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Simple Nature - Light and Matter

Simple Nature - Light and Matter

Simple Nature - Light and Matter

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throws a positively charged bowling ball into the curved pipe. Thephysicist at the top uses a radar gun to measure the speed of theball as it comes out of the pipe. They find that the ball has sloweddown by the time it gets to the top. By measuring the change in theball’s kinetic energy, the two physicists are acting just like a voltmeter.They conclude that the top of the tube is at a higher voltagethan the bottom of the pipe. A difference in voltage indicates anelectric field, <strong>and</strong> this field is clearly being caused by the charges inthe floor <strong>and</strong> ceiling.In m/2, there are no charges anywhere in the room except forthe charged bowling ball. Moving charges make magnetic fields, sothere is a magnetic field surrounding the helical pipe while the ballis moving through it. A magnetic field has been created where therewas none before, <strong>and</strong> that field has energy. Where could the energyhave come from? It can only have come from the ball itself, sothe ball must be losing kinetic energy. The two physicists workingtogether are again acting as a voltmeter, <strong>and</strong> again they concludethat there is a voltage difference between the top <strong>and</strong> bottom ofthe pipe. This indicates an electric field, but this electric field can’thave been created by any charges, because there aren’t any in theroom. This electric field was created by the change in the magneticfield.The bottom physicist keeps on throwing balls into the pipe, untilthe pipe is full of balls, m/3, <strong>and</strong> finally a steady current is established.While the pipe was filling up with balls, the energy in themagnetic field was steadily increasing, <strong>and</strong> that energy was beingstolen from the balls’ kinetic energy. But once a steady current isestablished, the energy in the magnetic field is no longer changing.The balls no longer have to give up energy in order to build up thefield, <strong>and</strong> the physicist at the top finds that the balls are exiting thepipe at full speed again. There is no voltage difference any more.Although there is a current, dI/ dt is zero.Ballasts example 24In a gas discharge tube, such as a neon sign, enough voltageis applied to a tube full of gas to ionize some of the atoms in thegas. Once ions have been created, the voltage accelerates them,<strong>and</strong> they strike other atoms, ionizing them as well <strong>and</strong> resultingin a chain reaction. This is a spark, like a bolt of lightning. Butonce the spark starts up, the device begins to act as though it hasno resistance: more <strong>and</strong> more current flows, without the need toapply any more voltage. The power, P = IV , would grow withoutlimit, <strong>and</strong> the tube would burn itself out.The simplest solution is to connect an inductor, known as the“ballast,” in series with the tube, <strong>and</strong> run the whole thing on anAC voltage. During each cycle, as the voltage reaches the pointwhere the chain reaction begins, there is a surge of current, butn / Ballasts for fluorescent lights.Top: a big, heavy inductor usedas a ballast in an old-fashionedfluorescent bulb. Bottom: asmall solid-state ballast, built intothe base of a modern compactfluorescent bulb.Section 10.5 LRC Circuits 599

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