solid winston cones uni & eth zürich. 2 basic differences primary refraction -> larger input...

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Solid Winston Cones Uni & ETH Zürich

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Page 1: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

Solid Winston Cones

Uni & ETH Zürich

Page 2: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Basic Differences

Primary refraction -> larger input angles accepted

typical caveats:- false traces by muons -> high line signal- UV transmittance -> select material- more NSB

Benefits:- larger collection efficiency- protection of light sensor- less Fresnel reflection

than at layer near detector- mass production

Page 3: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Simulations

Home-made Ray Tracer includes:- reflection (usually assume 95%)- refraction- Fresnel Reflection- Absorption in medium ( dep.)- Detector properties (resin, I())

(Simple Output example)

Page 4: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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General Results

cone height: - changes shape of cutoff- little influence on position- optimum depends on reflectivity

Page 5: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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General Results

cone shape:- parabolic walls - hex-square possible without losses- same input area:solids gain signal, but loose S/N for same h

Page 6: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Area concentration - empty cones

hex-squareR = 95%Do = 2.7 mmh = 20 m

Di/mm factor 4 1.9 82.3 6 4.3 86.4 8 7.6 78.6 10 11.9 57.1

Page 7: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Area concentration - solid cones

R = 95%Do = 2.7 mmh = 20 m

Di/mm 4 86.7 6 88.3 8 87.2 10 75.2

Page 8: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Comparison open-solid

R = 95%Di = 7.62 mmDo = 2.8 mmh = 20 m

open: 83.9% / 82.1% efficiencysolid: 89.1% / 88.0 % efficiency

Page 9: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Additional Tests Implemented

Surface flatness

regions of different refractive index

simulations for non-flat angluar response of detector

Page 10: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Prototpes

simple pyramid cone made from N-FK5 glass(cut & polished, ETH)

hex-square geometrymade from plexiglass(cut, UZH)

Page 11: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Test “Camera“ (Uni ZH)

Page 12: Solid Winston Cones Uni & ETH Zürich. 2 Basic Differences Primary refraction -> larger input angles accepted typical caveats: - false traces by muons

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Summary

use solid cones for large area concentration-> cheaper camera

good performance of hex-square geometrytransmission OK down to 300 nm (or lower)reduces Fresnel lossescan be combined with protective window