practical uses of electricity

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    PRACTICAL USES OF

    ELECTRICITY

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    Heating & Lighting Appliances

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    Glass bulb

    Coil of coiled filament made oftungsten

    Inert argon gas at a low pressure

    Tungsten high melting point, high resistivity value, high resistance to oxidation

    Argon helps to minimise evaporation of tungsten filament

    Coiled filament reduces energy losses through convection and increases

    resistance of coil

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    thermostat

    Base plate

    Heating element is made of

    nichrome

    Nichrome high melting point, high electrical resistance and high resistance to

    oxidation

    Thermostat regulates the temperature of the iron

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    Watt is the Power of these appliances?

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    Electrical Power and Electrical Resistance areconstant for an electrical appliance

    Electrical Energy = Electrical Power x Time taken

    Electrical Power in kilowatt ( kW)

    Time taken in hours (h)

    and electrical energy in kilowatt-hour (kWh)

    One unit of electricity is 1 kWh

    1 kWh is the amount of electrical energy

    dissipated by a 1 kW appliance switched on for

    1 hour.

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    Cost ofusing electricity

    1. A 2000 W heater is used for 10 hours to warm a room during winter.What is the cost of using the heater if 1 kWh of electricity costs 15cents ?

    Energy used = Power (kW) x Time (h) = 2 kW x 10 h = 20 kWh

    Cost = 20 x 15 = 300 cents = $ 3.00

    2. A 2kW electric fire is used for 10 hours/week and a 100 W lamp isused for 10 hours/day. Find the total energy consumed per week, and

    hence the total cost per week if 1 kWh of electricity costs 3 pence.

    Total energy used = (2 x 10) + ( 0.10 x 10 x 7) = 27 kWh

    Cost = 27 x 3 = 81 pence

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    Electrical Power

    Power = Voltage x Current

    P = VI where P is Power in Watts (W)V is voltage in volts (V)

    I is current in ampere (A)

    Proof: E = VQ

    P = ( E / t ) = ( V Q / t ) = V ( Q / t ) = VI

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    Other alternative formulae for

    electrical power

    P = I 2 R

    P = V2 / R

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    240 V mains supply

    Kettle rated at 960 W

    resistance of 58 ;

    cable of electrical resistance of 2.0 ;

    Current supplied to the kettle

    I = V / R = 240 / ( 58 + 2 ) = 4.0 A

    Power Loss in cable

    Power loss = I 2 R = (4.0)2 x 2.0 = 32 W

    Potential difference (Voltage) across the kettle

    V = IR = 4.0 x 58 = 232 V ( 8 V is lost to the cable )

    Power output of the kettle

    P = VI = 232 x 4.0 = 928 W ( = I2 R = 4.02 x 58 = 928 W ) = (V2/R = 2322/58 = 928W)

    If cable has no resistance,

    then P = VI,

    I = P / V = 960 / 240

    = 4.0 A

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    More Questions

    1. An electric kettle that is connected to a 240 V mains supply draws a current of 10 A.Calculate (a) the power of the kettle,

    (b) the heat energy produced in 20 s.

    (c) the rise in temperature if all this energy is given to 2 kg of water.

    [Specific heat capacity of water = 4200 J/(kg0C) ]

    (a) P = V I = 240 x 10 = 2400 W

    (b) E = P t = 2400 x 20 = 48000 J

    (c) E = 48000 = m c

    = 48000 / ( 2 x 4200 ) = 5.7 0C

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    2. The diagram shows a circuit which contains a bulb of resistance 3 ; connected to a

    battery of e.m.f. of 12 V and connecting wires which has an internal resistance of 0.015

    ;. Calculate (a) the current in the circuit, (refer to notes for diagram)

    (b) the power loss in the wires,

    (c) the power of the bulb,

    (d) the voltage across the bulb.

    (a) I = V / R = 12 / 3.015 = 3.98 A

    (b) Power loss in the wires = I 2 R = 3.982 x 0.015 = 0.238 W

    (c) P = I2 R = 3.982 x 3 = 47.5 W

    (d) V = I R = 3.98 x 3 = 11.9 V

    [Note that p.d. across the bulb is less than 12 V because there is some p.d.

    across the internal resistance of the wires.]

    For part (c) using P = V I = 11.9 x 3.98 = 47.4 W

    using P = V2 / R = 11.92 / 3 = 47.2 W

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    3. Page 116, Question 4

    (a) I = P / V = 72 / 12 = 6.0 A

    (b) Q = I t = 6.0 x 20 x 60 = 7200 C

    (c) E = V Q = 12 x 7200 = 86400 J or E = P t = 72 x 20 x 60 = 86400 J

    (d) R = V / I = 12 / 6.0 = 2.0 ;

    4. Page 116, Question 5

    (a) P = V2 / R ; R = V2 / P = 4.02 / 12 = 1.3 ;

    (b) I = V / R = 2 / 1.3 = 1.5 A

    (c) P = V I = 2.0 x 1.5 = 3.0 W

    [Note that when the operating voltage applied to the lamp is reduced by half; i.e.

    from 4 V to 2 V; the current is also reduced by half, causing the power of the lamp to bereduced by a quarter ( Power = voltage x current )since the resistance of the lamp is

    constant and is not affected by changes in voltage or current.

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    Live, Earth, Neutral wires

    LIVEWIRE

    EARTHWIRE

    NEUTRALWIRE

    POWERSUPPLY

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    3-pins plug

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    Earth wire

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    LIVEWIRE

    CARRIES CURRENT FROMTHE

    POWER SUPPLY TOTHEAPPLIANCE

    - ATA HIGH VOLTAGEOF 240 V

    NEUTRAL

    WIRE

    CARRIES CURRENT FROMTHE

    APPLIANCETOTHE POWER SUPPLY- ATA LOW VOLTAGEOF 0 V

    E

    ARTHWIRE DOE

    S NOT

    CARRY ANY CURRE

    NT

    UNLESS AN ELECTRICAL HAZARD OF

    A LEAKAGEOF CURRENTOCCURS

    - ATA LOW VOLTAGEOF 0 V

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    ELECTRICAL HAZARDS

    SHORT CIRCUIT

    OVERLOADING

    LEAKAGEOF CURRENTCAUSES & EFFECTS ON APPLIANCEOR LIVES

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    CAUSES & EFFECTOF SOMEELECTRICAL HAZARDS

    CAUSES EFFECT

    Short

    Circuit

    Electrical Contact between the barewires (live wire touches neutral wire)caused by torn or damaged insulationdue to deterioration from overusedwires.

    Since the bare wires havealmost negligibleresistance, current will belarge. The amount of heatgenerated from this largecurrent will overheat thewires and appliance, andcan even start a fire.

    Overloading Plugging too many appliances to onepower socket through the use of anadaptor.

    Current drawn from thepower socket will be verylarge and this may result inoverheating of cable.

    Electric

    Shock

    Commonly also known aselectrocution. This is caused either bydamp conditions (wet hands touchbare wires) or when the live wire isexposed and touches the metal partsof the appliance

    The person who touchesthe live metal parts willreceive an electric shock,which may be fatal,depending on the hisresistance and current

    through him.

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    Safety Measures

    Effects Safety

    devices

    How it works?

    Short Circuit

    & Overloading

    Fuses and circuit-breakers

    When a large current develops in the event of a

    short circuit or overloading, this large current will

    melt the fuse wire and when the fuse blows,

    current flow to the cable and appliance is cut off.

    Each fuse has a certain fuse rating which is thecurrent limit it can withstand before the fuse

    blows. Thus the fuse protects the cable andthe appliance from overheating.

    Electric Shock Earth wire connected tothe metal parts of the

    appliance

    When the appliance becomes live due to broken

    insulation resulting in the bare live wire touching

    the metal parts of the appliance, current from thelive wire will flow along the earth wire instead of

    through the person. Thus the Earth wireprevents the user from an electric shock.

    Damp

    conditions

    Hands must be dry and

    appliances must not be

    used in wet areas

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    Switches and Fuses

    Switches and fuses must be placed along the

    live wire.Live wire

    Neutral wire

    fuseswitch

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