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615611 Electronics Workshop 2 Manual - Thames & Kosmos

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Figure 167. Good for the weather station: Humidity in the air is converted<br />

into light. Stronger effect with a layer of salt on the sensor.<br />

122<br />

Figure 168. Layout for Figure 167.<br />

121 . Dissolve a teaspoon of table salt in half a glass<br />

of lukewarm water . Coat the sensor surface with<br />

121 a few drops of this solution, and let the sensor dry<br />

in a horizontal position . The resulting coating of<br />

salt crystals is an excellent humidity detector . We<br />

have tested it with a resistance meter: more than 20 MΩ at<br />

low humidity, less than 200 kΩ when you breathe on it . Now<br />

things get fun: Without touching the surface, move your<br />

fi ngertip close to the coating . In this high-humidity local<br />

microclimate, the LED lights up brightly! After you remove<br />

your fi nger, the light fades . This sensor is not appropriate<br />

for use in the kitchen or other rooms with a lot of water<br />

vapor, of course .<br />

122 . Let’s expand the circuit according to Figure<br />

169, and we’ll even be able to change the response<br />

point .<br />

Figure 169. Adjustable sensitivity: Provides a point of reference.<br />

Figure 170. Layout for Figure 169.<br />

15 More than a spool of wire<br />

In Chapter 6, we already had the earphone reveal its inner<br />

life to us (Insider Knowledge on page 33) . We also learned<br />

there what an alternating current is . Alternating currents<br />

with frequencies between around 20 Hz and 16 kHz can<br />

be rendered audible through things like as earphones or<br />

speakers, which work by a similar principle . A magnetic fi eld<br />

forms whenever current fl ows through the coil – in a circle<br />

around the wire and therefore bundled in the coil’s interior,<br />

with a north and a south pole .<br />

Alternating currents have certain diffi culties with coils,<br />

caused by a mysterious value known as self-inductance . Selfinductance<br />

is something that wants to keep everything as<br />

it already is . If we want to send a current through the coil,<br />

a countervoltage arises and tries to obstruct it . But since it<br />

only arises when the size of the current changes, it can’t really<br />

succeed . Ultimately, as much current fl ows through the<br />

coil as is permitted by Ohm’s law: applied voltage divided by<br />

direct-current resistance of the wire .<br />

In the coil, there is magnetic energy, and a magnetic<br />

fi eld forms . This fi eld is no more directly visible than the<br />

electric fi eld in the capacitor .<br />

INSIDER KNOWLEDGE<br />

With direct current, as it moves through the spool<br />

the current always ultimately reaches a highest value<br />

determined by the ohmic resistance of the wire and the<br />

applied voltage . With alternating current, that isn’t the<br />

case . The faster the alternation, the smaller the chance<br />

that the current actually reaches this ultimate value .<br />

This behavior is actually really interesting: If an alternating<br />

voltage is applied to a coil at its highest value,<br />

the current is zero . As the voltage drops, the current<br />

rises! Just at the moment that the voltage reaches zero,<br />

the current attains its highest value . At the negative<br />

apex of the voltage, the current is zero again and subsequently<br />

becomes negative .<br />

All in all, everything happens to the current a<br />

quarter oscillation later . Since you can compare a complete<br />

oscillation to the completion of a full circle (360°<br />

or 2π), people also say that the current lags behind<br />

the voltage in a coil by 90° . Or, using different terms:<br />

Voltage and current are phase-shifted relative to one<br />

another by 90°, or π/2 . Remembering the behavior of<br />

voltage and current in the capacitor, the exact opposite<br />

relationship can be deduced for that .<br />

67

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