Detector of Internally Reflected Cherenkov Light

DIRC Prototypes 0 and I


Prototype 0 Memo describing the comparison between DIRC prototype-0 and simulation.
The following plots compare the DIRC prototype-0 data (single Burle pmt glued to a 120 cm quartz bar). For both there is a plot of the data plus a smooth curve representing the simulation.
This plot shows the dependence on dip angle. It uses measured transmission curves, Burle/Quanticon q.e. curve (but adds 0.092 estimated for the 290 nm bin where there is no measurment) and an internal reflection coefficient of 0.9998.
This plot shows the dependence on Z at a fixed dip angle.

The following postscript files contain these plots varying several parameters. Each file contains four plots. For both the dip angle and Z dependences there is a plot of the actual simulation values then a plot of the data plus a smooth curve representing the simulation.

  • refl_9998.ps
    This is our best description of the data. It uses measured transmission curves, Burle/Quanticon q.e. curve (but adds 0.092 estimated for the 290nm bin where there is no measurement), internal reflection coefficient of 0.9998.

  • new_refl_9998.ps
    The angular dependendence curve, but with the data reduced by 2.5%.

  • refl_9995.ps
    Same as before but with internal reflection coefficient of 0.9995.

  • new_refl_9995.ps
    The angular dependendence curve, but with the data reduced by 2.5%.

  • refl_1.ps
    Same as before but with internal reflection coefficient of 1.0000.

  • half_290.ps
    Same as before but with a factor of two smaller quantum efficiency in the 290nm bin (4.6%).

  • double_290.ps
    Same as before but with a factor of two larger quantum efficiency in the 290nm bin (18.4%).

  • fudge.ps
    Same as 1. but with absorption values increased by an overall factor of three. This is what we think Brian used for his BBSIM work (as applied to the prototype-0 so you should compare this with the previous plots).

  • Prototype I


    Memo describing the analysis of the data of DIRC prototype I.
    Resolution for the Cherenkov angle with Prototype I