chapter 13 –light and reflection · • name of the band? pink floyd • name of the album? dark...
TRANSCRIPT
Chapter13– LightandReflection
Itislikelythatsomeofyouaregoingtofindthischapterfairlydifficult.Myadvice:• Donotfallbehind• CompletethepracticeproblemsinclasswhileIamcompletingthem.EventheonesIdoontheboard.• Ifyouneedhelp,stayinofficehours(TuesdayandThursdayafterschool)
Chapter13-1:CharacteristicsofLight
Pages442to446
Bytheendofthissectionyoushouldbeableto:q Identifythecomponentsoftheelectromagneticspectrum
q Calculatethefrequencyorwavelengthofelectromagneticradiation
q Recognizethatlighthasafinitespeed
q Describehowthebrightnessofalightsourceisaffectedbydistance.
Electromagnetic(EM)Waves- EMwavesarenon-mechanicalwaves,meaningtheydonotneedamediumtotravelthrough.
- Theycontainbothanelectricandamagneticfield.- FormalDefinition:Waves whicharesynchronizedoscillationsofelectricandmagneticfieldsthatpropagateatthespeedoflightthroughavacuum.
ElectromagneticSpectrum
Prismscanseparatewhitelight
• Nameoftheband?• Nameofthealbum?• Yearofthealbum?• HowmanyweeksdidthisalbumstayontheBillboardTop200?
• Nameoftheband?PinkFloyd• Nameofthealbum?DarkSideoftheMoon• Yearofthealbum?1973• HowmanyweeksdidthisalbumstayontheBillboardTop200?741weeks,(from1973– 1988)
Donotcalloutanswers!Wewilldiscussafter.
1. Howmanydifferenttypesofelectromagneticradiation(EMR)arethere?2. WhichtypeofEMRhasthe shortestwavelength?3. WhichtypeofEMRhasthehighest frequency?4. Whichcolorofvisiblelighthasthehighest frequency?5. Whichcolorofvisiblelighthasthelongest wavelength?
Donotcalloutanswers!Wewilldiscussafter.
1. Howmanydifferenttypesofelectromagneticradiation(EMR)arethere?7types2. WhichtypeofEMRhasthe shortestwavelength?Gammarays3. WhichtypeofEMRhasthehighest frequency?Gammarays4. Whichcolorofvisiblelighthasthehighest frequency?Violet5. Whichcolorofvisiblelighthasthelongest wavelength?Red
Lighttravelsslowerinamediumthaninavacuum
• Speedoflightinvacuum:2.9979x108 m/s.• Speedoflightinair:2.9970x108 m/s.• Speedoflightinice:2.2900x108 m/s• Speedoflightinwater:2.2500x108 m/s
• Eachtimelighthitsanatom,itisabsorbedandthenre-emitted.Sincethisprocesstakestime,itslowsdowntheprocess.Themoredensethemedium,theslowerlighttravels
**Recallthaticeisactuallylessdensethanliquidwater,hencewhyicefloatsinaglassofwater.
“WhenamIevergoingtoneedscience?Iwanttobeanewsreporter…”
Thesunis149,600,000kmfromtheEarth!That’sthelengthof1,496,000soccerfields!
Question:AssumingthecircumferenceoftheEarthis40075km,howmanylapsaroundtheEarthcouldlightmakein1.0second.Recall,thespeedoflightinairis2.9970x108m/s.Note:Youwillhavetodoaunitconversion.
Solution• Question:AssumingthecircumferenceoftheEarthis40075km,howmanylapsaroundtheEarthcouldlightmakein1.0second.Recall,thespeedoflightinairis2.9970x108 m/s.Note:Youwillhavetodoaunitconversion.• Convertthecircumferencetometers:40075kmx(1000m/1km)
=40,075,000m• Findouthowfarlighttravelsin1.0second(v=d/t)
d=vt =(2.9970x108 m/s)(1.0s)=2.9970x108 m/s• DivideyouranswerbythecircumferenceoftheEarthtofindouthowmanylapsitwoulddo:
Laps=(2.9970x108m/s)/(4.0075x107m) =7.478laps=7.5laps
Thespeedoflight… whofiguredthisout?• GalileoGalilei(1564– 1642)firsttriedtodeterminethespeedoflight,butwasunsuccessful.Whenwatchingacanonbefiredoffinthedistance,itwasobservedthattheflashoflightcouldbeheardbeforethesound.Heconcludedthatlighttravelsfasterthansound.• OleRömer (Danishastronomer)in1676madethefirstreal(althoughslightlyincorrect)measurementofthespeedoflightatanobservatoryinParis.UsingeclipsesonJupitercreatedbyitsmoonIo,hewasabletodeterminethespeedoflighttothree-quartersoftherealvalue.
Ifyouwanttoreadmore,checkoutthefollowinglink:http://galileoandeinstein.physics.virginia.edu/lectures/spedlite.html
Allelectromagneticwavesmoveatthespeedoflight
Note:Forallcalculationsinthischapterregardingthespeedoflight,wewillbeusing3.00x108 m/s.
Wavespeedequation: 𝒄 = 𝒇𝝀
c=speedoflight(m/s)=3.00x108 m/sf=frequency(Hz)𝝀 =wavelength(m)
ExampleProblemThemostcommonFMradiobandsusedforbroadcastingradiois87.5to108MHz. Whatarethelongestandshortestwavelengthsinthisfrequencyrange?
SolutionConvertMHztoHztobeabletousethewavespeedequation:• 87.5MHz*(1,000,000Hz/MHz) =87,500,000Hz• 108MHz*(1,000,000Hz/MHz)=108,000,000Hz
Calculateeachindividualwavelength• For87.5MHz: 𝒄 = 𝒇𝝀 so3.00x108m/s=(87,500,000Hz) 𝝀
𝝀 =3.42857… m=3.43m• For108MHz: 𝒄 = 𝒇𝝀 so3.00x108m/s=(108,000,000Hz) 𝝀
𝝀 =2.7777… m=2.78 m
Therangeofwavelengthsisfrom2.78mto3.43m.
LuminousFlux• Luminous:Fulloforsheddinglight;brightorshining• Flux:Continuouschange
• LuminousFlux:Therateofwhichlightisemittedfromasource.Luminousfluxismeasuredinlumens(lm).
Theluminousfluxdividedbytheareaofthesurfaceiscalledtheilluminance(measuredinlm/m2),decreasesastheradiussquaredwhenyoumoveawayfromalightsource.
Chapter13-2:FlatMirrors
Chapter13-2:FlatMirrors
Pages447to450
Bytheendofthissectionyoushouldbeableto:q Distinguishbetweenspecularanddiffusereflection
q Applythelawofreflectionforflatmirrors
q Describethenatureofimagesformedbyflatmirrors.
Howlightisreflecteddependsonthesurface…
IncomingandReflectingAnglesareEqual
Reflectionofflatmirrors• Thesimplestmirrortoanalyzeistheflatmirror(versusconcave/convex)• Flatmirrorscreatevirtualimages:Animagefromwhichlightraysappeartodiverge,eventhoughtheyarenotactuallyfocusedthere.Avirtualimagecannotbeprojectedonascreen.
Appearstobebehindthemirror- virtual
PracticalUsesofFlatMirrors– InteriorDecoratingTheuseofmirrorscanmakehallwayslooklongerorroomslooklarger.Smallclothingstoresoftenusethistechniquetolooklarger.
PracticalUsesofFlatMirrors– InteriorDecorating
Doubletheamountofsunlightinyourroombyallowingittobounceoffreflectivesurfaces.Hangalargemirrordirectlyacrossfromthelargestwindowinyourroom,orarrangeanarrayofsmallermirrorstohelpbrightenadarkstaircase.
InfinityMirrors– Artwork– YayoiKusama“YayoiKusama (Japaneseartist)hadabreakthroughin1965whensheproducedInfinityMirrorRoom—Phalli’sField.Usingmirrors,shetransformedtheintenserepetitionofherearlierpaintingsandworksonpaperintoaperceptualexperience.”
Wanttoseemore? • Checkoutthewebsite:http://hirshhorn.si.edu/kusama/the-exhibition/
Standingbetweentwomirrors(French:Mise enabyme)
Mostmirrorsreflect~90%ofthelightthattheyreceive,soastheimagescontinueon,theyslowlybecomedarker.
Examplefrompage447inyourtextbookofanobjectplacedbetweentwoflatmirrors.Again,noticehoweachvirtualimagebecomesabitdarkerthanthelast.
ImagelocationcanbepredictedwithraydiagramsTherelationshipbetweentheobjectdistance fromthemirror,whichisrepresentedasp,andtheimagedistance,whichisrepresentedasq,issuchthattheobjectandimagedistancesareequal.Similarly,theimageoftheobjectisthesamesizeastheobject.
Practice– HowtoDrawaRayDiagram(youwillhavetocopythisdowninyournotes)
Let'simaginethatagirlislookingatamirrorwithherlefteyeclosedandthereisagreenarrowinfrontofthemirrorasshowntotheleft.Howisthelightreflectedintohereye?
Writteninstructionscanbefound herehttp://www.physicsclassroom.com/class/refln/Lesson-2/Ray-Diagrams-for-Plane-Mirrors