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Experimental Studies |
1 From the Division of Atomic Physics, Lund Institute of Technology, Sweden (C.T., I.M., S.S.); the Department of Radiation Physics, Jubileum Institute, Lund University Hospital, SE-221 85 Lund, Sweden (G.G., A.C.J., B.A.J., S.E.S.); and the Department of Radiation Physics, University Hospital Malmo, Sweden (S.M.). Received June 18, 1998; revision requested July 21; revision received March 10, 1999; accepted July 1. Supported in part by the Swedish Medical Research Council, the Swedish Natural Sciences Research Council, Mrs Berta Kamprad's Cancer Foundation, and Gunnar, Arvid, and Elisabeth Nilsson's Foundation. Address reprint requests to B.A.J.
| Abstract |
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MATERIALS AND METHODS: Mammalian cells were exposed to x rays from a laser-produced plasma that produced ultrahigh peak absorbed dose rates, up to a factor of 1010 higher than those produced by conventional x rays used in imaging. The cell survival was studied as a function of the absorbed dose. The survival of mammalian cells exposed to high peak absorbed dose rates with laser-produced x rays was compared with the survival of cells exposed to standard absorbed dose rates with conventional x-ray sources. Comparative survival studies were performed by using a conventional x-ray tube and a cobalt 60 source. The absorbed doses in the irradiation field were measured with thermoluminescent dosimeters.
RESULTS: Cell survival following irradiation by filtered, laser-produced x rays with a high dose rate was not markedly different from the survival following irradiation by conventional sources. There was, however, a notable difference between the survival after exposure to filtered, laser-produced x rays and the survival after exposure to unfiltered laser-produced x rays.
CONCLUSION: Exposure to filtered, laser-produced x rays with a high dose rate does not lead to increased harm to mammalian cells exposed in vitro compared with the harm from exposure to x rays from conventional sources, which indicates that the use of high-power laser facilities for medical imaging is justified.
Index terms: Dosimetry, **.113 Lasers Radiations, injurious effects, **.47 Radiations, measurement, **.11 Radiobiology, cell and tissue studies, **.47 Radiography, **.11
| Introduction |
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We have recently demonstrated that such radiation can be used for magnification radiography and for single-pulse imaging of small biologic objects (2). Differential elemental imaging can be performed with laser-produced x rays by changing the target material (5) in a way similar to that demonstrated with monochromatic synchrotron radiation (6).
The use of ultrashort x-ray bursts from a laser-based source in combination with time-gated viewing can reduce the contribution of scattered x rays in the image in a way similar to what is well investigated in the optical domain (7,8). Before this technique can be introduced for medical imaging of humans, it must be shown that the absorbed dose with ultrahigh dose rates does not produce greater biologic effects than the same absorbed dose from a conventional x-ray source.
It is normally assumed that there is no dose-rate effect beyond an absorbed dose rate of 1 Gy/min, since the mechanism of the dose-rate effect is the repair of sublethal damage, with a half-life of about 1 hour. If the radiation exposure time is short compared with the repair half-life, there is no opportunity for sublethal damage to occur (9).
At ultrahigh dose rates of about 1010 Gy/min, the level of oxygen may be depleted, which leads to increased survival. When oxygen is present, it reacts with radiation-induced free radicals to cause irreparable biologic damage (9). A report (10) on ultrahigh dose-rate effects from the late 1960s indicated abnormally high cell survival at high absorbed doses and ultrahigh absorbed dose rates, that is, over 4 x 1010 Gy/min. A correlation between ultrahigh dose rate and oxygen depletion was demonstrated in a study (11) in which various oxygen concentrations were employed. It was shown that the slope, or D0 value, of all the survival curves was initially the same but changed to a slope typical for anaerobic conditions after a certain threshold dose. This study was performed with a radiosensitive bacterium, with threshold doses in the range of 1040 Gy and a dose rate of 2 x 1010 Gy/min. In mammalian cells, the sensitive sites may be protected from free diffusion of oxygen, which allows even relatively small absorbed doses delivered at exceedingly high dose rates to exhaust local oxygen supplies (10).
In studies of chromosome aberrations in human lymphocytes, no increase in damage was found when the absorbed dose was delivered in a single microsecond pulse with a dose rate of 3 x 108 Gy/min compared to an absorbed dose rate of 1 Gy/min of 15-MeV electrons (12). However, when the absorbed dose rate reached 2.7 x 1010 Gy/min, a decrease in chromosomal aberration in human lymphocytes was observed (13).
The absorbed dose rate in the present study is similar to that reported by Berry et al (10), although the average photon energy employed in the present study was much lower. This difference in photon energy and the possibility of obtaining higher absorbed dose rates with laser-based x-ray sources in the near future are the main reasons for studying the survival of mammalian cells exposed to such irradiation.
Methodological difficulties in measuring the absorbed dose may be expected and were encountered in this investigation, as the response of dosimeters to short-pulse, intense radiation is not well known. However, it has been reported that the response of thermoluminescent dosimeters (TLDs) is linear with the x-ray absorbed dose from laser-produced plasmas (14).
The purpose of this study was to provide data on cell damage following irradiation with high dose rates, as assessed with the survival of mammalian cells. The reason for raising the question of whether the biologic effects are greater for the absorbed dose from laser-produced x rays than they are for the same absorbed dose from conventional x-ray tubes is that the peak absorbed dose rate is typically 1010 times higher with laser-produced x rays. It is known that the biologic effect of x rays is due mainly to the indirect action of free radicals close to DNA molecules, which cause the breaking of bonds. The question is whether the damage to cells will be greater due to the extremely high absorbed dose rate, that is, 1011 Gy/min in the picosecond pulses of x rays, than it is with conventional diagnostic x rays.
| MATERIALS AND METHODS |
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Preparation and Analysis of Cell Samples
V79 Chinese hamster lung fibroblast cells (cell line V79-CH) were cultured in a controlled humidified environment (95% air and 5% CO2 at 37°C) and in complete growth medium (Dulbecco's Modified Eagle's Medium; Gibco, Life Technologies, Paisley, Scotland) supplemented with 10% fetal bovine serum (Gibco), 2% L-glutamine (Gibco), and 1% penicillinstreptomycinamphotericin B (Gibco). The cells grew in a monolayer, with a doubling time of 9 hours.
Cells in exponential growth were loosened by means of exposure to trypsin, and cell concentration was determined with a hemocytometer; 2 x 105 cells were transferred to 600-µL tubes, and complete growth medium was added to produce a final volume of 400 µL. The cells were centrifuged to form a pellet and were transported to the irradiation laboratory. After irradiation, the cells were resuspended by mixing with a vortex mixer, they were diluted, and they were seeded in petri dishes containing 5 mL of complete growth medium for colony growth. At least five dishes were seeded for each irradiated cell sample (16).
The cell survival as a function of the absorbed dose was evaluated. The data from the five dishes from each cell sample were averaged to give one data point, with the SD within the group as a measure of the uncertainty in cell survival. An exponential regression curve was fitted to each series of inverted variance-weighted data points. The assumed equation for the curve was ln(S) =
D + ßD2, where S is the relative cell survival, D is the absorbed dose, and
and ß are constants.
Preparation and Readout of TLDs
TLDs of lithium fluoride doped with magnesium and titanium (Harshaw TLD 100; Bicron, Solon, Ohio) were used to determine the absorbed dose to the cells. Microrods 1 mm in diameter and 6 mm long were used. The signals from the TLDs were read in a Pitman 654 Toledo TLD reader (Pitman, Weybridge, England). The TLDs were preheated for 35 seconds at 135°C; this was followed by readouts during 30 seconds at a temperature elevation rate of 25°C · sec-1 to a temperature of 270°C in a nitrogen atmosphere. The TLDs were annealed for 15 minutes at 400°C after readout, which allowed them to be reused.
The TLDs were recalibrated prior to each irradiation experiment. Calibration was performed by using a cobalt 60 source to repeatedly irradiate with 1.6 Gy at 0.5 Gy/min at a distance of 80 cm. The uncertainty in the absorbed dose with these dosimeters was less than 2%. The dosimeter signal has been shown to be independent of the absorbed dose rate up to 6 x 1010 Gy/min (17). The supralinear characteristics of the TLDs were determined by means of irradiation with absorbed doses of up to 35 Gy. The relative energy response
rel(E) to photons with energies different from that of 60Co (mean, 1.25 MeV) was calculated by using the relation
is the mass density. The mass energy-absorption coefficient for cells was assumed to be equal to the mass energy-absorption coefficient of water. The relative energy response has a maximum of 1.31.4 for photon energies of 2030 keV.
Exposure with the Laser-produced Plasma
Cell samples and TLDs were prepared and treated at the Department of Radiation Physics, Lund University Hospital, Sweden, and were then transported to the High-Power Laser Facility, Department of Physics, Lund University, Sweden, for irradiation (15). All samples were irradiated in small, sealed, plastic test tubes with a wall thickness of 0.7 mm. These tubes were mounted in a Lucite holder (Fig 2, A). TLDs were also mounted in similar plastic tubes in another Lucite holder (Fig 2, A). The two Lucite holders, which contained samples and detectors, were then mounted in the experimental chamber as illustrated in Figure 2, part B. The distance from the laser-based x-ray source to the samples and detectors was varied from 110 to 130 mm.
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Exposure was performed with two laser plasma x-ray qualities: unfiltered radiation and radiation filtered with 0.15-mm copper (Fig 3). The weighted relative TLD response
rel for a photon energy distribution at the TLD
(E) and the energy-dependent TLD response
rel(E) (see Eq [1]) were calculated as
rel = [
rel(E)
(E)EdE]/[
(E)EdE]. Compared with the 60Co photon energy response, the weighted relative energy responses of the TLDs were calculated to be 1.20 for unfiltered radiation and 1.12 for radiation filtered with 0.15-mm copper. Half-value layers (HVLs), mean photon energies, TLD responses, and absorbed dose rates are summarized in Table 1.
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| RESULTS |
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The peak absorbed dose rate from the exposure with the laser-based source and the high absorbed dose rate were averaged for each series, with the assumption of an x-ray pulse duration of 2 psec. The averaged peak absorbed dose rate was 1.1 x 1011 Gy/min for unfiltered radiation (range, 0.2 x 1011 to 2.0 x 1011 Gy/min on different experimental occasions), and the averaged peak absorbed dose rate for filtered radiation was 3.4 x 1010 Gy/min (range, 1.2 x 1010 to 4.0 x 1010 Gy/min). These absorbed dose rates represent a mean of all the x-ray pulses detected by the TLDs, whereas the intensity of the individual x-ray pulses varies with up to one order of magnitude, as indicated by the asymmetric error bars. The pulse duration was not measured directly at these relatively high photon energies but was estimated from measurements at lower photon energies under similar conditions (4). The absorbed dose rate for the conventional sources varied from 0.6 to 6.3 Gy/min.
Cell Survival as a Function of Absorbed Dose
The survival of the irradiated cells is presented in Figure 4. The absorbed doses required to reduce the mean survival to 37% are presented in Table 2. Although difficulties were encountered in obtaining similar experimental conditions from one occasion to the next, the survival curves, based on results of several independent experiments, show a substantial difference in the absorbed doses required to reduce the mean survival to 37% between filtered and unfiltered laser-produced x rays (Fig 4, A). This may be explained by the presence of ultraviolet radiation in the unfiltered beam.
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rays. When comparing the filtered, laser-produced x rays with the conventionally produced x rays, no differences in survival were observed (Fig 4, BD). On the basis of the results obtained here, it would be interesting to carry out more thorough investigations that would include some of the parameters mentioned above. Findings of an earlier study (11) in which so-called Blumlein generators, capable of delivering 7-nsec pulses of 2-MV x rays, were used have shown a cell survival that differs from the normal case. It was observed in that study that above a critical absorbed dose rate of ~4 x 1010 Gy/min, the slope of the cell survival as a function of the absorbed dose became less steep. The phenomenon could not be duplicated with 50-nsec x-ray pulses in the same study, where the peak absorbed dose rate was below the critical value. The samples were exposed for constant times but at different distances from the x-ray source.
The investigation of cell survival presented here was carried out with peak absorbed dose rates above the reported critical absorbed dose rate. The number of data points above the critical limit was not sufficient to unequivocally demonstrate differences in survival. However, when the results presented in Figure 4, part A were divided into different subseries according to the date of the exposures, one of these subseries showed the same effect as that reported by Berry et al (10). The slope of cell survival changed at a dose of 5.4 Gy.
| DISCUSSION |
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| Acknowledgments |
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| Footnotes |
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Abbreviations: HVL = half-value layer TLD = thermoluminescent dosimeter
Author contributions: Guarantor of integrity of entire study, S.S.; study concepts, B.A.J., S.M., S.E.S., S.S.; study design, C.T., G.G., B.A.J., I.M., S.M., S.E.S.; definition of intellectual content, G.G., A.C.J., B.A.J., I.M., S.M., S.E.S., S.S.; literature research, C.T., G.G., A.C.J., B.A.J.; experimental studies, C.T., A.C.J.; data acquisition, C.T., G.G., A.C.J., I.M.; data analysis, C.T., G.G., A.C.J., B.A.J., S.M., S.E.S.; manuscript preparation, C.T., G.G., A.C.J., B.A.J.; manuscript editing, G.G., B.A.J., S.E.S., S.S.; manuscript review, all authors.
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