Chapter III
Capacitors
Every day, there are changes in our lives.
There is a need to adapt the changes that we may encounter. There is a need to
consider our nature and the readiness to counteract those changes. One of the
ways in order to be ready is to store a bank of knowledge in our mind. We may
use them as a key in order to survive. One of the observable changes is the
modernization of our living particularly on the usage of modernized gadgets. We
are living in the world where appliances or any electronic devices are widely used.
We enjoy using them for recreational and for a lot of purposes. As we all know,
they are used until such time that they would be damaged and they can’t be used
anymore. The manufacturing companies of those appliances put a certain element
to reduce the damages of fluctuating current at home or offices. This circuit
element will be discussed thoroughly in this chapter. These are called
capacitors.
http://goo.gl/gqcmNx
Capacitors
are devices that are used in order to store energy. They are used in different
electrical equipment like radios and televisions and others. They have the
symbol of:
http://goo.gl/1pIyfr
http://goo.gl/1pIyfr
They
consist of one or more pairs of conductor separated by an insulator. They store
electric charges. The good insulating material could be waxed paper, mica
ceramic or some form of liquid gel used in electrolytic capacitors. Instead of
those materials, air could also be used as separator of the plates. The
insulating layer between capacitors is called dielectric. This can be shown in
the figure.
There are two
processes involved in the capacitors. These are charging and discharging.
Charging means adding electrical energy while discharging means releasing the
energy. We can charge by simply connecting them up to the circuit and the
charges are built on the plates. We can also discharge by simply turning off
the power.
Capacitance
of Capacitors
The
amount of electrical energy a capacitor can store is called its capacitance. The capacitance of a
capacitor is like a basin. If the basin is bigger, the more amount of water can
be stored. If the capacitance is
greater, then the amount of energy that can be stored is also greater. There
are three ways in order to increase the capacitance. They are increasing the
size of the plates, moving the plates closer together, making use of good
insulator as dielectric.
How to
measure capacitance?
The unit for
capacitance is farad. It is equivalent to a charge of one coulomb is stored on
the plates by one volt. Capacitance, C is always
positive and has no negative units. It is measured through the unit, farad,
named for English electrical pioneer Michael Faraday. The
formula for capacitance is
Where Q is
the charge
C is the capacitance and
V is the
voltage.
Types
of Capacitors
There are many different types of capacitor that can be used. We
can discuss them one by one.
·
Ceramic
capacitor:
The capacitance values ranges from a few picofarads to around 0.1
microfarads. They are inexpensive capacitor.
·
Electrolytic
capacitor: This
is polarized capacitor. The capacitance value is above 1μF.
- Tantalum capacitor: This is also polarized. It has a high capacitance level
- Silver Mica Capacitor: This has high levels of stability. This has a limited capacitance value to 1000 pF.
- Polystyrene Film Capacitor: This is inexpensive capacitor but could give a close tolerance
- Polyester Film Capacitor: This has a consideration of cost but do not offer great tolerance.
·
Metallised Polyester Film Capacitor: This is a form of polyester film
capacitor. The difference is the polyester films are metalized.
·
Polycarbonate capacitor: This has been used for reliability and
performance are great.
- Polypropylene Capacitor: This uses a polypropylene film as the dielectric.
- Glass capacitors: These capacitors use glass as the dielectric.
- Supercap: From the name itself, this has great value of capacitance which could reach up to thousands of farad.
Capacitors in Parallel
If capacitors are connected in parallel manner, the
formula would be:
Capacitors in Series
If
the capacitors are connected in series, the formula would be:
Experimental Data:
VOUT:
4.5 V , R1 = 5500 Ω , R2 = 180 Ω, C= 4700uF
t (s)
|
VDROP , Charging
|
VDROP, Discharging
|
Current, Charging
|
5
|
0.4 V
|
2.0 V
|
6.6 x 10-4 A
|
10
|
0.6 V
|
1.8 V
|
5.4 x 10-4 A
|
15
|
1.0 V
|
1.6 V
|
4.50 x 10-4 A
|
20
|
1.2 V
|
1.4 V
|
3.74 x 10-4 A
|
25
|
1.4 V
|
1.2 V
|
3.10 x 10-4 A
|
30
|
1.6 V
|
1.1 V
|
2.60 x 10-4 A
|
35
|
1.8 V
|
1.0 V
|
2.13 x 10-4 A
|
40
|
2.0 V
|
1.0 V
|
1.77 x 10-4 A
|
45
|
2.05 V
|
0.9 V
|
1.46 x 10-4 A
|
50
|
2.2 V
|
0.8 V
|
1.21 x 10-4 A
|
55
|
2.2 V
|
0.8 V
|
1.01 x 10-4 A
|
60
|
2.2 V
|
0.6 V
|
8.35x 10-5 A
|
Graphical
Representation:
References:
http://ecee.colorado.edu/~mathys/ecen1400/labs/CapacitorsInKit.jpg
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