Oddities of light production in the noble elements. James Nikkel

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Transcription:

Oddities of light production in the noble elements James Nikkel 1

2

What is a scintillator? Particle with Energy Photons Stuff 3

What is a scintillator? We would like: Nphotons = Y Eincoming With Y as large as possible Monochromatic photons 4

What is a scintillator? We would like: Nphotons = Y Eincoming Monochromatic photons It would also be nice to get some particle identification information. This is typically from the timing profile of the emitted photons. 5

What is a scintillator? The mechanism for producing light depends on the media: Organic liquid scintillators Organic crystal scintillators Inorganic crystal scintillators Molecular gases Noble liquids etc. 6

Scintillation in nobles A e - ionization A+ A collisions A + 2 e - recombination A 2* A A dissociation A excitation A* A collisions 2 excited molecular states: singlet and triplet A 2* dissociation A A uv photon uv photon 7

Scintillation in nobles Element Liquid density g/ml Boiling point (K) Electron yield (e - /kev) Photon yield (γ/kev) Singlet decay time Triplet decay time Scintillation wavelength (nm) Radioactive 2 4 He 0.13 4.2 39 22 10 (ns) 13 (s) 80 No 10 20 Ne 1.2 27.1 46 32 10 (ns) 15 (μs) 78 No 18 40 Ar 1.4 87.3 42 40 7 (ns) 1.5 (μs) 128 36 84 Kr 2.4 119.9 49 25 7 (ns) 85 (ns) 148 39 Ar 1 Bq/kg 85 Kr 1 MBq/kg 54 132 Xe 3.1 165.0 64 42 5 (ns) 27 (ns) 175 136 Xe <10 μbq/kg 8

Scintillation in nobles Element Liquid density g/ml Boiling point (K) Electron yield (e - /kev) Photon yield (γ/kev) Singlet decay time Triplet decay time Scintillation wavelength (nm) Radioactive 2 4 He 0.13 4.2 39 22 10 (ns) 13 (s) 80 No 10 20 Ne 1.2 27.1 46 32 10 (ns) 15 (μs) 78 No 18 40 Ar 1.4 87.3 42 40 7 (ns) 1.5 (μs) 128 36 84 Kr 2.4 119.9 49 25 7 (ns) 85 (ns) 148 39 Ar 1 Bq/kg 85 Kr 1 MBq/kg 54 132 Xe 3.1 165.0 64 42 5 (ns) 27 (ns) 175 136 Xe <10 μbq/kg 9

Liquid neon in nanoclean ~2004 10 James Nikkel

Pulse tube refrigerator microclean Copper liquifier 3.1 litre argon/neon target volume 2x Hamamatsu R5912-02-MOD PMTs 11 James Nikkel

Example of digitised PMT signals + from tagged sources 12

Electronic Recoils Nuclear Recoils 13

Electronic Recoils Nuclear Recoils 14

fp 15

We observed an unexpected temperature/pressure dependance Prompt fraction 0.155 0.15 0.145 fp 0.14 0.135 0.13 0.125 0.12 28.2 28.4 28.6 28.8 29 29.2 Temperature (K) 1.2 1.3 1.4 1.5 1.6 1.7 Pressure (Bar) 16

We observed an unexpected temperature/pressure dependance Triplet Lifetime (µs) 19 18 17 16 15 14 13 28.2 28.4 28.6 28.8 29 29.2 Temperature (K) 1.2 1.3 1.4 1.5 1.6 1.7 Pressure (Bar) 17

Unfortunately, microclean was constrained by the phase boundary 6& 5& Neon phase diagram We could not separate out temperature from pressure effects Pressure (Bar) 4& 3& 2& 1& Liquid Gas The detector also had a limited range of operation 0& 24& 25& 26& 27& 28& 29& 30& 31& 32& 33& 34& Temperature&in&K& Temperature (K) Triple Point: 24.556 K, 0.4337 bar 18 James Nikkel

Why do we care? Liquid neon has a density of 1.2 g/cm 3 The pressure increases 120 mbar per metre of depth A 5 metre tall detector (~100 tonne) will have an excess pressure of 0.6 bar at the bottom 19

LEELA In LEELA, the temperature and pressure can be set independently, and over a much wider range A single pmt detects the scintillation light collected from a PTFE cavity Target volume ~50ml Copper CF/Sapphire window 75mm PMT (R6091-MOD) 20 James Nikkel

Cut-away view Copper vessel Level sensor PTFE 75mm PMT (R6091-MOD) Sapphire window Inner volume (50 ml) coated with wavelength shifter 21

Gas lines Pulse tube refrigerator Source tube PMT (R5912, later replaced) Vacuum chamber 22

Neon phase diagram Solid Liquid Temperature and pressure range covered Gas Triple Point: 24.556 K, 0.4337 bar 23 James Nikkel

30 25 241 Am 60 kev line Yield ~1 PE/keV Counts/Second/bin 20 15 10 5 0 0 20 40 60 80 100 120 PhotoElectrons (PE) 24

As the goal was to map out pressure and temperature, 2 sources were used simultaneously to generate nuclear and electronic recoils: 241 Am as a gamma source AmBe as a neutron source fp Nuclear recoils Electronic recoils 25 James Nikkel

The discrimination can be quantified by taking slices in energy or PE Clear separation is seen between different types of interactions Counts/Second/bin 1 0.8 0.6 0.4 0.2 Electronic recoils Nuclear recoils 0 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 Prompt Fraction 100-200 PE events 26 James Nikkel

Solid Ne Nuclear recoils Liquid Ne Electronic recoils The changes of fprompt with temperature are consistent with the microclean measurements, but over a wider range, including into solid phase microclean data 27 James Nikkel

There appears to be little pressure dependence on fprompt Nuclear recoils Temperature ~ 28 K Liquid Ne Electronic recoils 28 James Nikkel

Some dependence of light yield is observed as a function of temperature Solid Ne Yield is obtained from a 60 kev line source, however there may be some pushing of the peak due to the trigger as fprompt changes Liquid Ne 29 James Nikkel

Temperature ~ 28 K Liquid Ne The pressure dependence of the yield appears to be small 30 James Nikkel

LEELA filled with liquid argon Measured prompt fractions for electronic recoils in fp Solid Ar Liquid Ar argon as a function of temperature Triple Point: 83.78 K, 0.6875 bar 31

LEELA filled with liquid argon Measured prompt fractions for electronic recoils in argon as a function of pressure fp Liquid Ar Solid Ar 32

LEELA filled with liquid argon Measured yield for electronic recoils in argon as a function of pressure Yield (PE/keV) 3 2.5 2 Solid Ar Liquid Ar 33

LEELA filled with liquid argon As there appears to be an abrupt transition, both phases are present in some data sets Liquid Ar NR Solid Ar NR As argon detectors use fp to reduce backgrounds, one must be vigilant to keep parts of the detector from freezing 34 Liquid Ar ER Solid Ar ER T = 82.3 K

Thank you for your time I hope that was enjoyable and I welcome any questions LEELA s first light 35