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Development and evaluation of incoherent scattering spectroscopy for spatial and spectral characterization of high-energy x-ray beams PDF

128 Pages·2000·4.1 MB·English
by  LiTexin1967-
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Preview Development and evaluation of incoherent scattering spectroscopy for spatial and spectral characterization of high-energy x-ray beams

DEVELOPMENTANDEVALUATIONOFINCOHERENT SCATTERINGSPECTROSCOPYFORSPATIALANDSPECTRAL CHARACTERIZATIONOFHIGH-ENERGYX-RAYBEAMS By TEXINLI ADISSERTATIONPRESENTEDTOTHEGRADUATESCHOOLOFTHE UNIVERSITYOFFLORIDAINPARTIALFULFILLMENTOFTHE REQUIREMENTSFORTHEDEGREEOF DOCTOROFPHILOSOPHY UNIVERSITYOFFLORIDA 2000 ACKNOWLEDGMENTS Theauthorisverygratefultoallthepeoplewhosecontributionshavemade thisresearchprojectsuccessful. SpecialthanksgotoDr.SamimAnghaieforhisconstantfinancialsupport andvaluablesuggestionsthathelpedtoguidethedirectionofthisproject.Dr.Travis Knight,Mr.WardDougherty,Dr.GaryChen,Mrs.SarahWhite,andespeciallyDr. MorganWhitehelpedinsimulation.TheauthorisgreatlyindebtedtoDr.Angelo Ferrariforhissuperbexperimentalskills.Dr.WolfgangTome,Dr.SiyongKim,and Mr.JoonHoParkalsohelpedintheexperimentwork.Dr.ChihrayLiuprovidedthe relevantreferencesandpertinentcomments.Dr.WesleyBolchwaskindenoughto permittheauthortoruncodesathisworkstationsandMr.DidierRajonhelpedin settinguptheaccount. Theauthorwouldalsoliketotakethischancetoexpresshissinceregratitude tootherclassmatesandfacultymembersattheNuclearandRadiologicalEngineering DepartmentandtheRadiationOncologyDepartmentfortheirconstructive suggestionsandtheirhelpfulcomments. TheauthorthanksDr.IainC.Trevena,Mr.ColettePigeon-Jolicoeur,andMr. DaveWillinsonatMDSNordionforprovidingthenecessarydataneededforthe MCNPsimulation. 11 TABLEOFCONTENTS page ACKNOWLEDGMENTS ii LISTOFTABLES v LISTOFFIGURES vi ABSTRACT ix CHAPTERS 1 INTRODUCTION 1 2 THEORYOFINCOHERENTSCATTERINGMETHOD 18 Scattering 18 CoherentScattering 19 IncoherentScattering 21 ChoiceofScatteringAngle 24 EffectofCollimator 26 ChoiceofShieldingMaterials 32 ChoiceofScatteringMaterials 33 DetectorResponse 37 3 MATERIALSANDMETHODS 41 Cobalt-60TherapyMachine 41 HighPurityGermaniumDetector 44 Electronics 45 ExperimentalSetup 47 MeasurementofSpectra 48+ EffectofCollimator 49+ 4 RESULTSANDDISCUSSION 50 ScatteredSpectra 50 EffectofCollimator 55 iii 5 MONTECARLOSIMULATION 60 ScatteredSpectrumofCobalt-60BeamSimulation 62 ModelingofCobalt-60Machine 64 PrimarySpectrumSimulationofCobalt-60Machine 66 ScatteredSpectrumSimulationofCobalt-60Machine 67 EffectoftheCollimator 69 6 APPLICATIONTOMEDICALLINEARACCELERATOR 76 DescriptionofMedicalLinearAccelerator 76 MeasurementofSpectrum 80 MonteCarloSimulation 84 7 CONCLUSIONS 91 APPENDICES A MCNPINPUTFILEFORCOBALT-60MACHINESIMULATION 95 B MCNPINPUTFILEFORSL25LINACSIMULATION 100 REFERENCESCITED Ill BIOGRAPHICALSKETCH 115 IV LISTOFTABLES Table page 2-1.Minimumscatteringangles(indegree) 26 2-2.Thegeometriclinebroadening(inkeV)of100keVPhotons 28 2-3.Thegeometriclinebroadening(inkeV)of1000keVPhotons 29 2-4.Thegeometriclinebroadening(inkeV)of10MeVPhotons 30 6-1.PeaksobservedinneutronirradiatedHPGedetector 82 v LISTOFFIGURES Figure page 2-1.Atomicformfactorversusmomentumtransferparameterforelements carbonandlead(normalizedtoZ2) 20 2-2.Incoherentscatteringfunctionsversusmomentumtransferparameter forelementscarbonandlead(normalizedtoZ) 23 2-3.Optimalscatteringanglefordifferentdetectingrangesandincident photonenergy 27 2-4.Geometriclinebroadeningfor100keVphotons 29 2-5.Geometriclinebroadeningfor1000keVphotons 30 2-6.Geometriclinebroadeningfor10MeVphotons 31 2-7.ThePhotonCrossSectionsforLead 32 2-8.Differentialatomiccoherentandincoherentcrosssectionsfor100keV photonsincarbon 34 2-9.Differentialatomiccoherentandincoherentcrosssectionsfor1250keV photonsincarbon 35 2-10.Differentialatomiccoherentandincoherentcrosssectionsfor5000keV photonsincarbon 35 2-11.Differentialatomiccoherentandincoherentcrosssectionsfor100keV photonsinlead 36 2-12.Differentialatomiccoherentandincoherentcrosssectionsfor1250keV photonsinlead 36 2-13.Differentialatomiccoherentandincoherentcrosssectionsfor5000keV photonsinlead 37 vi 33--1.Aschematicelectronicsystemforgammaspectroscopy 45 4- 2.TheExperimentalsetupofincoherentscatteringmethod(nottoscale) 47 1.Measuredscatteredspectrumfromcobalt-60machine 51 4-2.Thereconstructedspectrumfromthemeasuredscatteredspectrum(only twopeaks)areshown 52 4-3.Primaryphotonpeaksfromcobalt-60 53 4- 45--4.Cobalt-60spectrumwithleadshielding 55 4-5.Cobalt-60spectrumwithoutleadshielding 56 4-6.Cesium-137spectrumwithleadshielding 57 7.Cesium-137spectrumwithoutleadshielding 58 1. MCNPsimulationgeometryforpointbeamandsizebeam 62 5-2.Simulatedspectrumfromcobalt-60pointsourcewith90°scattering (pointbeamcase) 63 5-3.Simulatedspectrumfromcobalt-60machinewith90°scattering (sizebeamcase) 64 5-4.SourcedesignofTheratron1000cobalt-60therapymachine 65 5-5.Simulatedprimaryspectrumformcobalt-60machine 66 5-6.TheactualMCNPgeometryofthecobalt-60machineheadand themeasurementsetup 68 5-7.Theactualsimulationofthecobalt-60machinewith90°scattering 68 5-8.MNCPsimulatedspectrafromcobalt-60with5.0cmthickcopper collimator,ristheradiusofthepinholeofthecollimator 70 5-9.Simulatedspectrafromcobalt-60with5.0cmthickleadcollimator, ristheradiusofthepinholeofthecollimator 71 5-10. Photoncrosssectionsforcopperintheenergyrangeof10keV-MeV 72 5-11. Photoncrosssectionforleadintheenergyrangeof10keV-2MeV 73 vii 5- 6-12.Simulatespectrumfromcobalt-60with20.0cmleadcollimator,r=0.6cm 74 1.Photoneutronproductioncrosssectionsfortungsten 80 6-2.Photonneutronproductioncrosssectionsinlead 81 6-3.NeutroninducedspectralcharacteristicsofHPGedetectorinthemazeofa radiationtherapyroomwithalinearacceleratoroperatingat20MV 83 6-4.GeometryofMCNPsimulationofSL25Linac 85 6-5.MCNPsimulatedprimaryfluxspectrathroughthescattersurfaceandin thescatter 86 6-6.Comparisonoftheoreticallypredictedscatteredfluxspectrumfromprimaryflux inthescattererandMCNPsimulatedscatteredfluxspectrum 87 6-7.ComparisonofreconstructedprimaryfluxspectrumandMCNPsimulated primaryfluxspectrum 88 6-8.Measurementresolutionversusreconstructedresolutionwith90°scattering bydifferentincidentenergy 89 6-9.Measurementresolutionversusreconstructedresolutionforincident energyof20MeVwithdifferentscatteringangles 90 vm AbstractofDissertationPresentedtotheGraduateSchoolofthe UniversityofFloridainPartialFulfillmentofthe RequirementsfortheDegreeofDoctorofPhilosophy DEVELOPMENTANDEVALUATIONOFINCOHERENT SCATTERINGSPECTROSCOPYFORSPATIALANDSPECTRAL CHARACTERIZATIONOFHIGH-ENERGYX-RAYBEAMS By TexinLi December,2000 Chairman:SamimAnghaie MajorDepartment:NuclearandRadiologicalEngineering Whiletheknowledgeaboutthespectralinformationfromhighenergyx-ray machinesisfundamentalinsomeapplications,likemegavoltagephotontherapy,how togettheinformationpresentsadauntingtask.Thedifficultyliesinthefactthatthe detectorisalwaysinundatedwithbillionsofparticles,andwillbesaturatedinstantly. Inaddition,thedetectingefficiencyfallsoffdrasticallyathighenergy.Toremedy thissituation,thescatteringmethodisproposedandhasbeentriedonseveral occasions.Thescatteringmethodcaneffectivelyreducethehighintensityandthe energyspectrumisshiftedtoasuitablerange.However,inapplyingthismethodtoa practicalsituation,attentionshouldbepaidtosomecomplicatingfactors. Inthisresearchproject,acompleteformulationfortheincoherentscattering methodisgiven;thescatteringmethodisthenappliedtoacobalt-60radiationtherapy IX machine,andthescatteredspectrumismeasuredandthentransformedbacktothe primaryspectrum.WhentheMonteCarlotechnique(MCNP)isusedtosimulatethe scatteredspectrum,goodagreementisobserved.Thebroadeningeffectinherentto thescatteringmethodisintroducedanddemonstratedquantitativelyforthefirsttime. Thebroadeningeffectisthecauseofenergyresolutionlosswhenthemeasured scatteredspectrumistransformedbacktotheincidentspectrum.Also,theeffectof thecollimatorisobservedexperimentallyandMonteCarlo(MCNP)simulation confirmstheobservation.Methodsareproposedtominimizethisunwanted complicationbasedontheradiologicalpropertiesofmaterialsandthephysicaldesign ofthecollimator. Theincoherentscatteringmethodhasbeenappliedtomedicalelectron acceleratorsusingtheMonteCarlo(MCNP)technique.Theprimaryandthescattered spectraareobtainedunderidealexperimentalconditions.TheMCNPsimulated scatteredspectrumistransformedbacktoprimaryspectrumandgoodagreementis observed. x

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