RESISTOR
I.
Definition
From the root
word itself which is “resist” it means “to go against” or “to oppose”. In the
early part of this book is the history of electricity. Upon the discovery of
it, people before wanted to make use of it that pushed them to conduct further
studies how to maximize and use it effectively. It was then the discovery of
Georg Simon Ohm that every conductor tends to oppose to the flow of charges
named as resistance. This was the idea of making resistor which is used to
control the flow of charges or the current itself. Resistors are also named as
“Passive Devices” since they don’t contain source of power but they can only
reduce the flow of charges to come up with the desired current in a certain
circuit.
II.
Types
Resistors come in many forms, sizes and
colors but they all serve the same purpose. There are actually two types of
resistor, the Fixed and the Variable resistor. For the fixed resistors, these
are what we commonly see which have fixed value of resistance. For the variable
resistors, we have the potentiometer and rheostat as examples in which the
resistance can be adjusted whenever we want.
The making of a resistor is not that
merely making one since its composition would also tell the value of its
resistance. Not all conductors have the same resistance that is why we have many
values for the resistance. It is not also made to have fixed value of
resistance since it will depend to our desired current. I will name some
composition types of resistor. These are:
a.
Carbon Resistor – is the most common type of
resistor. It is cheap and has general purpose used in electrical circuits. From
the name itself it will be obvious that it is made of finely carbon dust or
graphite paste and a ceramic clay powder which is non-conductive to mix them
all. This composition is considered to have low wattage values. The ratio of
the conductor to the insulator will tell us it overall resistance value.
Meaning the higher the ratio of carbon the lower the resistance.
http://goo.gl/aa7cEz |
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a.
Film Resistor- under this type
are Metal Film, Carbon Film and Metal
Oxide Film resistor types which are using pure metals as its composition
like nickel. It resistance value will be based on the thickness of the
deposited film. The thicker the film, the higher the resistance.
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a.
Wire-wound resistor –
its composition is wire usually made of alloy like Nichrome. It is considered
to have very low resistance but can greatly affect power.
|
I.
Color coding
Without testing the resistance of any resistor, we could identify it through the color codes imprinted in its body. Each color corresponds to a number. For a four banded resistor, the first two colors represent the first digits of the value, the third color will be the multiplier and the fourth will be the tolerance. The table below shows the numbers designated for the colors.
COLOR
|
DIGIT
|
MULTIPLIER
|
TOLERANCE
|
Silver
|
x 0.01
|
±10%
|
|
Gold
|
x 0.1
|
±5%
|
|
Black
|
0
|
x 1
|
|
Brown
|
1
|
x 10
|
±1%
|
Red
|
2
|
x 100
|
±2%
|
Orange
|
3
|
x 1 k
|
|
Yellow
|
4
|
x 10 k
|
|
Green
|
5
|
x 100 k
|
±0.5%
|
Blue
|
6
|
x 1 M
|
±0.25%
|
Violet
|
7
|
x 10 M
|
±0.1%
|
Grey
|
8
|
x 100 M
|
|
White
|
9
|
x 1 G
|
Here are some examples on how to read the resistance using the color coding.
But
to have exact values of the resistance, we can use the ohmmeter which is a
device designed for measuring current because color coding is not exact knowing
that it has tolerance.
IV.
Types of resistor connection
a. Series connection - is a connection in which the resistors are
connected in series with each other. With this type of connection, there is the
same amount of current passing through each other. Thus in calculating for the
equivalent resistance, it is just the summation of all the resistors. Below is
an example of
resistors in series.
So if you will try to calculate the equivalent resistance, then it
will simply be Req=R1 + R2 + R3
b. Parallel connection – is a connection in
which the resistors are connected in parallel with each other. This time, the
current will not be the same all throughout the circuit because of junctions.
Here is an example of parallel connection.
So if you will try to
calculate for the equivalent resistance, it will be 1/Req = 1/R1
+ 1/R2 +1/R3 +1/R4
c. Series-Parallel/Network/Combination
Connection – it is the combination of series and parallel.
Meaning in one circuit, we can see a series and a parallel connections making
it to be called Combination also. Below is the example of Network connection.
By this time,
the Req will be the combined Req of the series and
parallel. You just have to solve it circuit by circuit.
As a whole, resistor plays a vital role in the world of electricity.
Without it, there will be no gadgets and other inventions today since the
production of electricity is not enough knowing that if it is not controlled,
it can cause destruction and tragedy. It is very essential role in electronics
is to control the current to come up the desired one. It serves as protector
with the different circuit elements or the device itself from destruction
brought by huge amount of current.
The importance of resistor may not be appreciated well but for me it
plays a very essential one and I am amaze with the persons behind this idea of
making a current regulator.
V.
Sample Laboratory Experiment
a. Series Connection: Vout= 7.8v
Resistance
|
Resistance
Coding
|
Colors
|
Vdrop
Theoritical
|
Vdrop
Experimental
|
Current
Theoritical
|
Current
Experimental
|
R1=
5500 Ω
|
5600 Ω
|
G, B, R, Gold
|
1.9085 V
|
1.8 V
|
3.47×10-4
A
|
3.25 ×10-4
A
|
R2=350
Ω
|
350 Ω
|
O, W, Br, Gold
|
0.12145 V
|
0.12 V
|
3.47×10-4 A
|
3.25×10-4
A
|
R3=1000
Ω
|
1000 Ω
|
Br, Bl, R, Gray
|
0.347 V
|
0.31 V
|
3.47×10-4 A
|
3.25×10-4
A
|
R4=3400
Ω
|
3300Ω
|
O, O, R, Gold
|
1.1798 V
|
1 V
|
3.47×10-4 A
|
3.25×10-4
A
|
R5=4700
Ω
|
4700 Ω
|
Y, R, V, Gold
|
1.6309 V
|
1.4V
|
3.47×10-4 A
|
3.25×10-4
A
|
R6=7500
Ω
|
7500 Ω
|
V, Gr, Re, Gold
|
2.6025 V
|
2.3 V
|
3.47×10-4 A
|
3.47×10-4
A
|
Total: 22450
|
7.8 V
|
6.93 V
|
3.47×10-4 A
|
3.47×10-4 A
|
Voltage
%diff= theo-expe×100%= 7.8 V – 6.93 V ×100%=
11.15%
Theo 7.8
V
Current
%diff= theo-expe×100%=3.47x10-4A –
3.25x10-4A×100%= 6.34%
Theo 3.47x10-4A
b. Parallel Connection Vout= 5.4 V
Resistance
|
Resistance
Coding
|
Colors
|
Vdrop
Theoritical
|
Vdrop
Experimental
|
Current
Theoritical
|
Current
Experimental
|
R1=
5500 Ω
|
5600 Ω
|
G, B, R, Gold
|
5.4 V
|
5.4 V
|
9.8×10-4 A
|
9 ×10-4 A
|
R2=
350 Ω
|
350 Ω
|
O, W, Br, Gold
|
5.4 V
|
5.4 V
|
0.0159 A
|
0.0137 A
|
R3=
1000 Ω
|
1000 Ω
|
Br, Bl, R, Gray
|
5.4 V
|
5.4 V
|
5.4×10-3 A
|
5.5×10-3 A
|
R4=
3400 Ω
|
3300Ω
|
O, O, R, Gold
|
5.4 V
|
5.4 V
|
1.588×10-3 A
|
1.7×10-3 A
|
R5=
4700 Ω
|
4700 Ω
|
Y, R, V, Gold
|
5.4 V
|
5.4 V
|
1.149×10-3 A
|
1.2×10-3A
|
R6=
7500 Ω
|
7500 Ω
|
V, Gr, Re, Gold
|
5.4 V
|
5.4 V
|
2.2×10-3 A
|
1.2×10-3 A
|
Total: 22450
|
5.4 V
|
5.4 V
|
0.025A
|
7.3×10-4 A
|
RT=231.71Ω
Voltage
%diff= theo-expe×100%= 5.4 V – 5.4 V ×100%=
0%
Theo 5.4
V
Current
%diff= theo-expe×100%=0.025A – 0.024×100%= 4%
Theo 0.025A
c. Network Connection Vout= 5.8 V
Resistance
|
Resistance
Coding
|
Colors
|
Vdrop
Theoritical
|
Vdrop
Experimental
|
Current
Theoritical
|
R1=
5500 Ω
|
5600 Ω
|
G, B, R, Gold
|
0.25 V
|
0.0225 V
|
4.5×10-5 A
|
R2=
350 Ω
|
350 Ω
|
O, W, Br, Gold
|
0.25 V
|
0.25 V
|
7.143×10-4 A
|
R3=
1000 Ω
|
1000 Ω
|
Br, Bl, R, Gray
|
0.76 V
|
0.74 V
|
7.61×10-4 A
|
R4=
3400 Ω
|
3300Ω
|
O, O, R, Gold
|
2.59 V
|
2.4 V
|
7.61×10-4 A
|
R5=
4700 Ω
|
4700 Ω
|
Y, R, V, Gold
|
2.20 V
|
2.11 V
|
7.61×10-4 A
|
R6=
7500 Ω
|
7500 Ω
|
V, Gr, Re, Gold
|
2.20 V
|
2.11 V
|
7.61×10-4 A
|
Total: 22450
|
5.8 V
|
5.49 V
|
%
diff= (7.61 x 10-4A - 7.20 x 10-4A)/ 7.61 x 10-4A
x 100% = 5.39 %
References:
Retrieved on August 14, 2015 from http://www.electronics-tutorials.ws/resistor/res_1.html
Retrieved on August 14, 2015 from http://www.electronics-tutorials.ws/resistor/res_1.html
Retrieved on August 14, 2015 from https://learn.sparkfun.com/tutorials/resistors
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