7–10 Oct 2025
Inn at Penn, University of Pennsylvania
US/Eastern timezone

InAs/GaAs Semiconductor Quantum Dot Scintillation Detector: Real and Projected Performance for 4D Tracking

9 Oct 2025, 11:20
20m
Inn at Penn, University of Pennsylvania

Inn at Penn, University of Pennsylvania

3600 Sansom Street, Philadelphia, Pa 19104
Parallel session talk RDC 3 Solid State Tracking RDC 3 Solid State Tracking

Speaker

Michael Hedges (Fermilab)

Description

The high speed and efficiency of the novel semiconductor InAs/GaAs quantum dot (QD) scintillator make it a promising alternative competitor to direct-ionization drift detectors for 3D tracking and other high-energy physics and medical applications. In this detector, self-assembled epitaxial QDs serve as artificial luminescent centers, converting the kinetic energy of incoming charged particles into photons, which are then collected by a monolithically integrated p-i-n photodiode. Starting with evaluating the expected performance of the scintillation tracking detector and comparing it to a prospective Si LGAD tracker, we identify key physical factors, such as device thickness, QD radiative efficiency and waveguiding losses, that govern the detector’s time resolution.
Recent measurements on a 26-micron-thick scintillator demonstrated a yield of 34000 electrons/MeV (or 14% of the achievable maximum), an energy resolution of 4.4%, and decay time 270 ps, resulting in a time resolution of 20 ps for 4.5 MeV deposited energy. Timing performance can be improved in thicker detectors (unlike drift-based counterparts) and at higher efficiency. A recently observed hybrid response, where the ionization track is shared between the scintillator and a few-micron-thick photodiode, achieved over 60000 electrons/MeV yield and enabled detection of 60 keV photons. Consequently, the expected tracking performance under hybrid response was evaluated. Radiation hardness was assessed using a 1.5 MeV proton beam at $10^{14}$ protons/cm$^2$, corresponding to equivalent 1 Mev neutron fluence of $2\times10^{15}$ cm$^{-2}$.

Authors

Gyana Biswal (University at Albany) Michael Hedges (Fermilab) Michael Yakimov (University at Albany) Pavel Murat (Fermilab) Serge Oktyabrsky (University at Albany)

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