An experimental limit on neutron mirror-neutron oscillation Ulrich Schmidt Physikalisches Institut, Universität Heidelberg, Germany.

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Presentation transcript:

An experimental limit on neutron mirror-neutron oscillation Ulrich Schmidt Physikalisches Institut, Universität Heidelberg, Germany

What are mirror particles ??? P World is not P symmetric P RR World is PR symmetric

Properties of mirror particles For each particle exists a mirror particle which has exactly the same properties in the mirror world, as the particle in the world beside handedness. Interaction between particles and mirror particles: gravity Possible interaction between particles and mirror particles: Oscillations/mixing between neutral particles and mirror particles 

phenomenology of oscillation with free flying neutron: only magnetic field counts for  E

“field free” region magnetic field strongly suppress oscillation

n beam beam dump field free region detector field free region Reappearance experiment

Problem: loss of neutrons due to  -decay, scattering... R ±  R is compatible with 1 => But !! Only is suppressed by a moderate magnetic field (0.1 mT) Disappearance experiment principle of our measurement: measuring loss of neutrons due to n beam field free region detector

RESEDA am FRM II

CASCADE: Multiple Boron Layers on GEMs GEMs can be operated to be transparent for charges!  they can be cascaded! Each one can carry two Boron layers. Last one operated as amplifier. Accumulate single layer detection efficiency up to 50% for thermal neutrons (1.8Å) and up to 75% for cold neutrons (5Å). 10 B + n  7 Li +  MeV ( 6%) 3838 b  7 Li * +  MeV (94%) Problem: n-counting at very high rates Conventionel ( 3 He-counters): < 10kHz/cm 2 CASCADE: up to 10 MHz /cm 2

The Gas Electron Multiplier (GEM) Amplifier Mode In hole high fields allow Gas amplification Transparent Mode At gain 1, electric fields transport charges through the holes Electrons Ions pictures from Sauli The GEM inherently introduces high rates capability of 10 MHz/cm 2 ! taken from Sauli et al.:

length flight path velocity of neutrons B-field integral along neutron flight path gyromagnetic ratio U. Kinkel Z.Phys.C 54, (1992)

measuring cycle: - 0.5s without magnetic field - switch magnetic field on, wait 0.1 s - 0.5s with magnetic field - switch magnetic field off, wait 0.1 s length flight path: 6m,  = 11Å => v = 360m/s => t = 17ms 2 day measurement, about 10 5 individual ratios R

scattering (standard deviation) of the individual ratios: error of the individual ratios calculated from number of count: => sensitivity is limited by intensity fluctuations of the beam

VCN beam 50% monitor counter detector field free region noise of R ~ will be much less than noise of R

Thank you for your attention Experiment FRM II Barbara Böhm 1 Wolfgang Häusler 2 Dominik Streibel 2 1 Physikalisches Institut Heidelberg 2 FRM II (Forschungsreaktor München II) CASCADE detector Martin Klein 1 Gerd Mozel 1 Jörg Betz 1 Stefan Backfisch 1 n

The Assembled 2D-Detector GEM-foils coated with 10 B and 2D readout structure EMI shielding (500 µm Al) Power supply and thermal management FPGA based readout board ASIC frontend- electronic Detector entrance window (100 µm Al)

Neutron-Pictures with the 2D-200 CASCADE Detector System Tesa-Tape old PC- Mouse Water Flow- Controller measured at instrument EKN at FZ Jülich Pixel (1.56mm)