Open fiedl opened 6 years ago
For this simulation, use cable positions from: https://icecube.wisc.edu/~dima/work/IceCube-ftp/leds/
If these results are stored locally at ~/icecube/cable-data/icecube.wisc.edu/~dima/work/IceCube-ftp/leds/results.txt
, read out from ruby like this:
# ruby
require_relative 'cable_positions'
CablePosition.find_by(string: 63, dom: 30).angle_from_grid_north_in_degrees
# => -134.849
Have a look at simulated cables in steamshovel:
[2018-05-03 16:37:08] fiedl@fiedl-mbp ~/hole-ice-study/scripts/FlasherSimulation master ⚡
▶ ./run.rb --cables
▶ steamshovel tmp/gcd_with_hole_ice.i3
Could the different distances be responsible for the asymmetry?
Receiving string distance [m] max peak
62 124.8 358.98994325
54 125.2 361.805595814
55 125.4 649.15679599
64 122.0 603.13827089
71 124.6 521.9574258
70 125.2 705.07347013
mean distance = 124.5m
mean peak = 533.35
mean distance - max distance = 0.9m = 0.7 percent of the mean distance
abstandsquadratgesetzt -> expected intensity reduction for this distance:
1/(1.007)^2 = 0.986
0.986 * mean peak = 525.88
which is much larger than the min observed peak of 358.99.
No.
Basic idea
Scenario: DOM 63_30 (in the middle of string 63) emits a flasher pulse. Count receiving DOM hits for all DOMs in the neighbouring strings 62, 54, 55, 64, 71, and 70.
Flasher data brightess: 127, pulse width: 127.
In the simulation, a photon-absorbing cable is placed at -134.849 degrees from the grid north according to Dima's flasher study results (https://icecube.wisc.edu/~dima/work/IceCube-ftp/leds/). Also add cables for the receiving DOMs.
As hole-ice parameters, use Martin's best values: r = 0.5 r_DOM esca = 0.05m abs = 100m
Image source: https://wiki.icecube.wisc.edu/index.php/File:Distances.i86.jpg