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Several cascaded amplifiers (A 1 , A 2 , A 3 ) increase the overall gain at the expense of increased curvature in the initial part of the pulse response. 

Several cascaded amplifiers (A 1 , A 2 , A 3 ) increase the overall gain at the expense of increased curvature in the initial part of the pulse response. 

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In a Silicon Photomultiplier (SiPM) several hundreds or thousands of Geiger Mode Avalanche Photodiodes (GM APDs) are connected in parallel so as to combine the photon counting capabilities of these so-called microcells into a proportional light sensor. SiPM-based scintillation detectors can exhibit inherent nonlinearity, which may result in a degra...

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... photomultipliers (SiPMs) consist of a large number of single-photon avalanche diodes (SPADs) or Geiger-mode avalanche photodiodes (GM-APDs), here referred to as microcells, all connected in parallel. SiPMs offer a high gain and a fast response to light, which makes them interesting for fast timing applications such as scintillation detectors for time-of-flight positron emission tomography (TOF-PET). However, using SiPMs to their full potential is not trivial. For example, conventional amplifier techniques suitable for the readout of photomultiplier tubes (PMTs), photodiodes, or avalanche photodiodes (APDs), are not one-to-one applicable to SiPMs due to the very different electronic characteristics of these types of light sensor as described in the next section. To achieve the best possible timing performance with SiPMs, dedicated preamplifiers are needed that do not deteriorate the rise time and signal-to-noise ratio of the SiPM signal. Here we present a SiPM preamplifier design concept based on low noise, high speed, discrete transistors. Electronic modeling of SiPMs has been pioneered by Corsi et al. [1]. Seifert et al. [2] recently proposed an extended model and investigated two sensors from Hamamatsu in detail, viz. the 3 mm  3 mm MPPC S10362-33-25C and the 1 mm  1 mm MPPC S10362-11-25U. A main characteristic of these devices is their high terminal capacitance ( 4 300 pF for the 3 mm  3 mm device) consisting of the sum of all cell capacitances and the internal interconnect capacitance. Since this is much larger than the 3 pF–10 pF anode capacitance of a typical PMT [3], suboptimal performance may result if PMT preamplifiers are attached to SiPMs. Especially when high timing resolution is important the high capacitance of SiPMs needs to be accounted for. Another characteristic of SiPMs is the dependence of the output impedance on the number of microcells being fired, in contrast with the almost ideal current source behavior of PMTs [3]. When several photons hit a SiPM at the same time, part of the microcells may discharge, while other cells remain inactive. Each cell has its own quench resistor, diode resistance, and adherent parasitic capacitances. The total impedance of a cell is very different depending on its state (inactive or discharging). Since all cells are connected in parallel, it follows that the SiPM output impedance varies with the amount of light incident on the sensor [2]. If a SiPM is connected to an amplifier with finite input impedance, its varying output impedance may give rise to non- linear behavior. Studies have shown that the linearity of the overall response improved with decreasing input impedance of the amplifier [2]. Together with the already mentioned effect of the high SiPM capacitance on the time response, one can conclude that the lower the preamplifier input impedance, the faster the temporal response and the better the linearity of the signal will be. A common approach to amplify SiPM signals is to use a voltage amplifier in combination with a current-converting shunt resistor R , as shown in Fig. 1. However, if R is kept to a value of, for example, 10 O or smaller because of the reasons given in Section 2.1, the generated signal voltage across R will be very small, necessitating a high-gain amplifier. The small signal voltage furthermore requires this amplifier to exhibit very low noise in order not to degrade the signal - to - noise ratio. Due to gain-bandwidth limitations, high-speed amplifiers typically have a relatively low gain of about 20 dB or less, requiring several of these amplifiers to be placed in cascade as in Fig. 2 to obtain a decently measurable signal. The effect of connecting multiple amplifiers in cascade, even if they all have the same bandwidth, is an increased curvature of the initial part of the pulse response [4]. In other words, the signal slope at the onset of the amplified pulse is decreased, which may result in significant worsening of the timing resolution, especially since the best timing with SiPM-based scintillation detectors is typically achieved using very low threshold values for time pick-off [5–7]. To illustrate this, the normalized simulated time responses of 4 cascaded amplifiers, all having an arbitrarily chosen bandwidth of 1 GHz, are shown in Fig. 3. Trace 0 is the initial input step voltage, while traces 1 to 4 are the output signals of amplifiers 1 to 4, respectively. The signal slope at 5% of the maximum amplitude is about 10 times lower for the 4th amplifier output than for the 1st amplifier output. The simulated bandwidth, however, is only about 3 times lower, which means that for amplifier systems with multiple stages in cascade, considering bandwidth only can give a false impression of speed. Thus, the transient response should also be examined. In principle, a transimpedance amplifier might be expected to provide a suitable solution for both the high capacitance of the detector and the required low input impedance. Nowadays there are numerous high speed operational amplifiers with high bandwidth ( 4 1 GHz), using which a transimpedance amplifier can easily be made. An example of such a circuit is shown in Fig. 4. Since the current-converting resistor R f can be in the order of 100 O –500 O , the transimpedance gain of this amplifier can be high compared to the shunt resistor method. Most suitable [8] for high speed applications is the so-called current-feedback operational amplifier (CFA), which provides a true current input at the inverting terminal. The input impedance R int of the inverting input is inherently low, in the order of 8 O –30 O for commercially available devices. Using feedback, the effective input impedance R eff of the entire circuit is reduced to much lower values following the equation: Z 0 b þ 1 where Z 0 is the open-loop transimpedance gain and b the ratio of R int and feedback resistor R f . Z 0 can be 10 6 at low frequencies. Since the optimum value for the feedback resistor is in the order of 500 k O –1 k O for a CFA, b typically has a value of about 0.01 to 0.02, giving a Z 0 b in the order of 10 4 , thus resulting in a very low value of R eff . Initial tests using an AD8000 CFA from Analog Devices and a R f of 470 O have shown that the rise times obtained with such a circuit in combination with 3 mm  3 mm SiPMs illuminated with a picosecond laser are longer than with a voltage amplifier with a small 5 O shunt resistor. The pulse shape also showed ringing, which can be explained by the reduced open-loop gain Z 0 at high frequencies. For example the AD8000 CFA has a Z 0 of $ 200 at 1 GHz, giving a Z 0 b of only about 2–3. The result is a non-zero impedance at the virtual ground input (indicated as ‘‘0’’ in Fig. 4) for these frequencies. Since the high sensor capacitance is also connected to the virtual ground the result is an increased rise time. Furthermore, the sensor capacitance together with the input resistance forms a reactive impedance, resulting in peaking of the gain at high frequencies and corresponding ringing of the output signal. For smaller sensors with a smaller capacitance (e.g. the MPPC S10362-11-25U), this amplifier has been shown to give good results [9]. A common-base (also called grounded-base) amplifier without feedback is a good candidate to overcome the problems described in the preceding sections. Fig. 5 shows the basic scheme of a common-base amplifier. The emitter of the transistor forms the input of the amplifier. The base of the transistor has a DC biasing voltage but is decoupled to ground by means of a capacitor, in order to decrease the input impedance for signal frequencies. By design, the input impedance is very small without using any feedback. The absence of feedback insures low input impedance even at very high frequencies, resulting in a negligible effect of the detector capacitance on the overall time response and minimizing non-linearity at the same time. The input signal current i flows from the emitter to the collector of the npn transistor and generates a voltage difference over the collector resistor R . Since the collector capacitance is very small, this resistor can be relatively large, enabling high transimpedance gain without compromising speed. As compared to the shunt resistor method described in Section 2.2, the common base amplifier converts the signal current to a signal voltage that is at least an order of magnitude higher ( R 1⁄4 100 O ). Furthermore, in the case of the shunt resistor method, the required fast time response dictates the choice of the shunt resistor since the response is a ...

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... The same electronic collimation described in Section D was used; with the PMT placed on a linear stage to adjust the irradiation depth along the 20 mm long array. The 22 Na source was placed centrally between both detectors with a source to detector distance of 6 cm. The 22 Na source size was estimated to be ~0.5 mm FWHM by microCT. ...
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