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2
50 mV
Crosstalk pulses
50 mV
10 ns 10 ns
Previous product (3 × 3 mm, 50 μm pitch) S13360-3050CS (3 × 3 mm, 50 μm pitch)
Hamamatsu MPPC
What is MPPC?
The MPPC (multi-pixel photon counter) is a type of photosensor called SiPM (silicon photomultiplier). It is a photon-counting
device using multiple APD (avalanche photodiode) pixels operating in Geiger mode.
Although essentially an opto-semiconductor device, it has excellent light receiving capability and can be used in various
applications for detecting extremely weak light at the photon counting level.
The MPPC operates on low voltage and features high gain, high photon detection efciency, high-speed response, excellent
time resolution, and wide spectral response range. It achieves the high-level performance required in photon counting. It is also
immune to magnetic elds, highly resistant to mechanical shocks and the like, and will not suffer from “burn-in” by incident light
saturation, which are advantages unique to solid-state devices.
Features of Hamamatsu MPPC
When an MPPC detects photons, the output may contain false signals, namely afterpulse and crosstalk, that are separate from
the output pulses of the incident photons. The MPPC for precision measurement maintains high photon detection efciency
while featuring low afterpulse, low crosstalk, and low dark count.
FEATURE 1
Low crosstalk
The pixel that detects photons may affect other pixels, making them produce pulses separate from output pulses. This
phenomenon is called crosstalk. The MPPC for precision measurement employs a structure that suppresses the occurrence of
crosstalk.
This has drastically reduced crosstalk in comparison with previous products (rate of occurrence reduced from 44 % to 3 %).