Slide 1 - CERN Indico
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Transcript Slide 1 - CERN Indico
Report on Measurements in
the Lab with
R11, R12, R13
Alexandra Moskaleva
What is a resistive chamber?
Non-resistive Micromegas
Resistive Micromegas
(R11, R12, R13)
Resistive Characteristics
CHAMBER
R11
R12
R13
Resistance to
Ground (MΩ)
15
45
20
Resistance
along strip
(MΩ/cm)
2
5
0.5
Types of Measurements
Properties
Gain
Transparency
Response to cosmics
Charge-up
High rate behavior
Tools
5 keV 55Fe source
8 keV X-ray gun at various rates
120 GeV pion test beam
Gain & Transparency
Measurement – Set up
Gas out
Read out connectors
Protective cover with holes
55Fe
tablet
HV Drift
HV Mesh
Gas in
18 mm
Each read-out connector connected to 72 strips
Covers a cross-section of 18 mm
Strips that are not read out are grounded
Example Spectrum
55Fe
Ar escape peak
(3 keV lower)
(5.9 keV) Peak
Peak of 55Fe taken in arbitrary units from spectrum
Rate, counts, live time, start time also displayed
Converted to gain via calibration signal
Calibration pulse = 104 gain
Gain measurements taken for:
R11, 93% Ar 7% CO2
R12, 93% Ar 7% CO2
R12, 85% Ar 15% CO2
R13, 93% Ar 7% CO2
R13, 85% Ar 15% CO2
Gain Measurements - Results
Transparency Measurements
Transparency =
(# of e– that make it to the amplification field)
(Total # of e– produced)
Transparency measurements taken for:
R12, 93% Ar 7% CO2
R12, 85% Ar 15% CO2
R13, 93% Ar 7% CO2
R13, 85% Ar 15% CO2
Transparency Measurements – Set up
Measured gain as a function of Eamplification/Edrift
Kept Vmesh constant
Varied Vdrift
E=V/d, where V is the voltage difference and d is the
distance
Edrift = (Vmesh-Vdrift)/d ≈ 300V/5mm ≈ 600 V/cm
Eamplification = (Vmesh-Vground)/d ≈ 500V/.128mm ≈ 40 kV/cm
Normalized highest gain = 1
Cosmic Measurements – Set
up
Stacked R11, R12, R13 with 15mm spacers
Used R11 and R13 to trigger, R12 to acquire
R11
HV Mesh top
Top
HV
Drift
R12
HV Mesh middle
MCA
R13
HV Mesh bottom
Bottom
Cosmics – Logic
Top
Threshold
Bottom
Threshold
NIM
TTL
Gate
for MCA
Cosmics - Results
Cosmic most
probable
value
55Fe
55Fe
(5.9 keV) Peak
produces 225 e– in drift region, with a peak ≈ 420
Cosmics produce a peak ≈ 100 (a factor of ¼)
Therefore, cosmics produce ≈ 50 e– in 5mm drift region
Agrees with 90 e–/cm for Ar and for CO2
Charge Up – Theory
Charge is deposited on the detector in <2mm radius for
every photon
Due to dispersion in electron avalanche
Some charge deposits on resistive strips
Runs to ground due to relatively low resistance
Some charge deposits on insulative area
Cannot drain away as quickly builds up an excess of
negative charge
No longer at ground
≈2mm
Charge is deposited on resistive and insulative strips
Footprint of roughly 2mm in diameter
Charge leaks away through the resistive strips
Takes much longer to leak away charge from insulative
portion
If the rate of deposition >> rate of discharge, then there
is a buildup of charge
Eamplification decreases
Charge deposited per second:
Rate = 200 Hz
(200 Hz) × (225 e– per photon) × (104 gain) × (1.6 × 10-19)
≈ .06 nA
Rate = 20k Hz
(20000 Hz) × (225 e– per photon) × (104 gain) × (1.6 × 10-19)
≈ 6 nA
Δ Voltage (very rough estimations of what to expect)
In resistor
Low rate: V = IR = .06 nA × 108 Ω = .006 V
High rate: V = IR = 6 nA × 108 Ω = .6 V
In insulator
Low rate: V = IR = .06 nA × 1010 Ω = .6 V
High rate: V = IR = 6 nA × 1010 Ω = 60 V
Δgain≈1600
Gain decreases due to decrease in Emesh
Δgain≈2000
Δgain≈1000
Δgain≈5000
Δvoltage≈15V
Conclusions
Gain
All chambers reach gain of ≈30k
With 93:7 Ar:CO2, the chambers can be operated at a HV 40V lower than
for 85:15 Ar:CO2
R12 has highest gain, R11 has lowest
Transparency
For good transparency, Eamp/Edrift > 80
85:15 Ar:CO2 rises faster, but shows similar behavior to 93:7 Ar:CO2 in
steady state
Cosmics
Cosmic measurements show good results (Landau curve) with most
probable value showing creation of 50 e– in 5mm drift region, as expected
Charge up
Charge up is observed
As function of rate (reducing gain by 10% at 200 Hz, 20% at 20 kHz)
This has been an amazing
summer!
Thank you to everyone who
has guided me in this
experience!!!