Capacitors are often used in electric and electronic circuits as energy-storage devices. They can also be used to differentiate between high-frequency and low-frequency signals. This property makes them useful in electronic filters. Practical capacitors have series resistance, internal leakage of charge, series inductance and other non-ideal properties not found in a theoretical, ideal, capacitor.
The capacitor is used in almost every electronic circuit. It is a very important component and it does many different things, depending on where it is placed.
A capacitor is basically a device that stores a charge of electricity.
It has two or more plates that are separated by air or a non conducting medium such as plastic.
A basic capacitor is shown in the diagram below with the corresponding circuit symbol.
There is a lot to learn about capacitors and we will only be discussing the very basics.
There are many types of capacitors, here are 5 of the most common types:
AIR - such as a tuning capacitor in a radio.
GREENCAP - a polyester capacitor.
CERAMIC - a ceramic insulating material that produces a very compact
capacitor
MONOBLOCK - also called monolithic - a multi-cceramic capacitor
ELECTROLYTIC - aluminium plates with a moist insulating medium. This type of capacitor has a very high capacitance in a small space.
The diagram below shows a single-ended electrolytic, suitable for mounting on a printed circuit board and the symbol.
For some circuits we need capacitors of more than 1 microfarad capacitance and for others we need less than 1 microfarad.
For a power supply we need electrolytics of 10 microfarad, 100 microfarad, 1,000 microfarad and even 10,000 microfarad. The letter to signify microfarad is "uF" or simply "u". Thus 1microfarad is 1u, 10 microfarad is 10u etc.
For audio work we need smaller values such as .1microfarad and .01 microfarad.
In electronics, we try and avoid using the decimal point as it can be rubbed off components and omitted from photocopies of circuit diagrams.
To get around this we use sub-multiples and the sub-multiple of microfarad is nanofarad.
1,000 nanofarad = 1 microfarad.
Thus .1u = 100 nanofarad.
The letter to represent nanofarad is "n".
Thus .01u = 10n
For radio frequency work, even smaller values of capacitance are needed.
The nanofarad is divided into 1,000 parts called picofarad. Thus 1,000 picofarad = 1nanofarad.
The picofarad is written pF or simply "p."
Thus 1,000p = 1n.
Some capacitors are physically very small and there is very little space to write the component value. To get around this, manufacturers have produced a numbering system using 3 digits.
It is based on picofarads. A 100 picofarad capacitor is written as 101, A 1,000 picofarad capacitor is written 102, A 10 nanofarad capacitor is written 103 and 100 nanofarads is written 104. The third digit represents the number of zero's.
For example: 1n = 1,000p = 102.
10n = 10,000 = 103
100n = 100,000 = 104
