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A New Fast Silicon Photomultiplier Photometer1

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Published 2012 May 11 © 2012. The Astronomical Society of the Pacific. All rights reserved. Printed in U.S.A.
, , Citation F. Meddi et al 2012 PASP 124 448 DOI 10.1086/665925

1538-3873/124/915/448

ABSTRACT

The realization of low-cost instruments with high technical performance is a goal that deserves some efforts in an epoch of fast technological developments; indeed, such instruments can be easily reproduced and therefore allow new research programs to be opened in several observatories. We realized a fast optical photometer based on the SiPM technology, using commercially available modules. Using low-cost components, we have developed a custom electronic chain to extract the signal produced by a commercial MPPC module produced by Hamamatsu Photonics, in order to obtain submillisecond sampling of the light curve of astronomical sources (typically, pulsars). In the early 2011 February, we observed the Crab pulsar with the Cassini telescope with our prototype photometer, deriving its period and power spectrum and the shape of its light curve, in very good agreement with the results obtained in the past with other instruments.

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1. INTRODUCTION

Astronomical sources with fast variability are basically of three kinds: pulsars, interactive binaries, and pulsating stars. Many of these objects are also X-ray and gamma-ray sources, and their study is of great interest because several orbiting X-ray and gamma-ray observatories are presently operative. Timescale variabilities range from hours to thousandths of seconds; amplitude variations in the optical band range from 100% (pulsars) down to less than 0.1% (O subdwarfs). For fast timescales, the only detectors available in the optical band were the classical photomultipliers. In recent times, a new class of detectors has been developed, the silicon photomultipliers (SiPMs), whose astronomical use is still to be explored in detail. To this purpose, we have built a prototype of a fast astronomical photometer, based on SiPM detectors commercially available from the Hamamatsu Photonics firm.2 In this work, we report the technical details of our instrument and the first astronomical results.

2. TECHNICAL DESCRIPTION

Fast astronomical photometers based on new technology detectors are presently used by a limited number of research groups: for instance, the OPTIMA team of the Max-Planck-Institut für Astronomie (Kanbach et al. 2003), the AQUEYE/IQUEYE team of the Padova University (Barbieri et al. 2009; Naletto et al. 2009), the S-Cam device (Oosterbroek et al. 2008), the ULTRACAM device (Dhillon 2008), and the GASP device (Collins et al. 2008).

The typical characteristics of the SiPM detectors used for our photometer are the short response time, the segmentation in cells of linear size from 25 μm to 100 μm, and a photon-detection efficiency (PDE) up to 75% at 450 nm. The sensor present inside the MPPC (multipixel photon counter) modules is the S10362-11-050U, whose main characteristics are reported in the Hamamatsu World Wide Web page.3

Our system is composed of three MPPC modules with active area of 1 × 1 mm2, pixel size of 50 × 50 μm2, and wavelength range of 320–900 nm, with peak sensitivity at 440 nm. The selected pixel size has two consequences. First, there is good linear dynamics in counts up to 100 photons simultaneously on the detector surface. Second, the PDE maximum will reach about 50%. One detector (MPPC0) is used to observe the target. The second and third modules (MPPC1 and MPPC2) are used to check the transparency of the sky and the telescope tracking stability during the data acquisition done by MPPC0. All detectors are controlled by two netbook computers running a Windows XP operating system. A third netbook controls the time acquisition via a GPS device. Figure 1 shows the general block diagram of our electronic chain. In the present configuration the light from the telescope arrives on each detector through a plastic optical fiber (600 μm core diameter).

Fig. 1.—

Fig. 1.— General block diagram of the electronic chain mounted at the telescope. The GPS antenna is located outside the dome.

An appropriate control circuit on each MPPC module monitors the temperature and modifies the bias voltage applied to the sensor itself in order to keep the gain constant against any temperature variation that could affect the measure, especially in the case of long-duration measurements. The electronic noise for each MPPC module is expressed in terms of counts for the whole sensor (i.e., for all 400 pixels). To reduce this noise, the detectors are kept inside a commercial freezer, where (within 2 hr) each MPPC module reaches a stable temperature value, which must be higher than -10°C for reliability of the electronics mounted on board the MPPC module. At running conditions the temperature of our MPPC0 module is -5.2°C and the average count rate is 27.2 counts ms-1, with standard deviation of 6.6 counts ms-1.

The electronics inside each MPPC module can generate three types of output: analog, discriminated, and pulse count via USB interface. The software provided by Hamamatsu with the MPPC module allows us to adjust both the threshold applied to the internal discriminator on the analog signal from the sensor and the gate duration in which the discriminated signal is counted.

The output with pulse counting is able to give measurements with a minimum time gate of 1 ms; this output is used by the software suite provided by Hamamatsu to record the acquired data. The other two available outputs can be eventually used by a homemade acquisition system; we decided to use the discriminated one to increase the time sensitivity of our photometer. The discriminated output is generated from the analog signal processed by a comparator that converts it into a digital one, which is in TTL standard logic with minimum duration of 20 ns. This output can be extracted via a standard SMA connector for 50 Ω impedance coaxial cable.

As stated above, the fastest acquisition rate allowed by the software provided by Hamamatsu is 1 ms: we have nearly halved the rate down to 0.55 ms with a dedicated electronic system that we called P3E (pulsar pulse period extractor), developed at the Physics Department of the Università di Roma "La Sapienza" and used during our first measurement of the CRAB pulsar at the Loiano Observatory, where we made most of the tests. Our P3E electronics process the discriminated signal received from an MPPC module and exploit the possibility of setting the threshold level by using the software running on the dedicated netbook computer. The data recording device is a secure digital (SD) memory card, FAT32-formatted. The block diagram of an P3E module is shown in Figure 2. We use two P3E units: one for the target (P3E0) and one for the sky (P3E1). Both recording systems (Hamamatsu software and our P3E) are simultaneously active and their outputs are sent to separate files.

Fig. 2.—

Fig. 2.— Block diagram of the P3E module.

During the data acquisition run it is possible to maximize the count rate in the target fine centering phase thanks to the possibility—included in the Hamamatsu software suite—of displaying the sampled data on the PC monitor in a graphic window. Immediately after the data acquisition, to confirm the correctness of the pointed target, a quick-look data check can be performed by fast Fourier transform (FFT) and autocorrelation analysis using software like the package MATLAB.

The Universal Time of the data acquisition system is given by a commercial GPS unit (garmin-18x LVC),4 whose antenna must be located outside the dome, which sends the information in National Marine Electronics Association (NMEA)5 0183 standard format. Figure 3 shows the block diagram of the GPS chain devoted to send reference time markers to the acquisition system.

Fig. 3.—

Fig. 3.— Block diagram of the GPS chain devoted to generate reference time markers on the raw data acquired by the photometer.

The GPS sends through two cables: a pulse-per-second (PPS) signal and the relative information string with serial protocol. The cables are connected to a dedicated microprocessor unit (ARDUINO 2009 board, μP in Figs. 1 and 3) linked to a dedicated netbook; a client software written in C# allows the operator to give easily commands to the microprocessor in order to generate a GATED PPS signal, starting from the original PPS signal (hereafter, NOT GATED PPS). The same code writes a file containing the date and Universal Time relative to each PPS sent in the GATED PPS line. The latter allows one pulse to pass at the starting time and one at the end of each acquisition period. The GATED PPS is sent, through an appropriate line driver and a coaxial cable, to a dedicated module close to the telescope, indicated as the splitter in Figures 1 and 3.

In order to have an optical temporal marker, the output pulses drive two LEDs located near the front end of the optical fibers on the focal plane. One LED is used for both MPPC0 and MPPC1, and the other one is used for MPPC2. Being an optical pulse, the time marker is also simultaneously present on the discriminated signals available from each MPPC module, and therefore it will also be detected by our P3E units. The LEDs are switched on for 0.5 s only at the start and at the end of the acquisition run and are off otherwise, so they do not produce any background light. The total delay between the rising edge of the PPS signal at the GPS antenna and the discriminated output from MPPCs is about 320 ns. The rising edge of the GPS pulse has a temporal accuracy of ± 1 μs.

The NOT GATED PPS signal arrives through a separate cable to the splitter, and the outputs are distributed to each P3E electronic unit to start the internal finite state machine, developed using a field-programmable gate array, to integrate (inside a programmed time window) the discriminated signal generated by the relative MPPC module. From each P3E the processed data are sent to a corresponding microcontroller unit (ARDUINO MEGA 2560 board) that interfaces the mass storage unit. For each detector, the output is a two-column ASCII file, containing a sequential index and the counts in the time bin.

We have checked the constancy and accuracy of the time step provided by the Hamamatsu hardware, both in the laboratory and at the telescope.

3. FIELD TESTS

We made the first instrumental tests at the 50 cm telescope of the Università di Roma "La Sapienza" at Vallinfreda6 and then at the 152 cm Cassini telescope of the Bologna Astronomical Observatory.

Pointing of the target is performed with the main CCD instrument (Bologna Faint Object Spectrograph and Camera [BFOSC]) of the Cassini telescope permanently mounted on-axis. A flip mirror located before the focal plane can redirect the light of the central part of the field of view toward our MPPC0 and MPPC1. The sky and the target signals are collected by two optical fibers positioned 17 mm apart; at the focal plane, each fiber covers 10'' diameter, so the photometry is negligibly sensitive to the seeing conditions. The typical sky count rate is 5 counts ms-1—definitely lower than the electronic dark count rate. A third optical fiber, mounted on an independent probe on the focal plane, monitors a reference star.

We checked the overall efficiency and linearity of the instrumental response between 2010 March and July. The results obtained from stars of different magnitudes are plotted in Figure 4. The magnitudes of the stars were verified by classical photometry obtained during the same nights with BFOSC. The data were reduced with standard IRAF procedures.7

Fig. 4.—

Fig. 4.— Observed net count rate in a Pogson lawlike scale, as a function of visual magnitude V of the source.

After having verified the general linearity, we used the subsequent runs to study the efficiency of the system in detecting the flux variability. According to the noise counts referred to before, it is possible to detect faint sources (about 16 mag) with 1 ms integration time and a signal-to-noise ratio (S/N) of ∼1 with the Loiano telescope. For this telescope, we report (in Fig. 5) the expected sensitivity in magnitude (ΔV) as a function of the visual magnitude V for different MPPC integration gate lengths from 1 ms up to 10 s. For a star of magnitude V, the typical net counts were computed from the fit of Figure 4; the ΔV was obtained by using a Pogson lawlike formula:

where NC is the net count (signal minus background), and Δ(NC) is 3σ of the typical total background count.

Fig. 5.—

Fig. 5.— Expected minimum detectable magnitude variation of a source ΔV as a function of the source magnitude V, for different time gate duration, at the Loiano telescope.

4. OBSERVATIONAL TEST: THE CRAB PULSAR

On 2011 February 5, we observed the Crab pulsar with the Cassini telescope for 3300 s with 0.55 ms (P3E0) and 1 ms (MPPC0) sampling in good photometric conditions (seeing ∼1.5'').

The autocorrelation function applied to a section of the raw data emphasized the presence of a periodic signal close to the expected value. A period search with FFT applied to a short section of the total acquisition time (only 100 s) provided a period of 0.033658 s for both MPPC0 and P3E0, in fair agreement with the expectation from the Jodrell Bank Observatory ephemeris (0.033652394 s)8 (see Figs. 6 and 7). As expected, the same analysis applied to the whole raw data set improves the signal-to-noise ratio, the number of the detectable harmonics, and the agreement of the period (0.033654734 s for MPPC0 and 0.033655303 s for P3E0) with the expected one.

Fig. 6.—

Fig. 6.— FFT applied to the first 100 s of raw data acquired by MPPC0.

Fig. 7.—

Fig. 7.— FFT applied to the first 100 s of raw data acquired by P3E0.

To apply the heliocentric correction, we used the Xronos software9 using the task earth2sun. This package does not take into account the topographic correction for the observatory coordinates, and therefore it is not suited for a check of the phase shift between radio and optical signals. This check was not an aim of the present work, which is mainly devoted to the technical details of the acquisition system. At the same time, the various phase differences reported in literature are of the order of hundreds of microseconds, below our temporal resolution (e.g., Barbieri et al. 2009; Oosterbroek et al. 2008).

We then used the task efsearch to determine the best fitting period. We obtained TCrab = 0.033652090 s for MPPC0 and TCrab = 0.033652525 s for P3E0, respectively. Finally, we built the Crab light curve with the task efold, and the results are reported in Figure 8, which shows that shape and flux ratio between the primary and secondary pulse are in good agreement with literature data (see, e.g., Zampieri et al. 2011 and references therein). The phase shift between MPPC0 and P3E0 is 0.04, corresponding to about 1.3 ms, comparable with the accuracy of the MPPC0 module sampling rate.

Fig. 8.—

Fig. 8.— Crab pulsar light curves folded by the Xronos task efold for MPPC0 (left) and P3E0 (right). The data were previously barycentered with the task earth2sun. The phases are arbitrary and not related to the Jodrell Bank Observatory ephemeris.

As a check, we also applied the same procedures of periodicity search (earth2sun, efsearch, and efold) to the raw data coming from the other two MPPC modules (sky and control star); no sign of periodicity was detected, therefore confirming the validity of our result on the Crab pulsar.

5. CONCLUSIONS AND DEVELOPMENTS

Our analysis demonstrated that our instrumentation can detect the Crab pulsar signal with a 1.5 m class telescope.

With the present configuration, a quick look of the data performed on a section (∼100 s) already allowed us to detect the presence of periodic signal with a period close to the expected one.

Immediate future developments will mainly concern the improvement of the acquisition system.

  • 1.  
    The first aim is to increase the S/N and the simplicity of the system. Hamamatsu has recently commercialized a new MPPC module with the same physical characteristics, but with a built-in Peltier cooler at -10°C fixed temperature and dark level lower than 10 count ms-1. Such a module will avoid the need for a freezer and the need for an optical fiber between the telescope focal plane and the sensor.
  • 2.  
    The second point aims to obtain a more accurate determination of the starting and ending times of the acquisition run; we are testing a new software to drive the GATED PPS signal with a burst of n PPS instead of an individual one.
  • 3.  
    The third point concerns the sampling step: the speed limit is not given by the SiPM module, but by the data recording device SD card. The next electronics development will try to improve the limit by modifying both the software and the hardware components.

The authors would like to thank Bologna Observatory for the logistic support and the technical assistance during the observations. The Università di Roma "La Sapienza" supported the project. This research has made use of SIMBAD database operated at CDS, Strasbourg, France. F. M. would like to express his personal thanks to engineer M. Aversa of the Italian branch of Hamamatsu Photonics for the technical help and the fruitful discussions about the multipixel photon counter module characteristics applied in this unusual astronomical field. The authors thank the anonymous referee for the careful work and detailed criticism that helped us to improve the article.

Footnotes

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10.1086/665925