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Velocity of light in water
Simple Method MC Data
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Method (Led run)
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Method From Led run (time and position for each OM)
Time = Peak (highest bin, bin size=0.5 ns) Position = nominal OM position Eliminate not significant peak (Noise>Peak-5*sqrt(peak)) Time versus distance Fit y=ax+b
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Plot MC Take time from bin with maximal hits = Timepeak
Timepeak versus distance n=v_vacuum/v_measured
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MC (Led) Run Absorption Scattering Fit range n delta n
Inf
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MC (Laser) Led and Laser runs slightly dependent from fit range
Run Absorption Scattering Fit range n delta n Led and Laser runs slightly dependent from fit range Fit over full range no dependence of absorption and scattering Led run n = Laser run n = Ciro put in the MC: Led run n = Laser run n = Ciro can you please generate MC with n=1.3 and n=1.5 ???
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MC (different Lines)
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Thinking about errors Laser (full width 0.8 ns) Led (full width 4 ns)
=> early photon effect maximum 4 ns Walk effect (is smaller than 4ns) Binning in histogram 0.5ns Positioning (possible 20 cm = 1ns) We measure times of 1000 ns => accuracy of the measurement around 0.5%
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Data (Do we crosscheck Pacos timing calibration?)
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Data (different fit range)
Error in t=2 ns, error in position x=1m Run fit rang[m] n delta n chi/ndf /38 /19 /17
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Data (Different Lines) We crosscheck Pacos timing calibration)
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Data (different Lines)
Run Line n delta n chi/ndf /38 /49 /47 /39
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Data (different runs) Run Line n delta n chi/ndf
/38 /38 /36 /38 /35 /43 /41 /39 /42 36063UV /30
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Is this useful? Only cross check of Pacos work?
Improvement:Take real OM positions Define fit range (systematic bias) Method ok? Have a look to Laser runs
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Early photon effect (MC)
Introduce cut to minimize early photon effect: Ciros cut: charge per hit < 1.5p.e. => minimal distance 100m
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Early photon effect (MC and Data)
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Method From Led run (time and position for each OM)
Time = Peak (highest bin, bin size=0.5 ns) Position = nominal OM position Eliminate not significant peak (Noise>Peak-5*sqrt(peak))=>defines max. fit value Charge per hit < 1.5 p.e=>defines min. fit value Time versus distance Fit y=ax+b
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MC Measured refraction index
MC Input n= (at 470nm) Run Absorption Scattering Fit range n delta n Inf Conclusion: Small model dependence about 0.5% Laser MC run: MC Input n= (at 532nm) MC measured n=
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Stability against cuts
(Noise>Peak-5*sqrt(peak))=>defines max. fit value Charge per hit < 1.5 p.e=>defines min. fit value Change charge per hit to 5.0 => 0.2% Change charge per hit to 1.2 => 0.2% Change Peak-10*sqrt(peak) => 0.5% Conclusion: Small cut dependence about 0.5%
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Data at 470 nm N= (+-0.5%)
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Conclusion Method stable against cuts +-0.5%
Method stable against different assumption for absorption and scattering +-0.5% Measurement at lambda=470 nm (Led) n= %(stat.)+-0.5%(exp.)+-0.5%(theo.) =>n=
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