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Practical Electricity. Unit 21. x x. Outline. Power Electrical energy transfer Resistive dissipation Summing power Heating effect Paying for electricity. POWER!!!!. Work done. Potential difference = …?. Work done. Potential difference = Work done per unit charge W = V Q. Power. - PowerPoint PPT Presentation

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  • PracticalElectricityUnit 21x x

  • OutlinePowerElectrical energy transferResistive dissipationSumming powerHeating effectPaying for electricity

  • POWER!!!!

  • Work donePotential difference = ?

  • Work donePotential difference = Work done per unit chargeW = V Q

  • PowerPower = Work done / unit time= V Q / t= V I

  • Power: Electrical Energy TransferP = I V

    Watt is the unit?

  • Power: Resistive DissipationP = I VUse Ohms Law:P = I2 RP = V2 / R

  • Power: Electrical Energy Transfer vs. Resistive DissipationTitle too long

  • A questionA potential difference V is connected across a resistance R, causing current I through the resistance. Rank the following variations according to the change in the rate at which electrical energy is converted to thermal energy in the resistance, greatest change first:V doubled, R unchangedI doubled, R unchangedR doubled, V unchangedR doubled, I unchanged ab/d/c

  • Another questionYou are given a length of uniform heating wire made of Nichrome with a resistance of 72 ohms. At what rate is energy dissipated in the following scenarios:A p.d. of 120 V is applied across the full length of the wire.The wire is cut in half, and a p.d. of 120 V is applied across the length of each half.200,400

  • Another questionYou are given a length of uniform heating wire made of Nichrome with a resistance of 72 ohms. At what rate is energy dissipated in the following scenarios:A p.d. of 120 V is applied across the full length of the wire.The wire is cut in half, and a p.d. of 120 V is applied across the length of each half.Heat output = power; why not cut?

  • Yet another questionA wire of length L = 2.35 m and diameter d = 1.63 mm carries a current I of 1.24 A. The wire dissipates electrical energy at the rate P of 48.5 mW. What is the resistivity of the material?2.8x10-8ohmmetres (Al)

  • Heating Effect of Electricity

  • Heating effect videoHigh / low resistance?Why doesnt it melt / explode?

  • Characteristics of heating elementNichromeCoiled around some kind of insulating, fire-proof materialSilica, mica, RI boysHigh melting pointHigh resistance

  • Applications of heating effectElectric kettle: heating element enclosed in a metal tube, water gets heated by conduction and convectionElectric iron: heat generated by the heating element is spread evenly over a metal base (chromium plated)

  • Applications of heating effectFilament/incandescent lamp: Tungsten (why?) coiled up (why?) in glass filled with argon/nitrogen (WHY?!), casts sharp shadowsFluorescent lamp: No filament (WHYY?!?!1one), vapour emits UV light (isnt that invisible?), casts soft shadows

  • Incandescent light bulb vs. fluorescent lampBoth are rated at 40 W. Which puts out the most light?

  • Thick and ThinTwo incandescent bulbs A and B are identical in all ways except Bs filament is thicker than As. If both are screwed into 110V sockets, which will be brighter? Why?

  • 60 W bulb vs. 100 W bulbIf connected in series, why is the 60 W bulb brighter? (Higher power rating = higher or lower resistance?)

  • Paying for electricity

  • Kilowatt-hourEnergy used by a device at a rate of 1000 watts in one hour

    SingPower ~ 16 cents per kWh

  • Kilowatt-hour 1 kW h= (1000 W) (3600 s)= 3600000 W s= 3600000 J

  • Question:Paying the billsHow much would you have to pay the Public Utilities Board if you used two 40 W lamps and a 120 W television for 5 hours a day for the month of March? (Assume the cost of 1 kWh of energy to be 16 cents.)

    Consider: Series? Parallel? How to add?

  • ConclusionHeating effectPowerElectrical energy transferResistive dissipationSumming powerPaying for electricity