a new fast silicon photomultiplier photometer f. meddi (1), f. ambrosino (1), r. nesci (1), c. rossi...

1
A New Fast Silicon Photomultiplier Photometer F. Meddi (1), F. Ambrosino (1), R. Nesci (1), C. Rossi (1), S. Sclavi (1), I. Bruni (2), R. Gualandi (2) , A. Ruggieri (3), S. Sestito (3) (1) Dipartimento di Fisica, Universita’ La Sapienza, Roma; (2) INAF-Osservatorio Astrofisico di Bologna; (3) INFN - Sez. Roma1 INTRODUCTION Astronomical sources with fast variability are basically of three kinds: pulsars, interactive binaries, 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. Time scales variabilities range from hours to thousandths of seconds: amplitude variations in the optical band range from 100% (Pulsars) down to a 0.1% (O Subdwarfs). For fast time scales the only detectors available in optical band were the classical photomultipliers. In recent times a new class of detectors have been developed, Silicon Photo Multipliers (SiPM), whose astronomical use is still to be explored in details. We have built a prototype of fast astronomical photometer, based on SiPM detectors, commercially available from the well known Hamamatsu firm [1]. We report in this work our first astronomical results. TECHNICAL DESCRIPTION Astronomical photometers based on the SiPM technology are presently used by a very limited numbers of research groups: the OPTIMA team [2] of the Max Planck Istitute MPE and the AQUEYE team [3] of the Padova University. Typical characteristics of these detectors are the short response time (20 ns), the segmentation in cells of linear size from 0.025 mm to 0.1 mm, a Photon Detection Efficiency (PDE) up to 75% at 450 nm. For details see Fig.1, where the code S10362-11-050U refers to internal sensor present inside each MPPC (Multi Pixel Photon Counter) module used by us. Fig. 1 Blue curve shows Photon Detection Efficiency of our MPPC modules. Our system is composed by three MPPC modules, by Hamamatsu, with an active area of 1 x 1 mm 2 and a pixel size of 50 x 50 m 2 . One detector is used to observe the target, a second one for the sky level nearby, and a third one to observe a reference star. The light from the telescope arrives on each detector through a plastic optical fiber (600 m diameter). To reduce the electronic noise the detectors are kept inside a commercial freeze which cools two of them at about -8.5 0 C and the last one at about -6.0 0 C. The fastest acquisition rate allowed by the software provided with the detectors by Hamamatsu is 1 ms; we have nearly halved the rate to 0.55 ms with a dedicated electronic system named “P3E”, that stands for Pulsar Pulse Period Extractor, developed at the Physics Departement of La Sapienza University. The speed limit is presently given by the data recording device (SD card), but we are working to improve this limit. Fig. 2 shows a block diagram of our electronic chain. Fig. 2 Block diagram of electronic chain mounted on the telescope. The Universal Time of the Data Acquisition System is given by a commercial GPS unit, whose antenna is located outside the dome. The GPS unit provides an information string (coordinates and timing via serial interface) and also a PPS (Pulse Per Second) signal. The PPS signal arrives either on a I/O (Input / Output) bit of a Microcontroller unit, where it is processed to have the possibility to get one pulse at the beginning of the measure and another one at the end of acquisition (i.e. “Gated PPS”), or it is distributed as original to each P3E units (i.e. “Not Gated PPS”). The Gated PPS is sent to the system to drive two LEDs to have an optical timing marker. The Not Gated PPS is used by each P3E to start the internal Finite State Machine developed using a FPGA (Field Programmable Gate Array) to count the discriminated signal generated by the MPPC module. The P3E processed data are sent to another Microcontroller unit that interfaces a mass storage unit done by a SD card (FAT 32 formatted) in order to be readable by PC. The mechanical interface has been partly made at our Department and partly at the Loiano Observatory. We made some first trials both at the Vallinfreda 50 cm newtonian telescope [4] and at the Loiano 152 cm cassegrain telescope [5], to check the overall efficiency and linearity of the instrument response with stars of given magnitude. In Fig. 3, the upper line refers to the Loiano telescope and the lower line refers to the Vallinfreda telescope. CONCLUSIONS Our analysis demonstrated that our instrumentation can detect the Crab Pulsar signal at 152 cm Loiano Telescope. In real time S / N is ~ 1, but this value can be increased by using acquired and processed data, corrected for the Earth orbital motion around the Sun and overlapping n consecutive temporal slices, each one with duration equal to an integer multiple of the Crab Pulsar period. In fact, for our MPPC0 and P3E0 detectors, we have seen a good Crab Pulsar signal by overlapping n = 1025 and n = 517 slices obtaining a S / N ~ 32 and ~23, respectively, by a reasonable data taking duration (~ 55 minutes) at the telescope. REFERENCES [1] http://www.hamamatsu.com/ [2] Kanbach G. et al., 2003, SPIE 4841, 82 [3] Barbieri C. et al., 2009, SPIE 7355, 15 [4] http://astrowww.phys.uniroma1.it/nesci/vallin.html [5] http://www.bo.astro.it/loiano/index.htm [6] http://heasarc.nasa.gov/docs/xanadu/xronos/xronos.html [7] http://www.jb.man.ac.uk/pulsar/crab.html [8] Lynds R. et al., 1969, ApJ 155, L121 a) correction for the Earth motion to reduce the data to the Sun baricenter with “earth2sun”; b) the best fitting period was then searched with “efsearch”, finding a result in agreement (within 3 s) with the radio ephemeris from Jodrell Bank (P=0.033652394 s) [7]; c) finally the folded light curve was computed with “efold” and is reported in Fig. 6. Flux ratio between the primary and secondary pulse are in fair agreement with the literature (e. g. [8]). MPPC 0,1,2 We used our instrument at the Cassegrain focus of the 152 cm Loiano telescope to observe the Crab Pulsar. We selected this telescope because it is provided of a special focal plane arrangement which allows to have several instruments simultaneously mounted. A simple flip-mirror allows to feed them alternatively. Two further separate probes on the focal plane feed the guiding camera and an auxiliary camera. Pointing of the target is performed with the main CCD instrument (BFOSC) of the telescope permanently mounted on-axis. The flip-mirror can redirect the light of the target to the first of our detectors through an optical fiber, without changing the focus position. The sky signal is recorded by a second optical fiber located at 17 mm distance from the first one. The third optical fiber is positoned in-place of the auxiliary camera and can look at a reference star using the independent probe on the focal plane. Centering of sources as faint as 15 mag can be made simply looking in real time to the count rate of the detector thanks to the integration gate variability available on MPPC module. We determined the position of a source on the CCD detector of BFOSC when it is centered on the SiPM sensor, so we can point a source with BFOSC and then flip the mirror to get the signal on the sensor itself. This is particularly useful to point faint sources like the Crab pulsar. First tests have shown that the current configuration has the chance to reach with the Cassini Telescope of Loiano observatory, visibility source as faint as 16 mag with 1 ms integration time and a signal to noise ratio (S/N) of ~ 1. The calibration of the number of photons detected by our photometer have been obtained comparing the convolution integral of the absolute flux, derived from stars in the Jacoby catalog, respectively, with the SiPM PDE and the transmittance of the Johnson filters B and V. In Fig. 4 is reported the expected sensitivity in magnitude (DELTA_Mv) as a function of visual magnitude (Mv) varying the MPPC integration gate length from 1ms up to 10 s. Fig. 3 Magnitude computed by a Pogson’s Law-like (number of detected photons from Target minus Sky Background) as function of known MPPC0 : T = 33.65476 ms MPPC0 : T = 33.65476 ms P3E0 : T = 33.65520 ms P3E0 : T = 33.65520 ms Fig. 6 Crab Pulsar light curves folded by “efold” for MPPC0 (left) and P3E0 (right Fig. 5 Power Spectra of Crab Pulsar signal detected by MPPC0 (upper) and P3E0 (lower) Fig. 4 Magnitude variations sensitivity (DELTA_Mv) as function of given magnitude (Mv), for various gate time durations. 2.5 log(< Target > - < Sky >) Mag_V 2 4 6 8 10 12 14 16 0 2 4 6 8 10 12 Vallinfreda Loiano 29.677 Hz 59.355 Hz 89.194 Hz 118.871 Hz 148.548 Hz 178.225 Hz 208.064 Hz 237.743 Hz 267.419 Hz 297.096 Hz 326.777 Hz 356.609 Hz 386.293 Hz 415.968 Hz 445.645 Hz 475.477 Hz 505.164 Hz 534.844 Hz 564.527 Hz P3E0 P3E0 @ gate = 0.55 ms Data “Barycentered to Sun”, then divided into 517 temporal @ gate = 0.55 ms Data “Barycentered to Sun”, then divided into 517 temporal slices corresponding each to 183∙T slices corresponding each to 183∙T Crab Crab 29.666 Hz 59.334 Hz 89.000 Hz 118.891 Hz 148.667 Hz 178.334 Hz 208.001 Hz 237.664 Hz 267.336 Hz 297.000 Hz 326.994 Hz 356.667 Hz 386.339 Hz 415.985 Hz 445.669 Hz 475.346 Hz 505.055 Hz 534.756 Hz MPPC0 MPPC0 @ gate = 1 ms Data “Barycentered to Sun”, then divided into 1025 temporal @ gate = 1 ms Data “Barycentered to Sun”, then divided into 1025 temporal slices corresponding each to 84∙T slices corresponding each to 84∙T Crab Crab OBSERVATIONAL TEST: THE CRAB PULSAR On February 5, 2011 we observed the Crab Pulsar for 3300 seconds with a 0.55 ms (P3E0) and 1 ms (MPPC0) sampling in good photometric conditions (seeing ~ 1.5 arcsec). A first look to the data using autocorrelation function and Fourier Transform showed typical Crab Pulsar characteristics as expected both in time and in frequency. The Fourier power spectra for both MPPC0 and P3E0 are reported in Fig.5, where the peak at about 30 Hz, followed by a huge amount of harmonics, is clearly present in both cases that use a different sampling time. Refined data analysis was performed with task of the Xronos software package from HEASARC [6] with the following steps:

Upload: blaise-stafford

Post on 16-Dec-2015

213 views

Category:

Documents


0 download

TRANSCRIPT

Page 1: A New Fast Silicon Photomultiplier Photometer F. Meddi (1), F. Ambrosino (1), R. Nesci (1), C. Rossi (1), S. Sclavi (1), I. Bruni (2), R. Gualandi (2),

A New Fast Silicon Photomultiplier Photometer

F. Meddi (1), F. Ambrosino (1), R. Nesci (1), C. Rossi (1), S. Sclavi (1), I. Bruni (2), R. Gualandi (2) , A. Ruggieri (3), S. Sestito (3)

(1) Dipartimento di Fisica, Universita’ La Sapienza, Roma; (2) INAF-Osservatorio Astrofisico di Bologna; (3) INFN - Sez. Roma1

INTRODUCTIONAstronomical sources with fast variability are basically of three kinds: pulsars, interactive binaries, 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.Time scales variabilities range from hours to thousandths of seconds: amplitude variations in the optical band range from 100% (Pulsars) down to a 0.1% (O Subdwarfs). For fast time scales the only detectors available in optical band were the classical photomultipliers. In recent times a new class of detectors have been developed, Silicon Photo Multipliers (SiPM), whose astronomical use is still to be explored in details. We have built a prototype of fast astronomical photometer, based on SiPM detectors, commercially available from the well known Hamamatsu firm [1]. We report in this work our first astronomical results.

TECHNICAL DESCRIPTIONAstronomical photometers based on the SiPM technology are presently used by a very limited numbers of research groups: the OPTIMA team [2] of the Max Planck Istitute MPE and the AQUEYE team [3] of the Padova University.Typical characteristics of these detectors are the short response time (20 ns), the segmentation in cells of linear size from 0.025 mm to 0.1 mm, a Photon Detection Efficiency (PDE) up to 75% at 450 nm. For details see Fig.1, where the code S10362-11-050U refers to internal sensor present inside each MPPC (Multi Pixel Photon Counter) module used by us.

Fig. 1 Blue curve shows Photon Detection Efficiency of our MPPC modules. Our system is composed by three MPPC modules, by Hamamatsu, with an active area of 1 x 1 mm2 and a pixel size of 50 x 50 m2 . One detector is used to observe the target, a second one for the sky level nearby, and a third one to observe a reference star. The light from the telescope arrives on each detector through a plastic optical fiber (600 m diameter). To reduce the electronic noise the detectors are kept inside a commercial freeze which cools two of them at about -8.5 0C and the last one at about -6.0 0C. The fastest acquisition rate allowed by the software provided with the detectors by Hamamatsu is 1 ms; we have nearly halved the rate to 0.55 ms with a dedicated electronic system named “P3E”, that stands for Pulsar Pulse Period Extractor, developed at the Physics Departement of La Sapienza University. The speed limit is presently given by the data recording device (SD card), but we are working to improve this limit. Fig. 2 shows a block diagram of our electronic chain.

Fig. 2 Block diagram of electronic chain mounted on the telescope.

The Universal Time of the Data Acquisition System is given by a commercial GPS unit, whose antenna is located outside the dome. The GPS unit provides an information string (coordinates and timing via serial interface) and also a PPS (Pulse Per Second) signal. The PPS signal arrives either on a I/O (Input / Output) bit of a Microcontroller unit, where it is processed to have the possibility to get one pulse at the beginning of the measure and another one at the end of acquisition (i.e. “Gated PPS”), or it is distributed as original to each P3E units (i.e. “Not Gated PPS”). The Gated PPS is sent to the system to drive two LEDs to have an optical timing marker. The Not Gated PPS is used by each P3E to start the internal Finite State Machine developed using a FPGA (Field Programmable Gate Array) to count the discriminated signal generated by the MPPC module. The P3E processed data are sent to another Microcontroller unit that interfaces a mass storage unit done by a SD card (FAT 32 formatted) in order to be readable by PC. The mechanical interface has been partly made at our Department and partly at the Loiano Observatory.We made some first trials both at the Vallinfreda 50 cm newtonian telescope [4] and at the Loiano 152 cm cassegrain telescope [5], to check the overall efficiency and linearity of the instrument response with stars of given magnitude. In Fig. 3, the upper line refers to the Loiano telescope and the lower line refers to the Vallinfreda telescope.

CONCLUSIONS Our analysis demonstrated that our instrumentation can detect the Crab Pulsar signal at 152 cm Loiano Telescope. In real time S / N is ~ 1, but this value can be increased by using acquired and processed data, corrected for the Earth orbital motion around the Sun and overlapping n consecutive temporal slices, each one with duration equal to an integer multiple of the Crab Pulsar period. In fact, for our MPPC0 and P3E0 detectors, we have seen a good Crab Pulsar signal by overlapping n = 1025 and n = 517 slices obtaining a S / N ~ 32 and ~23, respectively, by a reasonable data taking duration (~ 55 minutes) at the telescope.

REFERENCES[1] http://www.hamamatsu.com/[2] Kanbach G. et al., 2003, SPIE 4841, 82[3] Barbieri C. et al., 2009, SPIE 7355, 15[4] http://astrowww.phys.uniroma1.it/nesci/vallin.html[5] http://www.bo.astro.it/loiano/index.htm[6] http://heasarc.nasa.gov/docs/xanadu/xronos/xronos.html[7] http://www.jb.man.ac.uk/pulsar/crab.html[8] Lynds R. et al., 1969, ApJ 155, L121

a) correction for the Earth motion to reduce the data to the Sun baricenter with “earth2sun”;b) the best fitting period was then searched with “efsearch”, finding a result in agreement (within

3 s) with the radio ephemeris from Jodrell Bank (P=0.033652394 s) [7];c) finally the folded light curve was computed with “efold” and is reported in Fig. 6. Flux ratio

between the primary and secondary pulse are in fair agreement with the literature (e. g. [8]).

MPPC 0,1,2

We used our instrument at the Cassegrain focus of the 152 cm Loiano telescope to observe the Crab Pulsar. We selected this telescope because it is provided of a special focal plane arrangement which allows to have several instruments simultaneously mounted. A simple flip-mirror allows to feed them alternatively. Two further separate probes on the focal plane feed the guiding camera and an auxiliary camera.Pointing of the target is performed with the main CCD instrument (BFOSC) of the telescope permanently mounted on-axis. The flip-mirror can redirect the light of the target to the first of our detectors through an optical fiber, without changing the focus position. The sky signal is recorded by a second optical fiber located at 17 mm distance from the first one. The third optical fiber is positoned in-place of the auxiliary camera and can look at a reference star using the independent probe on the focal plane.

Centering of sources as faint as 15 mag can be made simply looking in real time to the count rate of the detector thanks to the integration gate variability available on MPPC module. We determined the position of a source on the CCD detector of BFOSC when it is centered on the SiPM sensor, so we can point a source with BFOSC and then flip the mirror to get the signal on the sensor itself. This is particularly useful to point faint sources like the Crab pulsar.

First tests have shown that the current configuration has the chance to reach with the Cassini Telescope of Loiano observatory, visibility source as faint as 16 mag with 1 ms integration time and a signal to noise ratio (S/N) of ~ 1. The calibration of the number of photons detected by our photometer have been obtained comparing the convolution integral of the absolute flux, derived from stars in the Jacoby catalog, respectively, with the SiPM PDE and the transmittance of the Johnson filters B and V. In Fig. 4 is reported the expected sensitivity in magnitude (DELTA_Mv) as a function of visual magnitude (Mv) varying the MPPC integration gate length from 1ms up to 10 s.

Fig. 3 Magnitude computed by a Pogson’s Law-like (number of detected photons from Target minus Sky Background) as function of known magnitude (Mag_V).

MPPC0 : T = 33.65476 msMPPC0 : T = 33.65476 ms P3E0 : T = 33.65520 msP3E0 : T = 33.65520 ms

Fig. 6 Crab Pulsar light curves folded by “efold” for MPPC0 (left) and P3E0 (right).

Fig. 5 Power Spectra of Crab Pulsar signal detected by MPPC0 (upper) and P3E0 (lower).

Fig. 4 Magnitude variations sensitivity (DELTA_Mv) as function of given magnitude (Mv), for various gate time durations.

2.5

log(

< Ta

rget

> -

< Sk

y >)

Mag_V

2

4

6

8

10

12

14

16

0 2 4 6 8 10 12

VallinfredaLoiano

29.6

77 H

z

59.3

55 H

z

89.1

94 H

z

118.

871

Hz

148.

548

Hz

178.

225

Hz

208.

064

Hz

237.

743

Hz

267.

419

Hz

297.

096

Hz

326.

777

Hz

356.

609

Hz

386.

293

Hz

415.

968

Hz

445.

645

Hz

475.

477

Hz

505.

164

Hz

534.

844

Hz

564.

527

Hz

P3E0P3E0 @ gate = 0.55 ms Data “Barycentered to Sun”, then divided into 517 temporal slices corresponding each to 183 T∙ @ gate = 0.55 ms Data “Barycentered to Sun”, then divided into 517 temporal slices corresponding each to 183 T∙ CrabCrab

29.6

66 H

z

59.3

34 H

z

89.0

00 H

z

118.

891

Hz

148.

667

Hz

178.

334

Hz

208.

001

Hz

237.

664

Hz

267.

336

Hz

297.

000

Hz

326.

994

Hz

356.

667

Hz

386.

339

Hz

415.

985

Hz

445.

669

Hz

475.

346

Hz

505.

055

Hz

534.

756

Hz

MPPC0MPPC0 @ gate = 1 ms Data “Barycentered to Sun”, then divided into 1025 temporal slices corresponding each to 84 T∙ @ gate = 1 ms Data “Barycentered to Sun”, then divided into 1025 temporal slices corresponding each to 84 T∙ CrabCrab

OBSERVATIONAL TEST: THE CRAB PULSAROn February 5, 2011 we observed the Crab Pulsar for 3300 seconds with a 0.55 ms (P3E0) and 1 ms (MPPC0) sampling in good photometric conditions (seeing ~ 1.5 arcsec). A first look to the data using autocorrelation function and Fourier Transform showed typical Crab Pulsar characteristics as expected both in time and in frequency. The Fourier power spectra for both MPPC0 and P3E0 are reported in Fig.5, where the peak at about 30 Hz, followed by a huge amount of harmonics, is clearly present in both cases that use a different sampling time.Refined data analysis was performed with task of the Xronos software package from HEASARC [6] with the following steps: