. As you have more than one resistor with the same value, keep
them in order as you will use them again in the next steps.
➄ MEASURING VOLTAGE: Disconnect the Multimeter and connect a wire from the positive
lead (spring) of the battery directly to the first resistor you used as shown in Figure 3.1b. Change
the Multimeter to the 2 VDC scale and connect the leads as shown also in Figure 3.1b. Measure
the voltage across the resistor and record it in Table 3.1.
➅ Remove the resistor and choose the next one you used. Record its voltage in Table 3.1 as in step
5. Continue this process until you have completed all of the resistors.
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AC/DC Electronics Laboratory012-05892A
Data Processing
➀ Construct a graph of Current (vertical axis) vs Resistance.
➁ For each of your sets of data, calculate the ratio of Voltage/Resistance. Compare the values
you calculate with the measured values of the current.
➀ From your graph, what is the mathematical relationship between Current and Resistance?
➁ Ohm’s Law states that current is given by the ratio of voltage/resistance. Does your data
concur with this?
➂ What were possible sources of experimental error in this lab? Would you expect each to
make your results larger or to make them smaller?
Reference
Black
Brown
Red
Orange
Yellow
Green
Blue
Violet
Gray
White
The purpose of this lab is to begin experimenting with the variables that contribute to the operation of an electrical circuit. This is the first of a three connected labs.
Procedure
➀ Choose three resistors of the same value. Enter those sets of colors in Table 4.1 below. We will
refer to one as #1, another as #2 and the third as #3.
➁ Determine the coded value of your resistors. Enter the value in the column labeled “Coded
Resistance” in Table 4.1. Enter the Tolerance value as indicated by the color of the fourth band
under “Tolerance.”
➂ Use the Multimeter to measure the resistance of each of your three resistors. Enter these values
in Table 4.1.
➃ Determine the percentage experimental error of each resistance value and enter it in the appropri-
➄ Now connect the three resistors into the SERIES CIRCUIT, figure 4.1, using the spring clips on
the Circuits Experiment Board to hold the leads of the resistors together without bending them.
Measure the resistances of the combinations as indicated on the diagram by connecting the leads
of the Multimeter between the points at the ends of the arrows.
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AC/DC Electronics Laboratory012-05892A
Series
R
1
R
2
R
3
R12=
➤
➤
R
12
➤
R
123
➤
R
23
➤
➤
R23=
R
123
=
Figure 4.1
➅ Construct a PARALLEL CIRCUIT, first using combinations of two of the resistors, and then
using all three. Measure and record your values for these circuits.
Parallel
➤ NOTE: Include also R13 by
replacing R2 with R3.
➆ Connect the COMBINATION
CIRCUIT below and measure
the various combinations of
resistance. Do these follow
the rules as you discovered
them before?
➤
R
1
R
12
R
2
➤
R12=
R23=
R
123
=
R
3
Combination
R
2
R
1
Figure 4.2
R1 =
R
3
R
=
23
R
=
123
➤
R
1
➤
➤
R
123
R
2 3
➤
➤
Figure 4.3
⑧ Choose three resistors having different values. Repeat steps 1 through 7 as above, recording
your data in the spaces on the next page. Note we have called these resistors A, B and C.
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012-05892AAC/DC Electronics Laboratory
Table 4.2
Series
Colors
1st 2nd 3rd 4th
A
B
C
R
A
➤
R
AB
➤
➤
Measured
Resistance
R
C
R
B
Coded
Resistance
➤
R
BC
R
ABC
➤
➤
%
Error
R
AB
R
BC
R
ABC
Tolerance
=
=
=
Parallel
➤
Figure 4.4
R
A
R
=
R
AB
R
B
R
C
➤
AB
R
=
BC
R
=
ABC
Figure 4.5
➤ NOTE: Include also R
®
by replacing RB with RC.
AC
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AC/DC Electronics Laboratory012-05892A
Combination
R
B
R
A
R
=
A
R
=
BC
R
=
ABC
➤
R
C
R
A
➤
➤
R
ABC
R
BC
Figure 4.6
➤
➤
Discussion
➀ How does the % error compare to the coded tolerance for your resistors?
➁ What is the apparent rule for combining equal resistances in series circuits? In parallel
circuits? Cite evidence from your data to support your conclusions.
➂ What is the apparent rule for combining unequal resistances in series circuits? In parallel
circuits? Cite evidence from your data to support your conclusions.
➃ What is the apparent rule for the total resistance when resistors are added up in series? In
parallel? Cite evidence from your data to support your conclusions.
Extension
Using the same resistance values as you used before plus any wires needed to help build the
circuit, design and test the resistance values for another combination of three resistors. As
instructed, build circuits with four and five resistors, testing the basic concepts you discovered in this lab.
Reference
Black
Brown
Red
Orange
Yellow
Green
Blue
Violet
Gray
White
The purpose of this lab will be to continue experimenting with the variables that contribute to the
operation of an electrical circuit. You should have completed Experiment 4 before working on
this lab.
Procedure
➀ Connect the three equal resistors that you used in Experiment 4 into the series circuit shown
below, using the springs to hold the leads of the resistors together without bending them. Connect two wires to the D-cell, carefully noting which wire is connected to the negative and which
is connected to the positive.
➁ Now use the voltage function on the Multimeter to measure the voltages across the individual
resistors and then across the combinations of resistors. Be careful to observe the polarity of the
leads (red is +, black is -). Record your readings below.
Series
-
-
➤
-
+
V
1
R
1
➤
-
+
➤
V
12
➤
➤
Figure 5.1
R
=V
1
+
R
2
+
-
R
3
+
➤
V
23
V
123
=
1
➤
➤
R
=V
2
R
=V
3
R
=V
12
R
=V
23
R
=V
123
®
15
2
3
12
23
123
=
=
=
=
=
AC/DC Electronics Laboratory012-05892A
➂ Now connect the parallel circuit below, using all three resistors. Measure the voltage across
each of the resistors and the combination, taking care with the polarity as before.
➤ NOTE: Keep all three resistors connected throughout the time you are making your
measurements. Write down your values as indicated below.
Parallel
+
-
R
➤
=
R
1
➤
V
1
R
2
R
3
1
R
=
2
R
=
3
R
=
123
V
=
1
V
=
2
V
=
3
V
=
123
Figure 5.2
➃ Now connect the circuit below and measure the voltages. You can use the resistance read-
ings you took in Experiment 4 for this step.
Combination
+
-
R
=
1
R
=
23
R
=
123
➤
➤
R
2
R
1
R
3
V
1
➤
➤
V
123
V
23
➤
➤
V
=
1
V
=
23
V
=
123
Figure 5.3
➄ Use the three unequal resistors that you used in Experiment 4 to construct the circuits shown
below. Make the same voltage measurements that you were asked to make before in steps 1
to 4. Use the same resistors for A, B and C that you used in Experiment 4.
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012-05892AAC/DC Electronics Laboratory
Series
R
ABC
+
R
B
-
++
C
➤
V
BC
-
➤
➤
-
-
+
V
A
R
A
-
+
V
AB
➤
V
Figure 5.4
R
=V
A
R
=V
B
R
=V
C
A
B
C
=
=
=
➤
➤
Parallel
➤
R
=V
AB
R
=V
BC
R
=V
ABC
+
-
R
=
R
A
➤
V
A
R
B
R
C
A
R
=
B
R
=
C
R
ABC
=
AB
=
BC
=
ABC
V
V
V
=
V
A
B
C
ABC
=
=
=
=
Figure 5.5
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17
AC/DC Electronics Laboratory012-05892A
Combination
+
-
R
➤
➤
=
R
B
R
A
R
C
V
A
➤
V
ABC
➤
V
BC
➤
➤
A
R
=
BC
R
=
ABC
V
V
V
A
BC
ABC
=
=
=
Figure 5.6
Discussion
On the basis of the data you recorded on the table with Figure 5.1, what is the pattern for how
voltage gets distributed in a series circuit with equal resistances? According to the data you
recorded with Figure 5.4, what is the pattern for how voltage gets distributed in a series
circuit with unequal resistances? Is there any relationship between the size of the resistance
and the size of the resulting voltage?
Utilizing the data from Figure 5.2, what is the pattern for how voltage distributes itself in a
parallel circuit for equal resistances? Based on the data from Figure 5.5, what is the pattern
for how voltage distributes itself in a parallel circuit for unequal resistances? Is there any
relationship between the size of the resistance and the size of the resulting voltage?
Do the voltages in your combination circuits (see Figures 5.3 and 5.6) follow the same rules
as they did in your circuits which were purely series or parallel? If not, state the rules you see
in operation.
18
®
012-05892AAC/DC Electronics Laboratory
Experiment 6: Currents in Circuits
EQUIPMENT NEEDED:
– AC/DC Electronics Lab Board: Resistors and Wire Leads
– D-cell Battery
– Digital Multimeter
Purpose
The purpose of this lab will be to continue experimenting with the variables that contribute to the
operation of electrical circuits.
Procedure
➀ Connect the same three resistors that you used in Experiments 3 and 4 into the series circuit shown
below, using the springs to hold the leads of the resistors together without bending them. Connect
two wires to the D-cell, and carefully note which lead is negative and which is positive.
Series
➁ Now change the leads in your DMM so that
they can be used to measure current. You
should be using the scale which goes to a
maximum of 200 mA. Be careful to observe
the polarity of the leads (red is +, black is -). In
R
1
+
order to measure current, the circuit must be
interrupted, and the current allowed to flow
through the meter. Disconnect the lead wire
from the positive terminal of the battery and
connect it to the red (+) lead of the meter.
Connect the black (-) lead to R
originally was connected. Record your reading
, where the wire
1
-
+
I
0
in the table as Io. See Figure 6.2.
R
➂ Now move the DMM to the positions indicated
in Figure 6.3, each time interrupting the circuit,
1
+
and carefully measuring the current in each one.
Complete the table on the top of the back page.
➤ NOTE: You will be carrying values from Experiments 3 and 4 into the table on the back.
+
-
+
-
+
R
Figure 6.1
R
Figure 6.2
-
2
+
2
-
-
R
3
+
R
3
+
-
-
-
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19
AC/DC Electronics Laboratory012-05892A
-
R
1
+
I
0
+
I
1
+
-
-
R
2
+
-
-
I
3
+
I
2
R
3
Figure 6.3
I
R
=
1
R
=
2
R
=
3
R
=
12
R
=
23
R
=
123
=
0
I
=
1
I
=
2
I
=
3
V
=
1
V
=
2
V
=
3
V
=
12
V
=
23
V
=
123
➃ Connect the parallel circuit below, using all three resistors. Review the instructions for
connecting the DMM as an ammeter in step 2. Connect it first between the positive terminal of
the battery and the parallel circuit junction to measure I0. Then interrupt the various branches
of the parallel circuit and measure the individual branch currents. Record your measurements
in the table below.
Parallel
I
R
=
1
R
=
2
R
=
3
R
=
123
=
0
I
=
1
I
=
2
I
=
3
I
=
4
V
1
V2 =
V
3
V
123
=
=
=
+
I
0
-
Discussion
On the basis of your first set of data, what is the pattern for how current behaves in a series
circuit? At this point you should be able to summarize the behavior of all three quantities resistance, voltage and current - in series circuits.
+
-
R
1
R
2
R
3
Figure 6.4
-
I
4
+
+
+
-
I
1
-
I
2
-
I
3
+
On the basis of your second set of data, are there any patterns to the way that currents behave
in a parallel circuit? At this time you should be able to write the general characteristics of
currents, voltages and resistances in parallel circuits.
The purpose of this lab will be to experimentally demonstrate Kirchhoff’s Rules for electrical circuits.
Procedure
➀ Connect the circuit shown in Figure 7.1a using any of the resistors you have except the 10 Ω
one. Use Figure 7.1b as a reference along with 7.1a as you record your data. Record the
resistance values in the table below. With no current flowing (the battery disconnected), measure the total resistance of the circuit between points A and B.
➁ With the circuit connected to the battery and the current flowing, measure the voltage across
each of the resistors and record the values in the table below. On the circuit diagram in Figure
7.1b, indicate which side of each of the resistors is positive relative to the other end by placing a
“+” at that end.
➂ Now measure the
current through each
of the resistors.
Interrupt the circuit
and place the DMM
in series to obtain
your reading. Make
sure you record each
of the individual
currents, as well as
the current flow into
or out of the main
part of the circuit, I
ABC
R
1
+
Wire
Battery
.
T
Figure 7.1a
–
R
3
AB
R
5
D
R
1
R
R
C
2
Wire
4
R
2
R
5
R
3
R
4
D
Figure 7.1b
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21
AC/DC Electronics Laboratory012-05892A
Table 7.1
Resistance, ΩVoltage, voltsCurrent, mA
R
1
R
2
R
3
R
4
R
5
R
T
V
1
V
2
V
3
V
4
V
5
V
T
I
1
I
2
I
3
I
4
I
5
I
T
Analysis
➀ Determine the net current flow into or out of each of the four “nodes” in the circuit.
➁ Determine the net voltage drop around at least three (3) of the six or so closed loops. Remem-
ber, if the potential goes up, treat the voltage drop as positive (+), while if the potential goes
down, treat it as negative (-).
Discussion
Use your experimental results to analyze the circuit you built in terms of Kirchhoff’s Rules. Be
specific and state the evidence for your conclusions.
Extension
Build the circuit below and apply the same procedure you used previously. Analyze it in terms
of Kirchhoff’s Rules. If possible, try to analyze the circuit ahead of time and compare your
measured values with the theoretically computed values.
R
2
R
4
R
R
1
V
1
3
V
R
5
2
Figure 7.2
22
®
012-05892AAC/DC Electronics Laboratory
Experiment 8: Capacitors in Circuits
EQUIPMENT NEEDED:
– AC/DC Electronics Lab Board: Capacitors, Resistors, Wire Leads
– D-cell Battery
– Stopwatch or timer with 0.1 sec resolution.
– Vacuum Tube Voltmeter (VTVM) or Electrometer (ES-9054B) or Digital Multimeter
(DMM) that has an input impedance of 10 MΩ or greater.
Purpose
The purpose of this lab will be to determine how capacitors behave in R-C circuits. The manner in
which capacitors combine will also be studied.
Procedure
➀ Connect the circuit shown in Figure 8.1, using a 100 kΩ resistor and a 100 µF capacitor. Connect
the circuit as shown in Figure 8.1. Connect the VTVM so the black “ground” lead is on the side of
the capacitor that connects to the negative terminal of the battery and set it so that it reads to a
maximum of 1.5 V DC.
➁ Start with no voltage on the capacitor
and the switch off. If there is remaining
voltage on the capacitor, use a piece of
Battery
–
E
Switch
C
wire to “short” the two leads together,
draining any remaining charge. (Touch
the ends of the wire to points B and C as
shown in Figure 8.1 to discharge the
capacitor.)
➂ Now close the switch by pushing and
holding the button down. Observe the
voltage readings on the VTVM, the
voltage across the capacitor. How would
you describe the manner in which the
voltage changes?
Battery
-
+
+
V
C
–
Cap
Figure 8.1
B
Res
➃ If you now open the switch by releasing the button, the capacitor should remain at its present
voltage with a very slow drop over time. This indicates that the charge you placed on the capacitor has
no way to move back to neutralize the excess charges on the two plates.
➄ Connect a wire between points A and C in the circuit, allowing the charge to drain back through
the resistor. Observe the voltage readings on the VTVM as the charge flows back. How would
you describe the manner in which the voltage falls? (It would be reasonable to sketch a graph
showing the manner in which the voltage rose over time as well as the manner in which it fell over time.)
3 VOLTS MAX
C
W
A
➅ Repeat steps 3-5 until you have a good feeling for the process of charging and discharging of a
capacitor through a resistance.
➆ Now repeat steps 3-5, this time recording the time taken to move from 0.0 volts to 0.95 volts while
charging, t
your times along with the resistance and capacitance values in Table 8.1 at the top of the back page.
®
, and the time taken to move from 1.5 volts to 0.55 volts while discharging, tD. Record
C
23
AC/DC Electronics Laboratory012-05892A
Table 8.1
TrialResistanceCapacitance
1
2
3
4
5
6
7
8
t
C
t
D
⑧ Replace the 100 µF capacitor with a 330 µF capacitor. Repeat step 7, recording the charging
and discharging times in Table 8.1. If a third value is available, include it in the data table, too.
⑨ Return to the original 100 µF capacitor, but put a 220 kΩ resistor in the circuit. Repeat step 7,
recording your data in Table 8.1. If a third resistor is provided, use it in the circuit, recording the
data.
➤ NOTE:
➀ What is the effect on charging and discharging times if the capacitance is increased? What
mathematical relationship exists between your times and the capacitance?
➁ What is the effect on charging and discharging times if the resistance of the circuit is
increased? What mathematical relationship exists between your times and the resistance?
➉ Return to the original 100 kΩ resistor, but use the 100 µF capacitor in series with the 330 µF
capacitor. Repeat step 7, recording your results in Table 8.2.
Now repeat step 7, but with the 100 µF and the 330 µF capacitors in parallel.
11
R = __________ C
Type of Circuit
Series
Parallel
= __________C2 = __________
1
Table 8.2
t
C
t
D
➤ NOTE:What is the effect on the total capacitance if capacitors are combined in series? What
if they are combined in parallel? (Refer to Table 8.2).
The purpose of this lab will be to experimentally determine some of the operating characteristics
of semiconductor diodes.
Procedure
À
Connect the circuit shown in Figure
9.1a using the 1N4007 diode you’ve
been supplied and the 1 KΩ resistor .
Use Figure 9.1b as a reference along
with Figure 9.1a as you record your
data. Note the direction that the diode is
oriented, with the dark band closer to
point B.
Á With the “switch” closed and the
current flowing, adjust the potentiometer until there is a voltage of 0.05 volt
between points B and C (V
). Mea-
BC
sure the voltage across the diode (VAB).
Record your values in the left-hand side
of Table 9.1 under “Forward Bias”.
 Adjust the potentiometer to attain the
following values for V
0.3,.....2.0 volts. Record the two
voltages for each case.
: 0.1, 0.2,
BC
Battery
Battery
+
–
C
W
Switch
+
BC
–
Res
Figure 9.1a
Diode
A
à Remove the 1 KΩ resistor and replace it with a 330-Ω
resistor. Repeat steps 3 & 4, going from a v oltage of 0.3,
0.4,.....2.0 volts. Record V
andVABin each case.
BC
Ä Reverse the orientation of the diode. Set the diode voltage
(V
) to the values 0.5, 1.0,....3.0 volts. Measure the
AB
resistor voltage (VBC) in each case. Record these values in
the columns labeled “Reverse Bias”.
Analysis
Figure 9.1b
À Determine the current flow (I) in each setting by dividing the voltage across the resistor
(V
) by the resistance. Where you switched resistors, be sure to change the divisor.
BC
Á Construct a graph of Current (vertical axis) vs the Voltage across the diode, with the graph
extending into the 2nd quadrant to encompass the negativ e v oltages on the diode.
®
25
AB
1N4007
C
R
AC/DC Electronics Laboratory012-05892A
Discussion
Discuss the shape of your graph and what it means for the operation of a semiconductor diode.
Did the diode operate the same in steps 3 and 4 as it did in step 5? In steps 3 and 4 the diode was
“Forward Biased”, while it was “Reverse Biased” in step 5. Based on your data, what do you
think these terms mean? What use might we have for diodes?
Sample Data Table
Diode Type ____________
Forward Bias Reverse Bias
Table 9.1
R, Ω
VAB, volts VBC, volts
I, mAR, Ω
VAB, volts
VBC, voltsI, mA
Extensions
➀ If your instructor has a zener diode, carry out the same investigations that you did above. What
differences are there in basic diodes and zener diodes?
➁ Use an LED (light emitting diode) to carry out the same investigations. What differences are
there between basic diodes and LED’s?
26
®
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