Introduction
Resistors are electronic components that restrict the flow of current. Figure 1. shows the different resistor symbols that are used in circuit diagrams. The first a rectangular box is used throughout Europe, while the zig-zag line is more common in Japan and the USA.The unit of resistance is [V.A-1], which is given the name, the Ohm. [Ω] in honour of the physicist and mathematician, Georg Simon Ohm (1787-1854). Ohm is most famous for the law that bares his name Ohm's law
Inside a Resistor
Resistors are made in several different ways, and although they just look like blobs on a wire, they are quite interesting.Resistor Networks
Amlost any non-trival electrical circuit will contain some resistors in series and parallel, therefore it is necessary to be able to work out the equivalent resistances of the network.Series
Resistors in series have the same current flowing across them but different voltages. The total potential drop across the resistors in series is V=V1 + V2.Using Ohm's law
V=IReq = IR1 + IR2.
Req=R1 + R2.
The resistance of N different resistors in series is the sum of each resistor.
Parallel
Resistors in parallel share the same voltage but have different currents flowing through them. The total current between the resistors is Ieq=I1 + I2.This is then V/Req=V/R1 + V/R2.
1/Req = I/V= I1/V1 + I2/V2
1/Req= 1/R1 + 1/R2
In gereral, the combined resistance of N resistors connected in parallel is 1/Req = ∑iN(1/Ri)
Temperature Dependence of Resistance
Resistance occurs because electrons flowing through a materialResistor Colour Coding
Resistance Value: | |
---|---|
Colour Code | |
Colour | Number |
Black | 0 |
Brown | 1 |
Red | 2 |
Orange | 3 |
Yellow | 4 |
Green | 5 |
Blue | 6 |
Violet | 7 |
Grey | 8 |
White | 9 |
Variable Resistors
Variable resistors can change their resistance.
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