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The very first steps<br />

Larger values of voltage are the kilovolt, that is, one thousand<br />

volts (unit: kV) and the megavolt, that is, one million volts<br />

(unit: MV). In electronics, however, these are never used.<br />

Resistors<br />

The components which are used as resistances are called,<br />

naturally enough, resistors. So that we can control current<br />

and voltage in specified ways, resistors are available in a<br />

number of values. Obviously, it would be impractical to have<br />

resistors of every possible value (for example, 1 Ω , 2 Ω , 3 Ω,<br />

4 Ω) because literally hundreds of thousands — if not millions<br />

— of values would have to exist.<br />

Instead, agreed ranges of values exist: and manufacturers<br />

make their resistors to have those values, within a certain<br />

tolerance. Table 1.3 (over) shows a typical range of resistor<br />

values, for example. This range is the most common. You<br />

can see from it that large values of resistors are available,<br />

measured in kilohms, that is, thousands of ohms (unit: kΩ)<br />

and even megohms, that is, millions of ohms (unit: MΩ). Sometimes<br />

the unit Ω (or the letter R if used) is omitted, leaving<br />

the units as just k or M.<br />

Resistor tolerance is specified as a plus or minus percentage.<br />

A 10 Ω ±10% resistor, say, may have an actual resistance<br />

within the range 10 Ω –10% to 10 Ω +10%, that is, between<br />

9 Ω and 11 Ω .<br />

As well as being rated in value and tolerance, resistors are<br />

also rated by the amount of power they can safely dissipate<br />

19

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