Actions

Capacitor: Difference between revisions

From DT Online

(Capacitor)
 
m (Improved presentation)
Line 1: Line 1:
[[File:Capacitors.jpg|200px|right]]
[[File:Capacitors.jpg|250px|right]]
[http://en.wikipedia.org/wiki/Capacitor '''Capacitors'''] are used to store electric charge which can be released into a circuit when required. The unit of capacitance is the '''farad''' which is a very large unit, named after [http://en.wikipedia.org/wiki/Michael_Faraday '''Michael Faraday'''].
[http://en.wikipedia.org/wiki/Capacitor '''Capacitors'''] are used to store electric charge which can be released into a circuit when required. The unit of capacitance is the '''farad''' which is a very large unit, named after [http://en.wikipedia.org/wiki/Michael_Faraday '''Michael Faraday'''].




Most commonly used capacitors are rated in '''microfarads''' - '''µF''' ''(millionths).
Most commonly used capacitors are rated in '''microfarads''' - '''µF''' ''(millionths).
[[File:CapacitorSymbols.jpg|200px|right]]
[[File:CapacitorSymbols.jpg|250px|right]]
Large value capacitors are often used as smoothing capacitors in A.C. power supplies. Other uses for capacitors are in timing circuits and filter circuits.
Large value capacitors are often used as smoothing capacitors in [http://en.wikipedia.org/wiki/Alternating_current '''A.C.'''] power supplies. Other uses for capacitors are in timing circuits and filter circuits.
 




There are two main types of capacitor - '''''polarized''''' and '''''non-polarized'''''.
There are two main types of capacitor - '''''polarized''''' and '''''non-polarized'''''.


Capacitors can be joined together in '''parallel'''.


[[File:CapacitorsParallel.jpg|100px|right]]
[[File:CapacitorsParallel.jpg|100px|right]]
Capacitors can be joined together in '''parallel'''. In this arrangement the total capacitance is equal to the value of all the capacitors added together - i.e. : C''(Total)''= C1 + C2 + C3...etc
In this arrangement the total capacitance is equal to the value of all the capacitors added together - i.e. : C''(Total)''= C1 + C2 + C3...etc




Line 18: Line 24:


In this arrangement the total capacitance is calculated as follows:
In this arrangement the total capacitance is calculated as follows:
[[File:CapacitorsSeries.jpg|200px|right]]
:___1___ = _______1______
:___1___ = _______1______
:C ''(Total)''    C1 + C2 + C3...etc
:C ''(Total)''    C1 + C2 + C3...etc
 
[[File:CapacitorsSeries.jpg|250px|right]]
or
or



Revision as of 13:42, 12 November 2014

Capacitors.jpg

Capacitors are used to store electric charge which can be released into a circuit when required. The unit of capacitance is the farad which is a very large unit, named after Michael Faraday.


Most commonly used capacitors are rated in microfarads - µF (millionths).

Large value capacitors are often used as smoothing capacitors in A.C. power supplies. Other uses for capacitors are in timing circuits and filter circuits.


There are two main types of capacitor - polarized and non-polarized.



Capacitors can be joined together in parallel.

CapacitorsParallel.jpg

In this arrangement the total capacitance is equal to the value of all the capacitors added together - i.e. : C(Total)= C1 + C2 + C3...etc


Capacitors may also be connected together end to end in series.

In this arrangement the total capacitance is calculated as follows:

___1___ = _______1______
C (Total)    C1 + C2 + C3...etc
CapacitorsSeries.jpg

or

C (Total) = _____C1xC2xC3____
C1xC2+C2xC3+C3xC1
CapacitorResistor.jpg

Capacitors may also be connected together end to end in series with a resistor to create a resistor–capacitor circuit (RC circuit) in which a capacitor charges or discharges through a resistor for a known period of time known as the time constant

In this arrangement the time constant is calculated as follows:

T(seconds)= C(farads) x R(ohms)