Laser-driven ion beams have gained considerable attention for their potential use in multidisciplinary research and technology. Preclinical studies into their radiobiological effectiveness have established the prospect of using laser-driven ion beams for radiotherapy. In particular, research into the beneficial effects of ultrahigh instantaneous dose rates is enabled by the high ion bunch charge and uniquely short bunch lengths present for laser-driven ion beams. Such studies require reliable, online dosimetry methods to monitor the bunch charge for every laser shot to ensure that the prescribed dose is accurately applied to the biological sample. In this paper, we present the first successful use of an Integrating Current Transformer (ICT) for laser-driven ion accelerators. This is a noninvasive diagnostic to measure the charge of the accelerated ion bunch. It enables online estimates of the applied dose in radiobiological experiments and facilitates ion beam tuning, in particular, optimization of the laser ion source, and alignment of the proton transport beamline. We present the ICT implementation and the correlation with other diagnostics, such as radiochromic films, a Thomson parabola spectrometer, and a scintillator.

Laser-driven (LD) ion sources have gained attention in various fields of study due to their potential to serve as injectors for conventional accelerators,1 as probe beams for radiography,2 as drivers for fusion energy research,3 and to provide ion beams for radiotherapy.4 Interest in the latter was sparked because of the considerable prospect to improve therapeutic effectiveness by making use of unique LD ion beam parameters.5,6 One advantage comes from the typically broadband energy spectra that can be shaped into a spread-out Bragg peak to irradiate a 3D volume in a single shot. A second advantage lies in the simultaneous acceleration of protons, carbons, and heavier ions from a hydrocarbon contamination layer and the target bulk, which opens up different regimes of biological effectiveness. Throughout this manuscript, the term “ions” refers to both protons and heavier ions. A third advantage is related to the high bunch charge and uniquely short bunch length of <ps at the source, which could make LD ion pulses valuable tools to investigate the FLASH radiotherapy effect, observed in irradiation studies with ultrahigh dose rates.7 Recently revisited after decades of anecdotal reports, the FLASH effect describes the beneficial differential effects on tumors vs normal tissues using the delivery of high radiation doses at extremely high dose rates (>40 Gy/s with doses >10 Gy delivered in <100 ms).8 LD proton and heavier ion pulses can deliver several orders of magnitude higher instantaneous dose rates (IDRs) than typical conventional (radio frequency) accelerators, potentially further increasing the differential sparing effect on normal tissue and consequently broadening the therapeutic window for radiotherapy. It should be pointed out that the mean dose rate from laser accelerators is relatively low compared to other systems investigating FLASH radiotherapy due to the moderate repetition rates, around 1–10 Hz, achieved currently with high power laser systems. Access to conventional experimental and medical machines has been rather limited for this type of research,9 while the steady increase in available compact LD particle sources has already started to open up new experimental options for systematic radiobiological studies.10 

In an experiment conducted at the Berkeley Lab Laser Accelerator (BELLA) petawatt (PW) laser facility that was described in Ref. 11, biological cells were irradiated with LD protons at an instantaneous dose rate of 107 Gy/s up to a total absorbed dose of >30 Gy by accumulating shots at 0.2 Hz repetition rate. After irradiation, the surviving fractions of normal human prostate and prostate tumor cells were compared and it was demonstrated for the first time that LD protons delivered at ultrahigh IDR can indeed induce the differential sparing of normal vs tumor cells in vitro for total doses ≥7 Gy.11 

For this type of study, it is necessary to precisely determine the applied proton dose to the biological samples. Currently, no unified reference dosimetry protocol exists for LD ions, which are unique in their ultrahigh IDR and broad energy spectra.12 Substantial development is still required to turn LD ion sources into a reliable beam delivery technology; moreover, current LD ions sources suffer from strong shot-to-shot fluctuations (SSF), significantly exceeding the clinically established dose fluctuation standard of 3%–5%.13 Therefore, online dose detectors are essential to monitor the applied dose on every shot, so that variations from the total prescribed dose resulting from SSF can be reduced by in situ adjustment of the number of shots applied per sample. If applying Bragg peak ions, i.e., ions that are stopped in the sample, dosimetry cannot be performed behind the sample; so, these online detectors need to be positioned in the beam path where they can be detrimental to the proton beam quality, particularly at low initial proton energies.

Innovative dosimetry methods for radiobiological studies with LD ion sources have been developed that use online, minimally invasive, relative dose detectors, e.g., thin transmission ionization chambers, cross-referenced with independent absolute dosimetry methods, such as radiochromic films (RCFs)14 or Faraday cups.15 These have enabled in situ dose-controlled LD proton irradiations of biological cell samples at a relative dose uncertainty below 10%.16 

Here, we present an alternative, fully noninvasive method for online charge measurements of LD ion beams in the form of an integrating current transformer (ICT). While ICTs are commonly used in RF cavity-based accelerators,17 their application to successfully measuring the bunch charge of LD ion beams has not been demonstrated yet. To that end, an ICT (Bergoz Instrumentation), which has been previously used to measure LD electron bunches generated at the BELLA Center,18,19 was characterized for the first time during biological cell sample irradiations with few MeV LD protons at the BELLA PW beamline described in Ref. 11.

An ICT is a passive current transformer designed to measure the charge of short bunches of accelerated particles with high accuracy without significant losses.17 Charged particle bunches passing through the aperture of the ICT coil induce a current that is temporarily stored in a coaxial capacitor and then delivered to a 50 Ω load, enabling signal readout with an oscilloscope. While the signal trace does not reproduce the incoming temporal ion pulse structure, the bunch charge can be measured by integrating over the signal trace. The ICT is sensitive to the polarity of the charge and only detects charged particles, so the measurement is undisturbed by potential x-ray sources.

In addition to using the ICT as an online diagnostic for the accelerated bunch charge, we also characterized it as a reliable online diagnostic for ion beam tuning. Key proton beam parameters on the cell samples needed to be optimized on a daily basis to ensure optimal beam performance and consistent irradiation conditions from day to day. While this would usually imply time-consuming changes to the cell irradiation setup to implement diagnostics that could measure these proton beam parameters, we demonstrated that the ICT could be used instead without changes to its configuration from the usual cell irradiation on the beamline. This significantly shortened the daily beam tuning phase and overall improved the cell irradiation conditions.

Section II introduces the experimental setup and installation of the ICT for LD ion measurements at the BELLA PW. In Sec. III, we describe the characterization of the ICT as an online charge diagnostic for radiobiological studies. Section IV shows that the ICT can be a versatile tool for ion beam tuning and alignment.

In the experiment, we irradiated biological cells grown in a monolayer on a thin mylar surface within a sample chamber with energetic protons. In order to generate this proton beam, the 35 J BELLA PW laser pulse was focused with a F/67 off-axis paraboloid (OAP) on a 13 μm thick Kapton tape drive target as depicted in Fig. 1(a), which was aligned at an incident angle of 45° with respect to the incoming laser beam. The focal spot size on the target was 52 μm full width at half maximum (FWHM) diameter, and the Gaussian equivalent pulse length was 45 fs, yielding a peak intensity of 1.2 × 1019 W/cm2.

FIG. 1.

(a) Schematic setup for laser-driven ion acceleration, ion transport, and proton irradiation of biological cell samples. During cell irradiation, the ICT was located in the Thomson parabola spectrometer (TPS) chamber before the beam exited the vacuum system, indicated by “ICT Location 1". In a separate set of measurements, the ICT was positioned at “ICT Location 2” in the target chamber at 30 cm behind the target without the active plasma lens (APL), while a TPS, including a 330 μm pinhole, a microchannel plate, a phosphor screen, and a CCD, was set up in the TPS chamber. (b) ICT and the permanent dipole magnet in the TPS chamber. The red arrow schematically indicates the ion beam axis. (c) Signal trace measured with the ICT and the oscilloscope readout representative of the ion beam charge measurements during cell sample irradiations. The solid line shows an average over ten shots and the shaded area indicates the standard deviation.

FIG. 1.

(a) Schematic setup for laser-driven ion acceleration, ion transport, and proton irradiation of biological cell samples. During cell irradiation, the ICT was located in the Thomson parabola spectrometer (TPS) chamber before the beam exited the vacuum system, indicated by “ICT Location 1". In a separate set of measurements, the ICT was positioned at “ICT Location 2” in the target chamber at 30 cm behind the target without the active plasma lens (APL), while a TPS, including a 330 μm pinhole, a microchannel plate, a phosphor screen, and a CCD, was set up in the TPS chamber. (b) ICT and the permanent dipole magnet in the TPS chamber. The red arrow schematically indicates the ion beam axis. (c) Signal trace measured with the ICT and the oscilloscope readout representative of the ion beam charge measurements during cell sample irradiations. The solid line shows an average over ten shots and the shaded area indicates the standard deviation.

Close modal

The laser pulses had a tunable pulse length of tL = 40 to >1000 fs at a central wavelength of λL = 815 nm and a spectral bandwidth of 40 nm FWHM generated at the BELLA PW titanium:sapphire laser system with a repetition rate of 1 Hz.20 From the interaction of the laser with the target, ions were accelerated via the target normal sheath acceleration (TNSA).21 The accelerated ion bunch contained several species with different charge states and exponential energy spectra with a characteristic cutoff energy. The proton energy cutoff was at 8 MeV, consistent with previously published work.22 

The sealed cell samples were located in air at 1.7 m downstream from the point of laser–target interaction. A portion of the TNSA ion beam was captured and transported downstream by an active plasma lens (APL) on a remote-controlled hexapod.11,23 The APL consisted of a 33 mm long capillary filled with argon gas at a pressure of 5 Torr inside the channel of 1 mm diameter. Applying a discharge current of 90 A in the capillary produced a radially symmetric focusing force on the ion beam. After the APL, the beam passed through a 1 cm diameter aperture at 1 m from the TNSA source into the Thomson parabola spectrometer (TPS) chamber, where diagnostics such as a TPS, scintillators, calibrated radiochromic films (RCFs), or the ICT could be installed. At the end of the TPS chamber, the beam exited the vacuum system through a 25 μm thick Kapton window. At this location in the beam path, protons with less than 2 MeV energy and heavier ions were stopped and did not reach the cells or additional diagnostics.

In order to investigate the effect of different doses, groups of cell samples were irradiated with a varying number of shots at a repetition rate of 0.2 Hz. Calibrated RCF sheets (Gafchromic, HD-v2) were placed behind the custom-made cell cartridges so that the absolute dose applied to each sample could be determined afterward. This was possible because the protons were not stopped within the cell cartridges. With this protocol, the cell samples could be regrouped after the irradiation depending on the dose they had received.

During cell irradiations, the ICT (model ICT-122-070-05:1 from Bergoz Instrumentation) was placed in the TPS chamber behind a permanent dipole magnet [refer to “ICT Location 1” in Fig. 1(a)], which deflected the protons downward from the beam axis, as schematically displayed in the photograph in Fig. 1(b). By aligning the cell holders to the deflected protons, it was assured that the samples were only irradiated by protons and not by x rays or electrons. Electrons, originating in the laser–solid interaction and, possibly, the APL discharge, were deflected to such an extent that they did not pass through the 122 mm diameter ICT aperture and did not contribute to the measured signal. To mitigate the impact of electromagnetic pulses (EMP) by the laser–target interaction, double-shielded LMR200 cables in combination with common mode chokes (CMCs, FT-3KL F6045G from Hitachi metals) were used to connect the ICT with the readout oscilloscope (Tektronix DPO 3054). Figure 1(c) shows a typical ICT signal trace representative of measurements during cell sample irradiations (orange line). This ICT model features a typical rise time of the signal of ∼36 ns. In order to calculate the charge of the accelerated particles, the trace of the induced current was first smoothed. To account for a constant offset, the trace recorded prior to the laser–target interaction was averaged and then subtracted. The signal >0 V was then integrated and multiplied with a calibrated conversion factor based on a factory calibration. Before the start of the experimental campaign, this conversion factor was verified using a pulse generator, presenting a well-defined charge, connected to a wire going through the ICT’s aperture. It should be noted that the ICT trace contains all ion species originating in the TNSA source and reaching the ICT aperture by means of the transport beamline.

In a separate set of measurements, the ICT was located inside the target chamber at 30 cm behind the TNSA source with no APL in front [refer to “ICT Location 2” in Fig. 1(a)]. This allowed for simultaneous measurements of the ion spectra with a TPS, which are described in Sec. IV.

As mentioned above, single sheets of calibrated RCF were placed behind the cell samples outside vacuum to monitor the dose delivered to the cell samples. Only protons with energies above 2 MeV and no heavier ions contributed to the RCF-measured dose, while they were detected by the ICT. Each charge measurement with the ICT is indicative of a specific proton dose on the cells, assuming the following two conditions are fulfilled: (a) The energy spectrum of the accelerated ion bunch is stable from shot to shot, which has been demonstrated for this setup22 and is a feature of the robust nature of TNSA;24 and (b) the heavy ion acceleration performance correlates with the proton acceleration performance, as is typical for TNSA.25 Hence, by comparing the proton dose measured with the RCFs to the charge measured with the ICT, a linear correlation could be established as shown in Fig. 2(a). A single data point corresponds to the dose measured with the RCF behind the cell sample for the irradiation of that particular sample, accumulated by performing one set of laser shots, vs summed ICT charge measurements from that same set of shots. We applied an orthogonal distance regression fit with the linear model function D(Q) = a · Q + D0 with the dose applied to the cells in Gy, D, and the charge measured with the ICT in nC, Q. The fit parameters were a = (2.57 ± 0.12) Gy/nC and D0 = (−1.38 ± 0.78) Gy. To date, we have demonstrated the linearity for the dose range of interest for the cell irradiations in this experiment, i.e., for a charge ranging from 2.5 to 15 nC. This needs to be repeated and confirmed, if using a different charge range. The linearity is also specific to our experimental setup and the charge-to-dose correlation needs to be individually established for other experimental implementations of the ICT. Moreover, the accuracy of this correlation measurement will be improved in future experiments by using RCFs better suited for the observed dose range and, thus, reducing the systematic error of the RCF measurement.

FIG. 2.

Single radiochromic films behind the cell samples were used to record the dose applied to each cell sample. The ICT charge was integrated and summed for all shots applied to each cell sample, yielding the correlation curve in (a). This correlation makes it possible to use the ICT as a device for online dosimetry. A linear model fit function was applied to allow conversion of ICT-measured charge to the equivalent dose on the cell samples. The shaded region indicates the 95% confidence interval of the fit. Error bars represent the standard deviation from averaging over 10 to 30 laser shots. This plot displays data from a total of 763 laser shots. (b) Measured charge for 20 consecutive shots for seven cell samples, each colored box representing a single shot, with the converted equivalent dose on the upper abscissa. Error bars result from the fit uncertainty in (a). This plot displays the influence of shot-to-shot fluctuations on the total dose delivered to different cell samples, varying from 16 to 22 Gy in this example.

FIG. 2.

Single radiochromic films behind the cell samples were used to record the dose applied to each cell sample. The ICT charge was integrated and summed for all shots applied to each cell sample, yielding the correlation curve in (a). This correlation makes it possible to use the ICT as a device for online dosimetry. A linear model fit function was applied to allow conversion of ICT-measured charge to the equivalent dose on the cell samples. The shaded region indicates the 95% confidence interval of the fit. Error bars represent the standard deviation from averaging over 10 to 30 laser shots. This plot displays data from a total of 763 laser shots. (b) Measured charge for 20 consecutive shots for seven cell samples, each colored box representing a single shot, with the converted equivalent dose on the upper abscissa. Error bars result from the fit uncertainty in (a). This plot displays the influence of shot-to-shot fluctuations on the total dose delivered to different cell samples, varying from 16 to 22 Gy in this example.

Close modal

The amount of charge generated in each shot, and by this also the delivered dose to the cells, was subject to SSF, as can be seen in Fig. 2(b). Here, the accumulated charge for seven sets of shots with 20 shots each, to irradiate seven cell samples, is displayed together with the estimated equivalent dose as derived from the correlation model function D(Q) displayed in Fig. 2(a). Each colored box represents the charge of a single shot, with the total estimated equivalent dose delivered to each cell sample varying from 16 to 22 Gy due to SSF in the ion beam performance. This resulted in a relative dose uncertainty of (ΔD/D)SSF = 0.17 ± 0.08 for irradiated cell samples of the same nominal prescribed dose group. To reduce the effect of SSF, in this campaign, the samples were sorted into groups with similar applied doses based on the RCF-measured dose. Through sorting, the relative dose uncertainty resulting from SSF between cells of the same nominal prescribed dose group was reduced to (ΔD/D)SSFsort=0.14±0.08. For future cell irradiation campaigns with the newly established online ICT charge diagnostic, the number of accumulated shots can be adjusted in situ to more accurately reach the targeted dose. The standard deviation of the derived model parameters provides an estimate of the expected reduced dose uncertainty, when adjusting the number of shots based on the model function D(Q). At the current uncertainty associated with the model function for D(Q), (ΔD/D)SSF could be lowered to 0.11 for total doses >2.5 Gy and even to <0.1(<10%) for doses >10 Gy. It should be pointed out that the relative dose uncertainty resulting from lateral dose variations across the cell samples was 0.19,11 as measured with the RCFs, and will also need to be reduced in the future to improve the overall irradiation precision, a discussion of which is beyond the scope of this paper.

To summarize, we found that we can reduce the relative dose uncertainty resulting from SSF during cell sample irradiations to below 10% for doses >10 Gy, by adjusting the number of shots applied to a cell sample using the online ICT ion beam charge measurement. This will help us to get closer to the clinically established dose fluctuation standard of 3%–5% and, hence, significantly improve future experimental capabilities to study the radiobiological effect of FLASH irradiations at the BELLA PW.

To ensure best proton beam performance and consistent cell sample irradiation conditions between different days of the campaign, two experimental parameters were optimized on a daily basis. First, the laser pulse length was varied to maximize the proton cutoff energy by tuning the separation between the two gratings in the final laser pulse compressor. Consistent cutoff energies are characteristic for similar particle distributions in the spectral range applied to the cell samples. Second, the particle number on the 1 cm diameter cell samples was optimized by tuning the alignment of the APL with respect to the TNSA source using the motorized hexapod. It should be noted that in the case of shorter focal length OAPs, the target location along the laser axis is usually another parameter to be optimized on a daily basis. In our case of the F/67 OAP, the best focal plane only needed to be established once because of the ∼1 cm long Rayleigh range and the use of a tape drive target, which reproducibly spooled fresh targets into place.26 

Usually, in order to optimize the laser pulse length or the APL alignment, a TPS in combination with a microchannel plate and a phosphor screen, or a scintillator at the location of the cell samples, respectively, were employed. This, however, implied significant changes to the cell irradiation setup that were too time-consuming to execute on a daily basis before cell sample irradiations. Instead, the ICT was established as an online TNSA source optimization and APL beamline tuning diagnostic, by correlating the ICT-measured charge to the proton cutoff energy measured with the TPS and the proton signal at the cell sample location measured with the scintillator.

For laser pulse length scans, the proton cutoff energy derived from the analysis of the obtained spectra provides the red trace in Fig. 3(a), showing that the proton cutoff energy is maximized for the optimal compressor setting. A separately performed measurement of the beam charge with the ICT, positioned in “ICT Location 1” [refer to Fig. 1(a)], over a wide range of compressor settings, shows a maximum charge measured around the same grating position [blue trace in Fig. 3(a)]. In this measurement, a 19 μm thick aluminum foil was placed in front of the ICT, which blocked ion species heavier than protons and protons of kinetic energy lower than 1.2 MeV. In order to verify the correlation, a simultaneous measurement of the ICT charge, this time without the aluminum foil, and proton cutoff energies was conducted, as shown in Fig. 3(b). For this, the TPS was mounted in the TPS chamber with a 330 μm diameter pinhole in front. To ensure a sufficient signal detection of the ICT, it was placed in front of the pinhole in the target chamber at ∼30 cm behind the target, indicated by “ICT Location 2” in Fig. 1(a), this time without a dipole magnet for electron filtering and without the APL in front. The same consistency between ICT-measured beam charge and TPS measured proton cutoff energy is observed.

FIG. 3.

The ICT allows for determining the optimal separation between the gratings in the compressor of the second CPA stage, which controls the pulse length to optimize for the maximum proton cutoff energy. This was confirmed over a wide range and a nonsimultaneous charge measurement with the ICT in the cell irradiation setup and the TPS in (a), as well for a simultaneous measurement with smaller step size in (b). Each data point represents an average of two to six laser shots, with error bars corresponding to the standard deviation.

FIG. 3.

The ICT allows for determining the optimal separation between the gratings in the compressor of the second CPA stage, which controls the pulse length to optimize for the maximum proton cutoff energy. This was confirmed over a wide range and a nonsimultaneous charge measurement with the ICT in the cell irradiation setup and the TPS in (a), as well for a simultaneous measurement with smaller step size in (b). Each data point represents an average of two to six laser shots, with error bars corresponding to the standard deviation.

Close modal

A precise alignment of the 1 mm diameter aperture of the APL at 13 mm behind the target relative to the ion source is crucial to maximize the proton dose on the cell samples. Since the exact position of the laser focus, the tape and, hence, the ion source could shift between experimental days, the alignment was verified every day. For this, the light emitted by a scintillator and intercepting the proton beam at the location of the cell samples was maximized, while scanning the position and angle of the APL located on top of a motorized, remote-controlled hexapod. We found that the optimal position and angle of the APL corresponded to a maximum of signal detected both with the scintillator and the ICT. In Fig. 4(a), we, therefore, first scanned the vertical hexapod axis, after the scan moved back to the best vertical position and repeated this procedure for the angle around the vertical axis, plotted on the upper abscissa, and the transverse hexapod positions with respect to the laser beam axis. Figure 4(b) shows three scintillator images from different transverse APL positions before, at, and after the optimum location.

FIG. 4.

The location of the APL was scanned by moving the remote-controlled hexapod. For this, in (a), first the vertical (z) axis was scanned, the hexapod was then set to the position where the charge was maximized and then the angle around the vertical axis (Θz), plotted on the upper abscissa, as well as the transverse (y) axis was scanned for the optimum setting. In parallel to this, the proton beam profile was measured with a scintillator at the location of the cell samples that was imaged to a camera. Each data point represents an average of two to eight laser shots, with error bars corresponding to the standard deviation (apart from one data point in the z scan that represents a single shot only). (b) Scintillator images taken for the indicated hexapod positions for the scan of the transverse axis in (a) show a clear correlation of the charge measured by the ICT and the signal strength on the scintillator.

FIG. 4.

The location of the APL was scanned by moving the remote-controlled hexapod. For this, in (a), first the vertical (z) axis was scanned, the hexapod was then set to the position where the charge was maximized and then the angle around the vertical axis (Θz), plotted on the upper abscissa, as well as the transverse (y) axis was scanned for the optimum setting. In parallel to this, the proton beam profile was measured with a scintillator at the location of the cell samples that was imaged to a camera. Each data point represents an average of two to eight laser shots, with error bars corresponding to the standard deviation (apart from one data point in the z scan that represents a single shot only). (b) Scintillator images taken for the indicated hexapod positions for the scan of the transverse axis in (a) show a clear correlation of the charge measured by the ICT and the signal strength on the scintillator.

Close modal

These measurements show that the ICT is an effective diagnostic for tuning of the beam without reconfiguring the cell irradiation setup. As such, the charge derived from the ICT measurement correlates well with other diagnostics previously used for beam tuning, the use of which, however, requires time-consuming changes to the beamline. Since the ICT does not affect the ion beam quality, it can remain in the experimental setup and be used whenever it is needed.

In this paper, we presented the first use of an ICT for laser-driven ion acceleration experiments. This tool presents a diagnostic for beam charge measurements that, when calibrated, can be used as a device for radiobiological experiments providing information about the estimated equivalent delivered dose to a cell sample after every laser shot. Obtaining an equivalent dose estimate requires spectral stability of the ion source, which should be verified for each individual irradiation setup. The ICT’s great advantage is that it is noninvasive—thus, it does not degrade the beam quality—and that it operates in real time, giving instantaneous feedback compared to the delayed information provided, for example, by RCFs. As such, shot-to-shot fluctuations of the LD ion source performance and the resulting effect on the delivered dose can be accounted for by adjusting the number of shots applied per sample. In the current setup, the relative dose error resulting from shot-to-shot fluctuations can thus be reduced to below 10% for total doses >10 Gy in future radiobiological studies at the BELLA PW. The accuracy of the equivalent dose estimate could be further increased if the ICT diagnostic was combined with a simultaneous online ion spectrum measurement, which is foreseen for future studies at the BELLA PW.

We, furthermore, showed that the ICT is an effective tool for the daily tuning of the ion beam with regard to highest proton energy and particle number by maximizing the measured charge at the best pulse length and the alignment of the focusing APL. This enables optimal ion beam parameters that are consistent from day to day, without the need to implement additional diagnostics that require time-consuming changes to the irradiation setup. As such, the ICT is a versatile diagnostic that will be used as an integral part of the diagnostic suite for future laser ion acceleration experiments at the BELLA PW.

Future studies with the ICT will establish whether charge measurement is affected by the very high particle numbers and instantaneous dose rates present for LD ion sources. So far, the linearity of the ICT response has been demonstrated for electron bunches of 200 ps bunch duration and up to 450 pC charge.18 Beyond purely measuring the integrated ion beam charge, the ICT has the potential to be used for time-of-flight measurements of different ion species and unfolding of the spectral information. This could be achieved by combining the measurement with simulations of the ICT response by including the ICT circuit architecture. This will be investigated in a future work.

This work was supported by Laboratory Directed Research and Development (LDRD) funding from Lawrence Berkeley National Laboratory provided by the Director. This work was also supported by the Director, Office of Science, Offices of Fusion Energy Science and High Energy Physics of the U.S. Department of Energy, under Contract No. DE-AC02-05CH11231 and LaserNetUS (https://www.lasernetus.org/). The authors gratefully acknowledge the technical support from Arturo Magana, Joe Riley, Zac Eisentraut, Mark Kirkpatrick, Tyler Sipla, Jonathan Bradford, Greg Mannino, and Nathan Ybarrolaza. The authors would like to thank Sam Barber, Jared De Chant, Zachary Kober, Tobias Ostermayr, Marlene Turner, Csaba Toth, and Wim Leemans for their contributions and Tom Delaviere and Frank Stulle from Bergoz instrumentation for fruitful discussion on integrating current transformers.

The authors have no conflicts to disclose.

Laura D. Geulig: Conceptualization (equal); Data curation (equal); Formal analysis (equal); Investigation (equal); Methodology (equal); Software (equal); Validation (equal); Visualization (equal); Writing – original draft (equal). Lieselotte Obst-Huebl: Conceptualization (equal); Data curation (equal); Formal analysis (equal); Investigation (equal); Methodology (equal); Software (equal); Supervision (equal); Validation (equal); Visualization (equal); Writing – review & editing (equal). Kei Nakamura: Conceptualization (equal); Investigation (equal); Methodology (equal); Project administration (equal); Supervision (equal); Writing – review & editing (equal). Jianhui Bin: Conceptualization (equal); Data curation (equal); Investigation (equal); Methodology (equal); Writing – review & editing (equal). Qing Ji: Conceptualization (equal); Data curation (equal); Investigation (equal); Methodology (equal); Supervision (equal); Writing – review & editing (equal). Sven Steinke: Conceptualization (equal); Data curation (equal); Investigation (equal); Methodology (equal); Project administration (equal); Supervision (equal); Writing – review & editing (equal). Antoine M. Snijders: Conceptualization (equal); Data curation (equal); Funding acquisition (equal); Investigation (equal); Project administration (equal); Supervision (equal); Writing – review & editing (equal). Jian-Hua Mao: Conceptualization (equal); Data curation (equal); Investigation (equal); Writing – review & editing (equal). Eleanor A. Blakely: Conceptualization (equal); Data curation (equal); Investigation (equal); Methodology (equal); Writing – review & editing (equal). Anthony J. Gonsalves: Data curation (equal); Formal analysis (equal); Investigation (equal); Resources (equal); Software (equal); Writing – review & editing (equal). Stepan Bulanov: Conceptualization (equal); Investigation (equal); Writing – review & editing (equal). Jeroen van Tilborg: Funding acquisition (equal); Project administration (equal); Resources (equal); Supervision (equal); Writing – review & editing (equal). Carl B. Schroeder: Funding acquisition (equal); Project administration (equal); Supervision (equal); Writing – review & editing (equal). Cameron G. R. Geddes: Funding acquisition (equal); Project administration (equal); Supervision (equal); Writing – review & editing (equal). Eric Esarey: Funding acquisition (equal); Project administration (equal); Supervision (equal); Writing – review & editing (equal). Markus Roth: Supervision (equal). Thomas Schenkel: Conceptualization (equal); Data curation (equal); Funding acquisition (equal); Investigation (equal); Methodology (equal); Project administration (equal); Supervision (equal); Writing – review & editing (equal).

The data that support the findings of this study are openly available in Zenodo at http://doi.org/10.5281/zenodo.6879172.27 

1.
K.
Krushelnick
,
E. L.
Clark
,
R.
Allott
,
F. N.
Beg
,
C. N.
Danson
,
A.
Machacek
,
V.
Malka
,
Z.
Najmudin
,
D.
Neely
,
P. A.
Norreys
,
M. R.
Salvati
,
M. I. K.
Santala
,
M.
Tatarakis
,
I.
Watts
,
M.
Zepf
, and
A. E.
Dangor
, “
Ultrahigh-intensity laser-produced plasmas as a compact heavy ion injection source
,”
IEEE Trans. Plasma Sci.
28
(
4
),
1110
1115
(
2000
).
2.
M.
Borghesi
,
D. H.
Campbell
,
A.
Schiavi
,
M. G.
Haines
,
O.
Willi
,
A. J.
MacKinnon
,
P.
Patel
,
L. A.
Gizzi
,
M.
Galimberti
,
R. J.
Clarke
,
F.
Pegoraro
,
H.
Ruhl
, and
S.
Bulanov
, “
Electric field detection in laser-plasma interaction experiments via the proton imaging technique
,”
Phys. Plasmas
9
(
5
),
2214
2220
(
2002
).
3.
M.
Roth
,
T. E.
Cowan
,
M. H.
Key
,
S. P.
Hatchett
,
C.
Brown
,
W.
Fountain
,
J.
Johnson
,
D. M.
Pennington
,
R. A.
Snavely
,
S. C.
Wilks
,
K.
Yasuike
,
H.
Ruhl
,
F.
Pegoraro
,
S. V.
Bulanov
,
E. M.
Campbell
,
M. D.
Perry
, and
H.
Powell
, “
Fast ignition by intense laser-accelerated proton beams
,”
Phys. Rev. Lett.
86
(
3
),
436
439
(
2001
).
4.
S. V.
Bulanov
,
T. Zh.
Esirkepov
,
V. S.
Khoroshkov
,
A. V.
Kuznetsov
, and
F.
Pegoraro
, “
Oncological hadrontherapy with laser ion accelerators
,”
Phys. Lett. A
299
(
2–3
),
240
247
(
2002
).
5.
A.
Macchi
,
M.
Borghesi
, and
M.
Passoni
, “
Ion acceleration by superintense laser-plasma interaction
,”
Rev. Mod. Phys.
85
(
2
),
751
793
(
2013
).
6.
H.
Daido
,
M.
Nishiuchi
, and
A. S.
Pirozhkov
, “
Review of laser-driven ion sources and their applications
,”
Rep. Prog. Phys.
75
(
5
),
056401
(
2012
).
7.
V.
Favaudon
,
L.
Caplier
,
V.
Monceau
,
F.
Pouzoulet
,
M.
Sayarath
,
C.
Fouillade
,
M. F.
Poupon
,
I.
Brito
,
P.
Hupé
,
J.
Bourhis
,
J.
Hall
,
J. J.
Fontaine
, and
M. C.
Vozenin
, “
Ultrahigh dose-rate FLASH irradiation increases the differential response between normal and tumor tissue in mice
,”
Sci. Transl. Med.
6
(
245
),
245ra93
(
2014
).
8.
M.-C.
Vozenin
,
P.
De Fornel
,
K.
Petersson
,
V.
Favaudon
,
M.
Jaccard
,
J.-F.
Germond
,
B.
Petit
,
M.
Burki
,
G.
Ferrand
,
D.
Patin
,
H.
Bouchaab
,
M.
Ozsahin
,
F.
Bochud
,
C.
Bailat
,
P.
Devauchelle
, and
J.
Bourhis
, “
The advantage of FLASH radiotherapy confirmed in mini-pig and cat-cancer patients
,”
Clin. Cancer Res.
25
(
1
),
35
42
(
2019
).
9.
M.
Durante
, “
New challenges in high-energy particle radiobiology
,”
Br. J. Radiol.
87
(
1035
),
20130626
(
2014
).
10.
A. A.
Friedl
,
K. M.
Prise
,
K. T.
Butterworth
,
P.
Montay-Gruel
, and
V.
Favaudon
, “
Radiobiology of the FLASH effect
,”
Med. Phys.
49
,
1993
(
2021
).
11.
J.
Bin
,
L.
Obst-Huebl
,
J. H.
Mao
,
K.
Nakamura
,
L. D.
Geulig
,
H.
Chang
,
Q.
Ji
,
L.
He
,
J.
De Chant
,
Z.
Kober
,
A. J.
Gonsalves
,
S.
Bulanov
,
S. E.
Celniker
,
C. B.
Schroeder
,
C. G. R.
Geddes
,
E.
Esarey
,
B. A.
Simmons
,
T.
Schenkel
,
E. A.
Blakely
,
S.
Steinke
, and
A. M.
Snijders
, “
A new platform for ultra-high dose rate radiobiological research using the BELLA PW laser proton beamline
,”
Sci. Rep.
12
(
1
),
1484
(
2022
).
12.
W.
Enghardt
,
J.
Pawelke
, and
J. J.
Wilkens
, “
Laser-driven ion beam radiotherapy (LIBRT)
,” in
Applications of Laser-Driven Particle Acceleration
, edited by
P. R.
Bolton
,
K.
Parodi
, and
J.
Schreiber
(
CRC Press
,
2018
), pp.
165
182
.
13.
U.
Linz
and
J.
Alonso
, “
What will it take for laser driven proton accelerators to be applied to tumor therapy?
,”
Phys. Rev. Spec. Top.–Accel. Beams
10
(
9
),
094801
(
2007
).
14.
J. H.
Bin
,
Q.
Ji
,
P. A.
Seidl
,
D.
Raftrey
,
S.
Steinke
,
A.
Persaud
,
K.
Nakamura
,
A.
Gonsalves
,
W. P.
Leemans
, and
T.
Schenkel
, “
Absolute calibration of GafChromic film for very high flux laser driven ion beams
,”
Rev. Sci. Instrum.
90
(
5
),
053301
(
2019
).
15.
C.
Richter
,
L.
Karsch
,
Y.
Dammene
,
S. D.
Kraft
,
J.
Metzkes
,
U.
Schramm
,
M.
Schürer
,
M.
Sobiella
,
A.
Weber
,
K.
Zeil
, and
J.
Pawelke
, “
A dosimetric system for quantitative cell irradiation experiments with laser-accelerated protons
,”
Phys. Med. Biol.
56
(
6
),
1529
1543
(
2011
).
16.
K.
Zeil
,
M.
Baumann
,
E.
Beyreuther
,
T.
Burris-Mog
,
T. E.
Cowan
,
W.
Enghardt
,
L.
Karsch
,
S. D.
Kraft
,
L.
Laschinsky
,
J.
Metzkes
,
D.
Naumburger
,
M.
Oppelt
,
C.
Richter
,
R.
Sauerbrey
,
M.
Schürer
,
U.
Schramm
, and
J.
Pawelke
, “
Dose-controlled irradiation of cancer cells with laser-accelerated proton pulses
,”
Appl. Phys. B
110
(
4
),
437
444
(
2013
).
17.
K. B.
Unser
, “
Design and preliminary tests of a beam monitor for LEP
,” in
Proceedings of the 1989 IEEE Particle Accelerator Conference
(
CERN
,
1989
), Vol. 1, p.
71
.
18.
K.
Nakamura
,
A. J.
Gonsalves
,
C.
Lin
,
A.
Smith
,
D.
Rodgers
,
R.
Donahue
,
W.
Byrne
, and
W. P.
Leemans
, “
Electron beam charge diagnostics for laser plasma accelerators
,”
Phys. Rev. Spec. Top.–Accel. Beams
14
(
6
),
062801
(
2011
).
19.
K.
Nakamura
,
D. E.
Mittelberger
,
A. J.
Gonsalves
,
J.
Daniels
,
H. S.
Mao
,
F.
Stulle
,
J.
Bergoz
, and
W. P.
Leemans
, “
Pico-coulomb charge measured at BELLA to percent-level precision using a Turbo-ICT
,”
Plasma Phys. Controlled Fusion
58
(
3
),
034010
(
2016
).
20.
K.
Nakamura
,
H. S.
Mao
,
A. J.
Gonsalves
,
H.
Vincenti
,
D. E.
Mittelberger
,
J.
Daniels
,
A.
Magana
,
C.
Toth
, and
W. P.
Leemans
, “
Diagnostics, control and performance parameters for the BELLA high repetition rate petawatt class laser
,”
IEEE J. Quantum Electron.
53
(
4
),
1200121
(
2017
).
21.
S. C.
Wilks
,
A. B.
Langdon
,
T. E.
Cowan
,
M.
Roth
,
M.
Singh
,
S.
Hatchett
,
M. H.
Key
,
D.
Pennington
,
A.
MacKinnon
, and
R. A.
Snavely
, “
Energetic proton generation in ultra-intense laser-solid interactions
,”
Phys. Plasmas
8
(
2
),
542
549
(
2001
).
22.
S.
Steinke
,
J. H.
Bin
,
J.
Park
,
Q.
Ji
,
K.
Nakamura
,
A. J.
Gonsalves
,
S. S.
Bulanov
,
M.
Thévenet
,
C.
Toth
,
J. L.
Vay
,
C. B.
Schroeder
,
C. G. R.
Geddes
,
E.
Esarey
,
T.
Schenkel
, and
W. P.
Leemans
, “
Acceleration of high charge ion beams with achromatic divergence by petawatt laser pulses
,”
Phys. Rev. Accel. Beams
23
(
2
),
021302
(
2020
).
23.
J.
Van Tilborg
,
S.
Steinke
,
C. G. R.
Geddes
,
N. H.
Matlis
,
B. H.
Shaw
,
A. J.
Gonsalves
,
J. V.
Huijts
,
K.
Nakamura
,
J.
Daniels
,
C. B.
Schroeder
,
C.
Benedetti
,
E.
Esarey
,
S. S.
Bulanov
,
N. A.
Bobrova
,
P. V.
Sasorov
, and
W. P.
Leemans
, “
Active plasma lensing for relativistic laser-plasma-accelerated electron beams
,”
Phys. Rev. Lett.
115
(
18
),
184802
(
2015
).
24.
M.
Gauthier
,
C. B.
Curry
,
S.
Göde
,
F.-E.
Brack
,
J. B.
Kim
,
M. J.
MacDonald
,
J.
Metzkes
,
L.
Obst
,
M.
Rehwald
,
C.
Rödel
,
H.-P.
Schlenvoigt
,
W.
Schumaker
,
U.
Schramm
,
K.
Zeil
, and
S. H.
Glenzer
, “
High repetition rate, multi-MeV proton source from cryogenic hydrogen jets
,”
Appl. Phys. Lett.
111
(
11
),
114102
(
2017
).
25.
J.
Schreiber
,
F.
Bell
,
F.
Grüner
,
U.
Schramm
,
M.
Geissler
,
M.
Schnürer
,
S.
Ter-Avetisyan
,
B. M.
Hegelich
,
J.
Cobble
,
E.
Brambrink
,
J.
Fuchs
,
P.
Audebert
, and
D.
Habs
, “
Analytical model for ion acceleration by high-intensity laser pulses
,”
Phys. Rev. Lett.
97
,
045005
(
2006
).
26.
B. H.
Shaw
,
S.
Steinke
,
J.
Van Tilborg
, and
W. P.
Leemans
, “
Reflectance characterization of tape-based plasma mirrors
,”
Phys. Plasmas
23
(
6
),
063118
(
2016
).
27.
L. D.
Geulig
 et al. (
2022
). “
Data sets for ‘Online charge measurement for petawatt laser-driven ion acceleration
,’” Zenodo.