The JUROGAM 3 spectrometer
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This is a self-archived version of an original article. This version may differ from the original in pagination and typographic details. Author(s): Title: Year: Version: Copyright: Rights: Rights url: Please cite the original version: CC BY 4.0 https://creativecommons.org/licenses/by/4.0/ The JUROGAM 3 spectrometer © 2020 the Authors Published version Pakarinen, J.; Ojala, J.; Ruotsalainen, P.; Tann, H.; Badran, H.; Calverley, T.; Hilton, J.; Grahn, T.; Greenlees, P. T.; Hytönen, M.; Illana, A.; Kauppinen, A.; Luoma, M.; Papadakis, P.; Partanen, J.; Porras, K.; Puskala, M.; Rahkila, P.; Ranttila, K.; Sarén, J.; Sandzelius, M.; Szwec, S.; Tuunanen, J.; Uusitalo, J.; Zimba, G. Pakarinen, J., Ojala, J., Ruotsalainen, P., Tann, H., Badran, H., Calverley, T., Hilton, J., Grahn, T., Greenlees, P. T., Hytönen, M., Illana, A., Kauppinen, A., Luoma, M., Papadakis, P., Partanen, J., Porras, K., Puskala, M., Rahkila, P., Ranttila, K., . . . Zimba, G. (2020). The JUROGAM 3 spectrometer. European Physical Journal A, 56(5), Article 149. https://doi.org/10.1140/epja/s10050-020-00144-6 2020
Eur. Phys. J. A (2020) 56:149 https://doi.org/10.1140/epja/s10050-020-00144-6 Special Article - New Tools and Techniques The JUROGAM 3 spectrometer J. Pakarinen1,a,J.Ojala 1, P. Ruotsalainen1, H. Tann1,2, H. Badran1,4, T. Calverley1,2, J. Hilton1,2, T. Grahn1, P. T. Greenlees1, M. Hytönen1, A. Illana1, A. Kauppinen1,M.Luoma 1,3, P. Papadakis1,5, J. Partanen1, K. Porras1, M. Puskala1, P. Rahkila1,K.Ranttila 1, J. Sarén1, M. Sandzelius1, S. Szwec1, J. Tuunanen1, J. Uusitalo1,G.Zimba 1 1Department of Physics, University of Jyvaskyla, P.O. Box 35, 40014 Jyvaskyla, Finland 2Department of Physics, Oliver Lodge Laboratory, University of Liverpool, P.O. Box 147, Liverpool L69 7ZE, UK 3Helsinki Institute of Physics, University of Helsinki, P.O. Box 64, 00014 Helsinki, Finland 4Present Address: STUK-Radiation and Nuclear Safety Authority, P.O. Box 14, 00881 Helsinki, Finland 5Present Address: STFC Daresbury Laboratory, Daresbury, Warrington WA4 4AD, UK Received: 20 December 2019 / Accepted: 9 April 2020 © The Author(s) 2020 Communicated by Navin Alahari Abstract The jurogam 3 spectrometer has been constructed for in-beam γ-ray spectroscopy experiments in the Accelerator Laboratory of the University of Jyväskylä, Finland. jurogam 3 consists of germanium-detector modules in a compact geometry surrounding a target to measure γrays emitted from radioactive nuclei. jurogam 3 can be employed in conjunction with one of two recoil separators, the mara vacuum-mode separator or the ritu gas-filled separator, and other ancillary devices. 1 Introduction Since 2003 the two incarnations of jurogam germaniumdetector arrays have provided a great wealth of in-beam spectroscopic data in mainly recoil-decay tagging experiments at the ritu gas-filled separator [1] in the Accelerator Laboratory of the University of Jyväskylä, Finland (JYFL). The driving scientific themes and objectives of the jurogam campaigns can be summarised as follows: •Providing solid configuration assignments in odd-mass transfermium nuclei. •Investigating shape coexistence in the neutron-deficient lead region. •Studying the structure of nuclei close to the proton dripline. In order to better address our physics program for nuclei located around the N=Zline and at the proton drip line, J. Partanen: Deceased. ae-mail: [email protected] (corresponding author) a new vacuum-mode separator mara has been developed [2,3]. mara allows for the separation of reaction products from the primary beam in symmetric and inverse kinematics fusion-evaporation reactions. It has proven to be an excellent tool for decay spectroscopy of very proton-rich nuclei. To date, nuclei ranging from 45Cr to 170Hg have been successfully studied, including the discovery of five new isotopes [4–6]. The jurogam 3 spectrometer carries the same detector configuration as its predecessor jurogam II. The main difference between the two spectrometers is that the jurogam 3 array can be swiftly moved between the ritu and mara separators. In practise, the novel concept allows for back-to-back in-beam γ-ray spectroscopy experiments to be performed at the mara and ritu separators. The advent of the jurogam 3 spectrometer in conjunction with mara has raised sensitivity to probe exotic nuclei around the N=Zline employing inbeam spectroscopy to a new level. The physics questions to be addressed include topics such as isospin symmetry breaking [7], neutron-proton pairing [8] and shape coexistence [9]. In this paper, key aspects and performance of the jurogam 3 spectrometer will be presented. Essential properties, operational aspects and outcome of the three jurogam spectrometers are compared in Table 1. 2 Description of JUROGAM 3 The jurogam 3 germanium-detector array inherits characteristics from the eurogam II array [10]. eurogam II consisted of two types of germanium detectors: tapered singlecrystal Phase1 detectors [11] and composite Clover detectors [12]. The latter houses four individual germanium crystals 0123456789().: V,-vol 123
149 Page 2 of 8 Eur. Phys. J. A (2020) 56:149 Table 1 Key properties, operation and outcome of the jurogam arrays jurogam I jurogam II jurogam 3 Detector 43 tapereda15 tapered 15 tapered configuration 24 Cloverb24 Clover Efficiencyc4.3% 5.2% 5.2% Operating years 2003–2008 2008–2017 2019– Experimentsd61 81 7 Beamtime hours 13,700+ 19,600+ 2100+ Publicationse75 71 – aSingle-crystal eurogam Phase1 and GASP type detectors bSegmented eurogam II Clover detectors cFor the detection of 1332keV γrays dExcluding commissionings, tests and reruns of experiments eIn peer-reviewed journals excluding conference proceedings within the same cryostat. Detailed description and performance of these germanium detectors, various γ-ray spectrometers and the development of European germaniumdetector arrays can be found in references [10–15] and references therein. Each germanium detector in the jurogam 3 array is accompanied with a bismuth germanate (BGO) Comptonsuppression shield and a heavy-metal collimator [11,12]. The BGO shields allow γrays that deposit only part of their energy in the germanium crystal to be rejected from the data (vetoing), while the heavy-metal collimators prevent direct hits of γrays emitted from the target in the BGO shields. A germanium detector, related BGO shield and heavy-metal collimator are commonly called as a detector module below. The detector modules are mounted so that the reaction target is located in the focus of the array. The target positions of the ritu and mara recoil separators are well defined and can not be moved more than ∼10cm upstream without losses in separator acceptance. Therefore, in order to fit the eurogam II-type array with these recoil separators, the two detector rings located downstream from the target in the original eurogam II array have been removed. As a result, the jurogam 3 array consists of four detector rings as illustrated in Fig. 1. Five detector modules with tapered Phase1or GASP-type detectors are mounted in a ring at 157.6◦and another ten in a ring at 133.6◦with respect to the beam axis. The detector modules with Clover detectors are mounted in two rings at 104.5◦and 75.5◦with respect to the beam axis, each ring housing 12 detector modules. Consequently, the full array consists of 39 detector modules and 111 individual germanium crystals. In addition to recoil separators, jurogam 3 can be combined with various other ancillary devices. In particular, the JYTube (Jyväskylä-York Tube) charged-particle veto detector [17] surrounding the jurogam 3 target brings added sensitivity to probe neutron-evaporation channels, while the sage spectrometer can be employed in simultaneous in-beam Fig. 1 Rendered design drawing of the jurogam 3 germaniumdetector array. One hemisphere, supporting frame, beam line, target chamber and separators have been removed for visualisation purposes. Different detector rings have been labelled and marked with different colours. The heavy-ion beam delivered by the K130 cyclotron enters from the right and is marked with an arrow pointing to the target position γ-ray and conversion electron experiments [18]. Lifetimes of states de-exciting via γ-ray emission can be measured using a plunger device, such as DPUNS [19]. As the majority of experiments at ritu and mara employ fusion-evaporation reactions, the germanium detectors mea123
Eur. Phys. J. A (2020) 56:149 Page 3 of 8 149 Fig. 2 Rendered design drawing of the jurogam 3 transport system with the germanium-detector array at the target position of MARA. Essential parts have been labeled, the roof and walls of experimental caves have been partially removed for visualisation purposes suring prompt γrays are also exposed to neutrons that can dislocate atoms in the germanium crystal lattice. This radiation damage causes incomplete charge collection and reduces the performance of a detector which manifests itself as a tail at the low-energy side of the photopeak in the γ-ray energy spectrum. In practise, the effect can go unnoticed until the bias voltage is removed from a detector. Although the damage can be mitigated by annealing the detector, it is of great importance to have the detectors biased through-out the experimental campaign as annealing of the full array of detectors would require a considerably long break between experiments. Therefore, the jurogam 3 spectrometer was designed to allow for transportation between the adjacent ritu and mara separators without the need to remove the bias voltage and to warm up detectors. A rendered design drawing of the jurogam 3 transport system in the experimental cave of the ritu and mara separators is shown in Fig. 2.Key aspects and solutions to facilitate transportation between the two separators are discussed in more details below. 2.1 The jurogam 3 transporter The jurogam 3 array is supported with six vertical beams from the transportable gantry. The array consists of two hemispheres which can be individually opened allowing unimpeded access to the target area. The gantry lies on rails and in addition to the germanium-detector array it also houses: •preamplifier power supplies for the germanium detectors and associated BGO shields; •high-voltage (HV) power supplies to provide bias voltage for the germanium detectors and power to the photomultiplier tubes of the BGO shields; •control system for automatic liquid nitrogen (LN2) filling of the germanium-detector Dewars; •all necessary cables for detector signals, preamplifier power, HV, temperature readout, bias shutdown; •single-ended to differential (SoD) converter cards for detector signals (see Sect. 2.2), •motors to move the gantry and hemispheres; and •three different types of electric power distributions. The gantry can be moved up to 60cm upstream of the target position in the beam-line direction and 9m perpendicular to the beam-line direction. The former allows for better matching to the geometrical requirements of ancillary detectors, while the latter is exploited when moving the spectrometer between the target positions of the two separators. Transportation can be made without power interruption i.e. whilst keeping the germanium detectors biased and cold. Typically, a move lasts for 2–3h, which is much shorter than the typical 8-hour LN2filling cycle. Therefore, during transportation the LN2supply hoses can be disconnected from the detectors. The LN2manifolds and purge containers are installed on two mobile trolleys which are directly connected to the main 7.1-ton LN2tank, removing the need for buffer Dewars close to the array. In order to comply with radiation-safety regulations and to allow for work in one cave while running an experiment in the adjacent cave, the door between caves can be closed with sliding and liftable concrete blocks. 123
149 Page 4 of 8 Eur. Phys. J. A (2020) 56:149 The jurogam 3 spectrometer employs electricity from three different sources which can be classified as follows: 1. general electricity (“dirty”) used for the transporter motors, LN2solenoid valves, working lights etc; 2. Uninterrupted Power Supply (UPS) (“clean”) for detector HV, germanium-detector preamplifiers, automatic LN2 filling system control; and 3. “clean” measurement electricity for the BGO preamplifliers and SoD converter cards. The “clean” UPS and measurement electricity supplies share the same grounding point, but are separated from the general electricity ground with an isolation transformer, reducing noise pick-up introduced by numerous power supplies employed in the laboratory. 2.2 Detector signal chain and data acquisition The single-ended signals from the germanium-detector preamplifiers are converted to differential signals using JYFL-designed 16-channel SoD converter cards. This allows for the use of twisted-pair ribbon cabling and provides an easy-to-handle option to transport the signals from the measurement cave over 30m to the data acquisition (DAQ) room without compromising the signal quality. Here conversion from differential to single-ended signalling required by the digitisers is done with 16-channel differential to single-ended (DoS) cards, also of JYFL design. The signals are then digitised by Lyrtech/Nutaq VHS-ADC with 14-bit accuracy and 100MHz sampling rate. For each suppression shield, all photomultiplier outputs are daisy-chained and fed into digitisers using a similar signal chain as described above for the germanium detectors. Signal chain for a Clover detector module is schematically shown in Fig. 3. Signal amplitudes from the germanium detectors are extracted from the digitised signals using a Moving Window Deconvolution (MWD) algorithm [22] running real-time in a FPGA chip on each digitiser module. Each interaction in the detector is time-stamped using an external 100 MHz clock distributed across all modules in the DAQ system. The BGO shield energy signals are not read out directly. Instead, the germanium data word is marked if the suppression shield has fired within a preset coincidence window of typically Fig. 3 Signal chain for one Clover detector module. Three Clover detectors can be instrumented using one VHS-ADC Table 2 Typical MWD parameters applied for a jurogam 3 germanium-detector channel CFD thresholda5–25 TFA shaping timeb120 ns Shaping time 4.0µs Rise time 2.5µs Peak sample 3.8µs Peak separation 7µs Decay time constant 45–55µs Baseline averagec4 Baseline updated2µs Preset coincidence window (BGO veto) 1200ns aCorresponds to the low-energy threshold of ∼10–30keV bTiming Filter Amplifier (TFA) c24= 16 samples to define baseline dSample interval before triggered signal b Peak separation ≥ d typically b = a+3/4(c-a) Peak sample = b Shaping time = c Rise time = a = d-c Time Amplitude d0a c Baseline Fig. 4 Relation of the MWD parameters to the trapezoidal filter employed in the TDR DAQ system 600ns in width, using the timestamped information from the Constant-Fraction Discriminator (CFD) algorithm running in the FPGA chip. The DAQ system, including that of the focal plane and ancillary detectors is based on the concept of Total Data Readout as described in Ref. [23]. Typical MWD filter parameters for a germanium-detector channel are listed in Table 2and their relation to the trapezoidal filter is explained in Fig. 4. 3 Performance 3.1 Detector resolutions and peak-to-total values Offline measurements were conducted using 60Co, 133Ba and 152Eu calibration sources that were installed on the target faninsidethejurogam 3 target chamber and data were collected employing the DAQ system described in Sect. 2.2.The full-width at half maximum (FWHM) resolution have been determined at two different energies, namely at 356 keV and 1332keV for all individual germanium crystals. A Clover 123
Eur. Phys. J. A (2020) 56:149 Page 5 of 8 149 Table 3 Average FWHM resolution values of the jurogam 3 detectors with standard deviations measured in the array and in the test set-up FWHM resolution at 356keV [keV] 1332keV [keV] jurogam 3 array Tapered detectors 2.59 (59) 3.20 (55) Clover detectorsa2.06 (34) 2.80 (32) Clover detectorsb2.29 (25) 3.27 (33) Full arraya2.11 (41) 2.85 (37) Full arrayb2.38 (41) 3.25 (40) Test set-up Tapered detectors – 2.88 (37) Clover detectorsa– 2.67 (22) aIndividual Clover crystals bEmploying add-back for Clover detectors detector can be operated in direct detection mode, where each crystal is used as a single detector, or in so-called addback mode. In the latter, events recorded in adjacent crystals (including diagonal crystals) within 200 ns temporal coincidence window were considered as Compton-scattered γ rays and their energies were summed together. While the add-back mode improves the photopeak detection efficiency and peak-to-total value (see below), it slightly deteriorates the FWHM resolution value. In Table 3, average FWHM resolution values have been listed for tapered and Clover detectors and for the full array. For comparison, the average FWHM resolution values at 1332 keV measured for tapered and Clover detectors in test set-up have also been presented in Table 3. The test set-up was in an electromagnetically shielded room (commercial Euroshield) and employed conventional NIM-based electronics. Each detector was tested with a 60Co source placed at 25 cm distance in front of the detector and data was collected using 2µs shaping time in the linear amplifier. The FWHM resolution and suppression of escaped γrays for tapered and Clover detector modules are demonstrated in γ-ray energy spectra obtained with 60Co source in Fig. 5. The unsuppressed singles γ-ray energy spectra are quoted as “total”. In the spectra labelled as “suppressed”, γrays in coincidence with events in the corresponding BGO shield were removed from data. The spectra for removed γrays are labelled as “rejected”. In the top panel, singles γ-ray energy spectra obtained with a Clover detector operated in add-back mode is shown. An average add-back gain of 1.49 (2) at 1332keV has been extracted, which is well in line with the corresponding value reported earlier [12]. The bottom panel presents the same for a tapered detector. It is clear how the performance of both types of detector modules benefit from the BGO veto. This can be expressed quantitatively with a peak-to-total value, that is defined as the 0 1 2 3 4 5 6 7 8 9 ×103Counts / keV 0 100 200 300 400 500 600 700 800 900 10001100 1200 1300 1400 15001600 Energy [keV] 0 1 2 3 4 5 6 7 8 9 ×103Counts / keV 0 200 400 600 800 1000 1200 1400 1600 0 5 10 15 ×104Counts/keV Tapered total Tapered suppressed Tapered rejected 0 200 400 600 800 1000 1200 1400 1600 0 5 10 15 20 ×104Counts/keV Clover total Clover suppressed Clover rejected Fig. 5 Singles γ-ray energy spectra obtained using a 60Co calibration source with a Clover detector module in add-back mode (top) and a tapered detector module (bottom) in the jurogam 3 array employing three different conditions: (1) total γ-ray energy (black), (2) γ-ray energy vetoed with BGO shield (blue), 3) γ-ray energy triggered with BGO shield (red). Insets show the same spectra with full scale y-axis Table 4 Performance of the jurogam 3 array with and without the JYTube detector. Peak-to-total values are listed for the full array and different detector types. γ-ray photopeak detection efficiency is given at two different energies Property jurogam 3 jurogam 3 +JYTube Peak-to-total Full array 0.47 (1) 0.44 (1) Clover detectors 0.47 (1) 0.43 (1) Tapered detectors 0.47 (1) 0.45 (1) γ-ray efficiency [%] At 356keV 11.3 (2) 9.8 (1) At 1332keV 5.2 (1) 4.1 (1) ratio between the sum of the photopeak areas divided by the total number of counts in the spectrum for energies ranging from 100 to 1350keV. Peak-to-total values obtained for the full jurogam 3 array, Clover and tapered detectors with and without the JYTube detector are given in Table 4. 3.2 Detection efficiency The photopeak detection efficiency of the jurogam 3 array as a function of γ-ray energy was extracted employing 133Ba and 152Eu sources that provide data points up to 1408keV. Data points were fitted to the following functional: 123
149 Page 6 of 8 Eur. Phys. J. A (2020) 56:149 0 100 200 300 400 500 600 700 800 900 1000 1100 1200 1300 1400 1500 Energy [keV] 1 10 Efficiency [%] 1 2 3 4 5 6 7 8 9 10 12 14 16 18 20 JUROGAM 3 : 130Pr in-beam JUROGAM 3 : 132Nd in-beam JUROGAM 3 : 133Ba and 152Eu sources JUROGAM 3 + JYTube : 133Ba and 152Eu sources Fig. 6 γ-ray detection efficiency of jurogam 3. Filled circles represent efficiencies determined with 133Ba and 152Eu calibration sources for the jurogam 3 array (black) and the jurogam 3 array combined with the JYTube detector (blue). Continuous and dashed lines are fit to the source data (corresponding colours). Open diamonds represent detection efficiency extracted from in-beam data obtained for 130Pr (red) and 132Nd (green) nuclei =exp a+bx +cx2−g +d+ey +fy 2−g−1 g,(1) where x=ln(Eγ/100 keV) and y=ln(Eγ/1000 keV). The relative efficiency curve was normalised with the absolute γ-ray efficiency determined from 60Co data employing the sum-peak method [20,21] and verified with the known activity of the source. The efficiency curve (with and without JYTube) together with data points are shown in Fig. 6. In addition, detection efficiency extracted from in-beam data obtained for 130Pr and 132Nd nuclei is also plotted (see Sect. 3.3). The efficiency of jurogam 3 detectors at 356keV and at 1332keV, with and without the JYTube detector, is given in Table 4. 3.3 In-beam performance The first jurogam 3 experiment was dedicated to the search for highly-deformed proton emitters with the mara separator. A beam of 78Kr ions impinged on a 0.75-mg/cm2thick 58Ni target. The beam energy was chosen to be 365MeV and the beam intensity employed was up to 3 pnA. The set-up was optimised to study 131Eu produced in the p-4n evaporation channel. Fusion-evaporation residues were separated from primary and scattered beams with mara. In this experiment, the reference particle mass was set to A=129 and mara was operated with mass slits open. This allowed for five different charge states with mass-to-charge ratio ranging from 3.5 to 4.0 to be transported to the focal plane and as a result, the mara transmission efficiency is estimated to be higher than 50%. At the mara focal plane, recoils were implanted Table 5 Typical rates recorded during the 58Ni(78Kr,p4n)131Eu experiment Beam intensity 3.0 pnA Tapered detector count rate 7.5kHz Clover detector count rate (one crystal) 5.0kHz Focal plane MWPC detector count rate 8.5kHz Focal plane implantation detector rate 5.9kHz Data transfer to storage 2400kB/s into a 300µm-thick BB20-type position sensitive doublesided silicon strip detector to allow for spatial and temporal correlation of recoils and their subsequent decay. A transmission multiwire proportional counter (MWPC) upstream of the implantation detector was employed to obtain energy loss and time-of-flight information for the recoils. Outside the focal-plane vacuum chamber, an array of four eurogam II Clover detectors was set-up in tight geometry for measuring γrays with detection efficiency of ∼12% at 124keV. Recoil velocity in this experiment was 5.7% of the speed of light, thus transmission time through the mara separator was ∼400ns. Typical count rates recorded during the experiment are given in Table 5. In a typical jurogam 3 experiment, γrays are emitted in flight from nuclei moving at velocities in the range of 1-8% of the speed of light. This gives rise to the Doppler broadening of γ-ray peaks in the energy spectrum, which can be expressed as ΔE=v csin θΔθE(2) where Δθ is the opening angle of the detector, θis the detector angle with respect to the recoil velocity vector (∼beam axis), vis the recoil velocity, cis the speed of light and Eis the γ-ray energy. For example, assuming a recoil velocity of v= 0.057c, an average Doppler broadening for a Clover crystal at θ= 75.5◦with Δθ =6.5 ◦is 0.62% of the γ-ray energy, i.e. 3.1keV for a peak at 500keV. The effect of Doppler broadening is demonstrated in Fig. 7, where the FWHM resolution values obtained with 133Ba and 152Eu calibration sources are compared to values extracted for transitions in the 131Nd and 132Nd nuclei obtained in the in-beam experiment presented above. In order to avoid a high X-ray flux arising from the beam impinging on the target (typical in heavy-element fusionevaporation experiments), two layers of absorbers, namely 0.23–0.26mm of Sn and 0.50–0.64 mm of Cu were installed in front of the germanium detectors. As presented in Table 5, the individual germanium detector count rates were well below 10 kHz. While the absorbers introduce physical lowenergy threshold for detection of γrays, they also reduce the detection efficiency at low energies. The in-beam detection 123
Eur. Phys. J. A (2020) 56:149 Page 7 of 8 149 0 100 200 300 400 500 600 700 800 900 1000 1100 1200 1300 1400 1500 Energy [keV] 0 1 2 3 4 5 6 7 8 9 10 FWHM [keV] 1 2 3 4 5 6 7 8 9 10 133Ba source 152Eu source Fit to source data 130Pr in-beam 131Nd in-beam 132Nd in beam Fit to in-beam data Fig. 7 FWHM resolution values obtained for the jurogam 3 array plotted as a function γ-ray energy. γrays originating from 133Ba and 152Eu calibration sources are labelled with filled symbols. γrays assigned to 130Pr, 131Nd and 132Nd nuclei (open symbols) were emitted in-flight in the in-beam experiment described in the text. Clover detectors were operated in add-back mode efficiency of jurogam 3 (see Fig. 6) was extracted exploiting γ-γcoincidence data obtained for 130Pr and 132Nd nuclei. In case of 130Pr, subsequent γ-ray de-excitations in coincidence with the 596keV transition feeding the (11−) state were used. Normalisation was made with the 296keV transition of the cascade. In case of 132Nd, the (14+ 1)→(12+ 1) transition was used as the gate and normalisation was made with the 522keV 6+ 1→4+ 1transition. Concerning low energies, detection efficiency at 81keV and 124keV was determined to be 7.3% and 15.1%, respectively. As seen in Fig. 6, these are lower than the corresponding values measured with the 152Eu and 133Ba calibration sources. This can be explained by absorbers that were not used in source measurements. A sample set of in-beam γ-ray energy spectra, Doppler corrected for fusion-evaporation residues is shown in Fig. 8. The evolution of spectral purity is evident when applying more conditions as demonstrated below. Panel a) shows prompt γ-ray energy spectrum, which is dominated by a peak at 455keV arising from the Coulomb excitation of the 2+ 1state in 78Kr that was used as the beam. The γ-ray energy spectrum in panel b) is gated with recoils detected in the mara focal-plane implantation detector. In addition to more pronounced peaks associated with 128−130Pr and 130−132Nd nuclei, the peak at 79 keV that was present in panel a) has disappeared suggesting that the corresponding transition is delayed. Panels c) and d) present recoil-gated prompt γ-ray energy spectra tagged with delayed 79keV γrays observed at the mara focal plane within 1µs after recoil implantation. A cascade of γrays associated with the 130Pr nucleus can be identified [24]. These transitions are even more pronounced in panel d), where recoil-gated, isomer-tagged prompt γrays 700 800 900 0 5 10 15 20 ×106 Counts / keV 128Pr 129Pr 130Pr 130Nd 131Nd 132Nd 500 600 Ener gy [keV] 0 5 10 ×102 Counts / keV 130Pr 500 600 0 1 2 ×104 Counts / keV 130Pr 131Nd 500 600 0 100 200 300 400 500 600 0 100 200 300 400 700 800 900 0 100 200 300 400 700 800 900 0 100 200 300 400 700 800 900 0 1 2 3 4 ×108 Counts / keV 128Pr 129Pr 130Pr 130Nd 131Nd 132Nd c) Recoil-gated, isomer-tagged prompt γ rays d) Recoil-gated, isomer-tagged prompt γ rays Beam Coulex with a gate on the 124keV prompt γ ray a) Prompt γ rays b) Recoil-gated prompt γ rays Fig. 8 γ-ray energy spectra obtained with the jurogam 3 spectrometer at the mara separator exploiting 78Kr+58Ni reaction. In the panel a) prompt γ-ray energy spectrum is presented. The panel b) shows prompt γ-ray energy spectrum in coincidence with recoils detected at the mara focal plane. In the panel c), recoil-gated isomer-tagged prompt γ-ray energy spectrum is shown and the panel d) presents the same with a coincidence gate on prompt 124keV γrays. The origin of the most prominent peaks is indicated in coincidence with the prompt 124keV 8− 1→7− 1transition in 130Pr are presented. Consequently, the 79keV transition is considered as a new isomeric state in 130Pr [25]. 4 Summary The jurogam 3 spectrometer, enabling back-to-back inbeam spectroscopic experiments at the ritu and mara separators, has been commissioned. In particular, jurogam 3 together with mara allows the investigation of nuclei at the proton dripline at an unprecedented level. The results obtained in the first experimental campaign with mara are intriguing and exciting - a broad physics program lies ahead. 123
149 Page 8 of 8 Eur. Phys. J. A (2020) 56:149 Acknowledgements Open access funding provided by University of Jyväskylä (JYU). This work has been supported through the Academy of Finland under funding for the Finnish Research Infrastructures (Contract No. 305272). The European Gamma-Ray Spectroscopy pool is acknowledged. Data Availability Statement This manuscript has no associated data or the data will not be deposited. [Author’s comment: The data of this publication are available from the authors upon request.] Open Access This article is licensed under a Creative Commons Attribution 4.0 International License, which permits use, sharing, adaptation, distribution and reproduction in any medium or format, as long as you give appropriate credit to the original author(s) and the source, provide a link to the Creative Commons licence, and indicate if changes were made. The images or other third party material in this article are included in the article’s Creative Commons licence, unless indicated otherwise in a credit line to the material. If material is not included in the article’s Creative Commons licence and your intended use is not permitted by statutory regulation or exceeds the permitted use, you will need to obtain permission directly from the copyright holder. To view a copy of this licence, visit http://creativecomm ons.org/licenses/by/4.0/. References 1. M. Leino et al., Nucl. Instrum. Methods B 99, 653 (1995) 2. J. Uusitalo et al., Acta Phys. Pol. B 50, 319 (2019) 3. J. Sarén et al., Nucl. Instrum. Methods B 266, 4196 (2008) 4. J. Hilton et al., Phys. Rev. C 100, 014305 (2019) 5. A. Briscoe et al., private communication 6. J. Uusitalo et al., private communication 7. M.A. Bentley, S.M. Lenzi, Prog. Part. Nucl. Phys. 59, 497 (2007) 8. B. Cederwall et al., Nature 469, 68 (2011) 9. K. Heyde, J.L. Wood, Rev. Mod. Phys. 83, 1467 (2011) 10. J. Eberth, J. Simpson, Progr. Part. Nucl. Phys. 60, 283 (2008) 11. C. Beausang et al., Nucl. Instrum. Methods A 313, 37 (1992) 12. G. Duchêne et al., Nucl. Instrum. Methods A 432, 90 (1999) 13. F. Beck, Progr. Part. Nucl. Phys. 28, 443 (1992) 14. J. Eberth, Progr. Part. Nucl. Phys. 28, 495 (1992) 15. P. Nolan et al., Annu. Rev. Nucl. Part. Sci. 45, 561 (1994) 16. European Gamma-Ray Spectroscopy pool, http://gammapool. in2p3.fr/index.php 17. P. Ruotsalainen et al., private communication 18. J. Pakarinen et al., Eur. Phys. J. A 50, 53 (2014) 19. M.J. Taylor et al., Nucl. Instrum. Methods A 707, 143 (2013) 20. G.A. Brinkman, A.H.W. Aten Jr., Int. J. Appl. Radiat. Isot. 14, 503 (1963) 21. I.J. Kim, C.S. Park, H.D. Choi, Appl. Radiat. Isot. 58, 227 (2003) 22. A. Georgiev, IEEE Trans. Nucl. Sci. 40, 770 (1993) 23. I.H. Lazarus et al., IEEE Trans. Nucl. Sci. 48, 567 (2001) 24. C.M. Petrache et al., Nucl. Phys. A 635, 361 (1998) 25. J. Uusitalo et al., to be published 123