Scintillation Detectors Particle Detection via Luminescence. Kolanoski, Wermes
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1 Scintillation Detectors Particle Detection via Luminescence Kolanoski, Wermes
2 Scintillators General Characteristics Principle: de/dx converted into visible light Detection via photosensor [e.g. photomultiplier, human eye...] Main Features: Sensitivity to energy Fast time response Pulse shape discrimination Plastic Scintillator BC412 Requirements High efficiency for conversion of exciting energy to fluorescent radiation Transparency to its fluorescent radiation to allow transmission of light Emission of light in a spectral range detectable for photosensors Short decay time to allow fast response
3 Inorganic Crystals Materials: Sodium iodide (NaI) Cesium iodide (CsI) Barium fluoride (BaF2)... Mechanism: Energy deposition by ionization Energy transfer to impurities Radiation of scintillation photons Time constants: exciton band impurities [activation centers] scintillation [luminescence] Fast: recombination from activation centers [ns... μs] Slow: recombination due to trapping [ms... s] quenching excitations conduction band electron hole traps valence band Energy bands in impurity activated crystal showing excitation, luminescence, quenching and trapping
4 Inorganic Crystals Crystal growth Example CMS Electromagnetic Calorimeter PbW04 ingots One of the last CMS end-cap crystals
5 Inorganic Crystals Time Constants Light Output Exponential decay of scintillation can be resolved into two components... N = Ae t/ f + Be t/ s f : decay constant of fast component s : decay constant of slow component Time
6 Inorganic Crystals Light Output Scintillation Spectrum for NaI and CsI Intensity [a.u.] NaI(Tl) CsI(Na) CsI(Tl) Wavelength [nm] Strong Temperature Dependence [in contrast to organic scintillators]
7 Scintillation in Liquid Nobel Gases Materials: Helium (He) Liquid Argon (LAr) Liquid Xenon (LXe)... A Excitation A* Decay time constants: Helium : τ1 =.02 μs, τ2 = 3 μs Argon : τ1.02 μs Excited molecules Collision [with other gas atoms] A2* De-excitation and dissociation A A UV LAr : 130 nm LKr : 150 nm LXe : 175 nm Ionization A* Ionized molecules A2 + A2* e Recombination
8 Inorganic Scintillators Properties Numerical examples: NaI(Tl) PBWO4 Scintillator quality: λmax = 410 nm; hν = 3 ev photons/mev = τ = 250 ns λmax = 420 nm; hν = 3 ev photons/mev = 200 τ = 6 ns Light yield εsc fraction of energy loss going into photons e.g. NaI(Tl) : photons; 3 ev/photon εsc = ev/10 6 ev = 11.3% PBWO4: 200 photons; 3 ev/photon εsc = ev/10 6 ev = 0.06% [for 1 MeV particle]
9 Organic Scintillators Aromatic hydrocarbon compounds: Naphtalene e.g. Naphtalene [C10H8] Antracene [C14H10] Stilbene [C14H12]... Very fast! [Decay times of O(ns)] Scintillation light arises from delocalized electrons in π-orbitals... Scintillation is based on electrons of the C = C bond... Antracene π bond Transitions of 'free' electrons... Two pz orbitals
10 Organic Scintillators Molecular states: Absorption in 3-4 ev range Singlet states Triplet states Fluorescence in UV range [~ 320 nm] usage of wavelength shifters Fluorescence : S1 S0 [< 10-8 s] Phosphorescence : T0 S0 [> 10-4 s]
11 Organic Scintillators Transparency requires: Shift of absorption and emission spectra... Shift due to Franck-Condon Principle Intensity Energy Stokes-Shift Absorption Emission S1 Excited State λ Excitation into higher vibrational states De-excitation from lowest vibrational state S0 Ground State Excitation time scale : s Vibrational time scale : s S1 lifetime : 10-8 s Vibrational States Nuclear distance
12 Plastic and Liquid Scintillators In practice use... solution of organic scintillators [solved in plastic or liquid] + large concentration of primary fluor + smaller concentration of secondary fluor +... Scintillator requirements: Scintillator array with light guides Solvable in base material High fluorescence yield Absorption spectrum must overlap with emission spectrum of base material LSND experiment
13 Plastic and Liquid Scintillators A Energy deposit in base material excitation Solvent B Primary fluorescent - Good light yield... - Absorption spectrum matched to excited states in base material... Secondary fluorescent C Wave length shifter Excitations S0A S1A γa Primary Fluor S1B γb S0B Secondary Fluor S0C S1C γc
14 Wavelength Shifting Principle: Absorption of primary scintillation light Re-emission at longer wavelength Schematics of wavelength shifting principle Adapts light to spectral sensitivity of photosensor Requirement: Good transparency for emitted light
15 Organic Scintillators Properties Light yield: [without quenching] dl dx = L de 0 dx Quenching: non-linear response due to saturation of available states Birk's law: dl dx = L 0 de dx 1+kB de dx [kb needs to be determined experimentally] Also other... parameterizations... Response different... for different particle types...
16 Scintillation Counters Setup Scintillator light to be guided to photosensor Light guide [Plexiglas; optical fibers] Light transfer by total internal reflection [maybe combined with wavelength shifting] Liouville's Theorem: Complete light transfer impossible as Δx Δθ = const. [limits acceptance angle] Use adiabatic light guide like 'fish tail'; appreciable energy loss 'fish tail'
17 Photon Detection Purpose : Convert light into a detectable electronic signal Principle : Use photo-electric effect to convert photons to photo-electrons (p.e.) Requirement : High Photon Detection Efficiency (PDE) or Quantum Efficiency; Q.E. = Np.e./Nphotons Available devices [Examples]: Photomultipliers [PMT] Micro Channel Plates [MCP] Photo Diodes [PD] HybridPhoto Diodes [HPD] Visible Light Photon Counters [VLPC] Silicon Photomultipliers [SiPM]
18 Photomultipliers Dynode Chain Dynodes Electron Anode UB Voltage divider Multiplication process: Electrons accelerated toward dynode Further electrons produced avalanche Secondary emission coefficient: δ = #(e produced)/#(e incoming) Typical: δ = 2 10 G = δ n = 8 15 n = Gain fluctuation: δ = kud; G = a0 (kud) n dg/g = n dud/ud = n dub/ub
19 Photomultipliers Dynode Chain Optimization of PMT gain Anode isolation Linearity Transit time B-field dependence Venetian blind Box and grid Linear focused PM s are in general very sensitive to B-fields! Even to earth field (30-60 μt). μ-metal shielding required. Circular focused
20 Photomultipliers Photocathode γ-conversion via photo effect... Bialkali: SbRbCs; SbK2Cs Photon entrance window photo cathode 4-step process: Electron Electron generation via ionization Propagation through cathode Escape of electron into vacuum Q.E % [need specifically developed alloys]
21 Photomultipliers Energy Resolution Energy resolution influenced by: Linearity of PMT: at high dynode current possibly saturation by space charge effects; IA nγ for 3 orders of magnitude possible... Photoelectron statistics: given by poisson statistics. P n (n e )= nn e e n e n! n e = de dx Photons MeV Q.E. n/hni =1/ p n e η = 0.2; Q.E. =0.25 n/hni =0.7% Secondary electron fluctuations: with ne given by de/dx... For NaI(Tl) and 10 MeV photon; photons/mev = 40000; light collection efficiency n e =20000 n e P n ( )= n! n /hni =1/ p with dynode gain δ; and with N dynodes... n hni 2 = N 1 σn/<n> dominated by first dynode stage important for single photon detection
22 Silicon Photomultipliers Principle: Pixelized photo diodes operated in Geiger Mode Single pixel works as a binary device Energy = #photons seen by summing over all pixels Features: n + Si0 2 Si * Resistor + V bias Guard ring n - Doping Structure of SiPM [1] Al - conductor - E E,, V/cm 10 1E6 6 1E E4 1E E2 1E1 1 1E0 Granularity : 10 3 pixels/mm 2 Gain : 10 6 Bias Voltage : < 100 V Efficiency : ca. 30 % Figure 2.13: Left: Schematic view of the SiPM topology: A material on the low resistive Avalanche substrate region serves as a drift region electron generated in this region will subsequently drift into layer where the electrical field is high enough for avalanche b electrical field in order to avoid unwanted avalanche breakdow impurity levels are higher. Right: Diagram of the electric fie Figure 1: (a) Silicon photomultiplier microphotograph, (b) topolog Works at room temperature! Insensitive to magnetic fields tion in epitaxy layer. E, V/cm Gain and Single Pixel Response Alexander
23 Scintillation Counters Setup Photomultiplier WS fibre Wavelength-shifting fibre ATLAS Tile Calorimeter Scintillator Steel Source tubes
24 Scintillation Counters Applications Time of flight (ToF) counters Energy measurement (calorimeters) Hodoscopes; fibre trackers Trigger systems ATLAS Minimum Bias Trigger Scintillators Particle track in scintillating fibre hodoscope
25 CMS Crystal Calorimeter (ECAL) Scintillator : PBW04 [Lead Tungsten] Photosensor : APDs [Avalanche Photodiodes] Number of crystals: ~ Light output: 4.5 photons/mev Barrel ECAL (EB) y = = Preshower (ES) z = 2.6 = 3.0 Endcap ECAL (EE)
26 CALICE Analogue HCAL Sandwich structure: 1 m 3 - Prototype 38 layers - Scintillator Tiles+WLS+SiPMs (.5 cm) - Stainless steel absorber (1.6 cm)!"#$$%&'%()(*+,%-.//(-+(0 2006/2007 CERN Testbeam [2008/09, Fermilab] 3x3 cm 2 Tile Mounted SiPM Scintillator : Plastic Photosensor : SiPMs
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