cms forward calorimeter fiber specifications
DESCRIPTION
1.457. 1.419. CMS Forward Calorimeter Fiber Specifications. Core: 600 ± 10 micron dia Clad: 630 +5-10 micron dia Buffer: 800 ± 30 micron dia Core material: High OH- sythetic Silica Clad material: Low Index Cladding Polymer Buffer material: Acrylate - PowerPoint PPT PresentationTRANSCRIPT
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HF PRR – 16 February 2001 1
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HF PRR – 16 February 2001 2
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Core : 600 ± 10 micron diaClad : 630 +5-10 micron diaBuffer : 800 ± 30 micron dia Core material : High OH- sythetic SilicaClad material : Low Index Cladding PolymerBuffer material : AcrylateCore non-circularity : <5%Clad concentricity : ± 3 micronsBuffer concentricity : ± 9 microns
nclad : 1.419 (@ 600 nm)Att(@ 300 nm) : <0.15 dB/mAtt(@ 400 nm) : <50 dB/kmAtt(@ 450 nm) : <30 dB/kmAtt(@ 850 nm) : <20 dB/kmNA : 0.33 ± 0.02 Core OH- content : 400 – 1000 ppm (high OH- Fiber)
Rmin curvature (short time)* : 6 cm/1 min
Rmin curvature (long time)* : 10 cm/2 monthsQuantity : ~1000 kmProof test (100% fibers) : 100 kpsiOperating temp range : - 65 to +125 C
* (>98% optical transmission in 300 - 700 nm with no memory or breakage)
CMS Forward Calorimeter Fiber SpecificationsCMS Forward Calorimeter Fiber SpecificationsCMS Forward Calorimeter Fiber SpecificationsCMS Forward Calorimeter Fiber Specifications
1.457
1.419
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Optics: HF-QP SpecificationsOptics: HF-QP SpecificationsOptics: HF-QP SpecificationsOptics: HF-QP Specifications
Core : 600 ± 10 micron diaClad : 630 +5-10 micron diaBuffer : 800 ± 30 micron dia Core material : High OH- sythetic SilicaClad material : Low Index Cladding PolymerBuffer material : AcrylateCore non-circularity : <5%Clad concentricity : ± 3 micronsBuffer concentricity : ± 9 micronsNA : 0.33 ± 0.02 (Full acceptance cone : 38.5 degrees)
nclad : 1.419 (@ 600 nm)Att(@ 300 nm) : <0.15 dB/mAtt(@ 400 nm) : <50 dB/kmAtt(@ 450 nm) : <30 dB/kmAtt(@ 850 nm) : <20 dB/kmCore OH- content : 400 – 1000 ppm (high OH- Fiber)
Rmin curvature (short time)* : 6 cm/1 min
Rmin curvature (long time)* : 10 cm/2 monthsQuantity : 850 kmProof test (100% fibers) : 100 kpsiOperating temp range : - 65 to +125 C
* (>98% optical transmission in 300 - 700 nm with no memory or breakage)
Core
CladBuffer
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Spectral AttenuationFSHA600630800 .33NA
LOT: KWA-01ADATE: 04/14/02Operator: Ray
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Update on Fiber Tests - VUpdate on Fiber Tests - VUpdate on Fiber Tests - VUpdate on Fiber Tests - V
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Spectral MeasurementsSpectral MeasurementsSpectral MeasurementsSpectral Measurements
Spectral Attenuation QP600
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365 415 465 515 565 615 665 715 765 815Wavelength (nm)
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120 MRad
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Photodetector:Photodetector:HF Radiation EnvironmentHF Radiation Environment
Photodetector:Photodetector:HF Radiation EnvironmentHF Radiation Environment
radiation background simulations show improvement in the design of the shielding around the PMT region by a factor of ~two. There is no issue with the radiation dose or neutron flux where the PMTs are located. The numbers below are quoted per cm2 for 10 years.
All neutrons 2.54x1012
Neutr.(E>100KeV) 1.63x1012
Neutr. (E>20 MeV) 5.12x1011
Ch. Hadrons 2.26x1010
Muons 4.65x109
Photons 1.53x1012
Dose 7 krad
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Optics: Radiation FieldOptics: Radiation FieldOptics: Radiation FieldOptics: Radiation Field
Fluence of hadrons (E>100 keV) in cm-2 s-1 (upper plot) and radiation dose in Gy (lower plot) in the HF and its surroundings. The dose plot has been smoothed by taking running averages of the values, which slightly masks the dependence of dose on geometry details. Values are given for 5 105 pb-1.
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Red Light?Red Light?Red Light?Red Light?
Non-bridging Oxygen Hole Center (NBOHC): (Si-O.) 1.85 eV (670 nm) emission band remains controversial: This band is reported to have a 4.77 eV (260 nm) absorption band with 1.05 eV half-width. There is another absorption band at 1.97 eV (630 nm).
E’-center: (Si.) The emission band is at 2.75 eV (450 nm) and the absorption band is at 5.86 eV (212 nm).
260 nm
NBOHC
(1.85 eV)
670 nm
(4.77 eV)
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212 nm
(2.75 eV)450 nm
(5.86 eV)
E
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Power-law Behavior ?Power-law Behavior ?Power-law Behavior ?Power-law Behavior ?
We can model the effects of radiation on the optical properties of quartz fibers. The model is based on binary molecular kinetics and the rate equations between these two species.
The most important feature is that it gives us the prediction power where we can estimate the energy resolution of HF as a function of dose.
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Irradiated QP and Attenuation - IIIrradiated QP and Attenuation - IIIrradiated QP and Attenuation - IIIrradiated QP and Attenuation - II
The attenuation of QP fibers strongly depend on the accumulated dose. The customary dependence is A(D) = a Db for each wavelength and this is supported by many measurements. This usual behavior is not obvious. It is possible that 240 Mrad data are wrong. Data being analyzed.
There is a fair agreement (trend) between the spectrometer data at 425 nm (Xenon) and the PMT data (Co60).
PRELIMINARYAttenuation with Dose for HF-QP
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Spectrometer Data425 nm
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Cherenkov Light Transmission Cherenkov Light Transmission vsvs Dose DoseCherenkov Light Transmission Cherenkov Light Transmission vsvs Dose Dose
At 100 Mrad for example, 27% of light will be lost at 415 nm. But, there will be wavelength shift to red too.
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Optics: Fiber Radiation Damage and Induced Optics: Fiber Radiation Damage and Induced Resolution - IResolution - I
Optics: Fiber Radiation Damage and Induced Optics: Fiber Radiation Damage and Induced Resolution - IResolution - I
Quartz fiber irradiation studies were carried out in the last several years. The induced attenuation profile shows that there is less absorbtion in 400-500 nm (PMT) region compared to either shorter or longer wavelengths.
54 Mrad QP
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Optics: QQ/QP Comparison for Radiation Hardness - IIOptics: QQ/QP Comparison for Radiation Hardness - IIOptics: QQ/QP Comparison for Radiation Hardness - IIOptics: QQ/QP Comparison for Radiation Hardness - II
The purity of the core material is paramount for radiation hardness of the fiber. In one case (left plot), the core is obtained from Heraeus and on the other case (right plot), from a less-known supplier of preforms.
450 nm
610 nm
Total = 2.06 x 1016 e- = 80 MRad 1.60 x 1016 e- = 64 MRad
= [I (QP)] / [I (QQ)] = [I (QQ)] / [I (QP)]
450 nm
610 nm
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Ieta dD/dt[rad/s]
a (95% Conf. Bounds)[dB/m]
b (95% Conf. Bounds)
30 2.5 x 10-4 1.37 (-1.36, 4.12) 0.39 (0.21, 0.58)
33 2.0 x 10-3 4.74 (-0.46, 9.93) 0.59 (0.47, 0.72)
37 3.2 x 10-2 2.43 (0.40, 4.45) 0.72 (0.58, 0.86)
40 2.9 x 10-1 1.28 (0.75, 1.82) 0.79 (0.68, 0.91)
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