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DC electronics Resistance and Capacitance. Resistance Because electrons have mass and are held in place by polarity “bonds” – energy is consumed to dislodge.

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Presentation on theme: "DC electronics Resistance and Capacitance. Resistance Because electrons have mass and are held in place by polarity “bonds” – energy is consumed to dislodge."— Presentation transcript:

1 DC electronics Resistance and Capacitance

2 Resistance Because electrons have mass and are held in place by polarity “bonds” – energy is consumed to dislodge electrons Resistance is affected by – Composition of material – Length of material – Cross-sectional area of material – Temperature of material

3 Resistance Composition – Resistance is the opposite of conductivity so resistance is lowest in silver, gold, copper, etc. Length – Resistance increases as length increases – Causes voltage drop in long cables Cross-sectional area – Resistance increases as cross section decreases – Causes heating of under-sized cables

4 Resistance Cross-sectional area – Wire diameter is described by system of “gauges” called American Wire Gauge (AWG) – Bigger number equals smaller diameter 28 is used for telephone, 12 or 14 is for household current, 00 is for entrance cable, etc Temperature – As temperature increases, so does resistance – “Super conductors” are cooled to absolute zero

5 AC versus DC +120 Volts -120 Volts 0 Volts +12 Volts -12 Volts 0 Volts

6 Capacitance There is a field of force surrounding the electrons known as electrostatic Current can be caused to flow even when there is a “break” in a circuit When enough electrons, or negative electrostatic force, build up – adjacent electrons can be caused to move

7 Capacitance Capacitors are constructed of two plates in close proximity Plates are separated by an insulator called a dielectric Current can flow through a capacitor even though the plates are separated by an insulator

8 Capacitance Plate Dielectric

9 _ Capacitance Plate Dielectric _ _ _ _ _ _ __ _ _ _ _

10 Capacitors Capacitors have the ability to store electrons The quantity of electrons in a capacitor is measured in farads Farad is the measure of capacitance 1 farad = 6.28 X 10 Size of plates and the dielectric constant determine capacitance 18

11 Capacitors Dielectric may be made of – Wax paper – Ceramic – Mylar – Mica – Electrolyte – Air (variable)

12 Capacitors One application of capacitors is to convert AC to DC During each phase of AC when electrons are pushed onto the “in” plate – some current flows off the “out” plate During the opposite phase when no electrons are moving into capacitor – no current flows out

13 Capacitors Output current from a capacitor + _

14 Capacitors

15 Resistance Resistance is a measure of the reluctance of the electrons to leave their orbits Resistors are devices that limit current flow Resistors convert electrical energy into heat If current flow is too high, and the resistor cannot dissipate sufficient heat – it will burn up

16 Resistors Common types of resistors – Carbon composition – Carbon film – Metal film – Wire wound – Foil – Grid – Variable

17 Resistors

18 Variable resistor As the wiper is moved further from the current input, the resistance is increased and the volume level is decreased.

19 Variable resistors Fade down – more resistance – less volume

20 Circuits Components may be connected – In Parallel – In Series – In Series/Parallel

21 Parallel Current divides itself and flows along parallel branches

22 Series

23 Calculating resistance Series = additive R + R + R = R Parallel = combined resistance is always lower than the lowest value 1 + 1 + 1 1 R R R 1 2 n RR 1 2 2 1 X + 1 2 n t To solve for a pair of resistors in parallel

24 Values Often values may be very small or very large Use of Greek prefixes allows those expressions – Pico = one-trillionth (one-millionth millionth) – Micro = one-millionth – Milli = one-thousandth – Kilo = thousand – Mega = million – Giga = billion – Tera = trillion


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