Due at the end of today's class
Experiment 1:
The purpose of this experiment is to demonstrate what a logic 0 and logic 1 state
are within a circuit by using the Logic Switch and Logic Display devices. You
will also learn the necessity of wiring components together correctly in a circuit in
order for the circuit to function as planned.
Digital circuits operate based on two possible logic levels present in the
circuit. These logic levels are logic 0 and logic 1. Logic
levels 0 and 1 (also known as low and high levels) refer to voltage levels and for
the type of integrated circuits available. In CircuitMaker these levels are typically
0 volts and about 5 volts respectively. Because digital circuits operate based on only two
levels, learning the basics of digital circuit theory and design is not difficult. The
logic 0 and logic 1 are the control signals which will cause all integrated circuits to
operate. The operation of a digital circuit can be visualized by imagining a black
box into which various control signals are passed (logic levels 0 and 1) and out of
which some other combination of logic levels comes.
The Logic Display is a simple device used in CircuitMaker to indicate the state of
any given node or point in a digital circuit. Typically, however, in a real digital
logic circuit you would use a Light Emitting Diode (LED) which, when its node is
connected through a current limiting resistor to +5V and its cathode is pulled to a
low state, will emit light. LED's are widely used as display indicators in
everything from personal computers to stereos. They are used to show such things
as power is applied and that a cycle has finished. LED's are available in several
colors such as red, green, and yellow.
Step 1: Wire the circuit shown in the schematic diagram above using a "Logic
Switch" and a "Logic Display". Be careful to wire it as shown in the diagram. If
you need help using CircuitMaker at any point along the way refer to the
appropriate on-line help.
Step 2: Click on the "Run" button in the Toolbar. Now move the mouse until it is
pointing at the switch. Click on the switch several times and observe that it moves
up and down. This is a special type of switch which outputs a logic 0 when down
and a logic one when up. Use the mouse to change the switch to a logic 0.
What
do you observe on the Logic Display?
Step 3: Use the mouse to change the switch to a logic 1.
Now what do you
observe on the Logic Display?
Step 4: Select thc "Delete Tool" from the Toolbar. Now point at the wire between
the switch and the Logic Display and click. Now click on the "Run" icon in the
Toolbar.
What do you observe on the Logic Display now?
Step 5: Change the switch to a logic 0.
Now what do you observe on the Logic
Display?
How can you easily tell what logic state is present at any point in a
circuit at any time?
Experiment 2:
The purpose of this experiment is to learn what an AND gate is and what the truth
table for it is.
Integrated circuit gates are the fundamental building blocks or digital circuits. A
gate is simply an integrated circuit which produces specific outputs for any given
input condition. There are six types of gates that are very common in digital
circuits. They are the INVERTER, the AND gate, the OR gate, the NAND gate,
the NOR gate, and the XOR gate. These gates are available as integrated circuits
which combine several gates into one package. The AND gate for example can be
purchased at any local electronics store as an integrated circuit called the 74LS08
and this one IC contains four AND gates in the same package. The name 74LS08
is derived by the manufacturer and is numerical in order to make it easy to keep
track of a wide variety of IC's.
The term gate is used because these devices serve as an entrance through which
signals in a circuit pass. A gate can be pictured as a device into which digital
signals enter and which has an output or outputs from which new signals come.
The resulting signals out of a gate depend on what the input signals were and are
based on a very precise set of rules called a truth table. Each type of gate has its
own truth table which determines what the outputs will be given any set of inputs.
In this experiment you will use the AND gate. You will learn what the truth table
for the AND gate is by experimental methods.
Wire the circuit as shown below using the following devices:
2-Input AND, Logic Display, Logic Switch
Start the simulation. Then use the mouse to toggle the two switches to each of the
four combinations shown in thc following table. Record in the following table the
state of the Logic Display for each combination of the switches.
S1 | S2 | Output of AND |
0 | 0 | |
0 | 1 | |
1 | 0 | |
1 | 1 | |
You have now discovered the truth table for the AND gate. Can you see why it is
called an AND gate? It's because both input one AND input two must be at a logic
1 in order for the output to be a logic 1. Can you guess what the truth table for the
OR gate might be? Proceed to the next experiment to see if you are right.
Experiment 3:
The purpose of this experiment is to learn what the truth tables for the OR,
INVERTER, NAND, NOR, and XOR gates are. These gates are fundamental to
almost all digital circuits and understanding their truth tables is a prerequisite to
gaining an in depth understanding of digital electronics. Spend as much time as is
required to thoroughly understand these devices. It will pay off later by allowing
you to use your creativity to design circuits on your own.
Wire the circuit shown below for the OR gate.
Fill in the truth table below for the OR gate by changing the switches to all four
possible combinations and recording the output state in the following truth table.
S1 | S2 | Output of OR |
0 | 0 | |
0 | 1 | |
1 | 0 | |
1 | 1 | |
Wire the circuit for the INVERTER and then fill in its truth table.
Wire the circuit for the NAND gate and then fill in its truth table.
S1 | S2 | Output of NAND |
0 | 0 | |
0 | 1 | |
1 | 0 | |
1 | 1 | |
Wire the circuit for the NOR gate and then fill in its truth table.
S1 | S2 | Output of NOR |
0 | 0 | |
0 | 1 | |
1 | 0 | |
1 | 1 | |
Wire the circuit for the XOR gate and then fill in its truth table.
S1 | S2 | Output of XOR |
0 | 0 | |
0 | 1 | |
1 | 0 | |
1 | 1 | |
Experiment 4:
The purpose of this experiment is to gain some experience wiring together
more than one logic component. The circuit below is wired to compute the
following:
Wire the circuit shown below and fill in
the truth table.
S1 | S2 | Output of Circuit |
0 | 0 | |
0 | 1 | |
1 | 0 | |
1 | 1 | |
The above truth table should match the truth table for one of the
above logic gates. Which single gate's truth table does it match?
What To Turn In.
- A printout of the circuit you built in Experiment 4, labeled with your name, your
section and the date.
- Turn in this sheet with the answers filled in. Be sure to put your name and
section number on it.