Tables for effective dose assessment from diagnostic radiology (period 1946–1995) in epidemiologic studies

Abstract

Radiation is a risk factor for malignant as well as benign diseases such as leukemia, malignant lymphoma, and solid tumors and also thyroid nodules, eye cataract and impaired brain development [4–8]. [...]retrospective dosimetry is important for individual risk assessment and for analytic epidemiologic studies, as variable of interest or as potential confounder of an association of interest. [...]it is important to evaluate the lifelong radiation exposure from medical sources of the subjects, where the effective dose represents the most often used quantity. [...]in the case of X-ray films, the patient dose is proportional to the dose required for sufficient exposure of the cassette. Since the 1930’s, technical advancement of the film-screen imaging system allowed for a speed improvement of approximately a factor of 2 in each decade (Table 1A, column 2; factor 1 for the index period 1976–1985) [12]. All dose values given in Tables 2–7 are normalized to standard “A” of radiological practice in the index period 1976–1985. [...]data from an X-ray examination in 1986–1995 with standard “A” of radiological practice have to be multiplied by 2 to apply to the index time period (1976–1985) with standard “A”, while the correction factor for the same examination with standard “B” in 1986–1995 is equal to standard “A” in 1976–1985 (Table 1A).

About the Authors:

Merle Friederike Meiboom

Roles Formal analysis, Writing – original draft, Writing – review & editing

Affiliation: Center for Radiology and Nuclear Medicine, Gesundheit Nord gGmbH—Klinikverbund Bremen, Bremen, Germany

Wolfgang Hoffmann

Roles Conceptualization, Methodology, Supervision, Writing – review & editing

Affiliation: Institute for Community Medicine, Section Epidemiology of Health Care and Community Health, University Medicine Greifswald, Greifswald, Germany

Kerstin Weitmann

Roles Methodology, Writing – review & editing

Affiliation: Institute for Community Medicine, Section Epidemiology of Health Care and Community Health, University Medicine Greifswald, Greifswald, Germany

Heiner von Boetticher

Roles Conceptualization, Methodology, Supervision, Writing – review & editing

* E-mail: [email protected]

Affiliation: Division for Medical Radiation Physics, Faculty VI: Medicine and Health Sciences, Carl von Ossietzky University Oldenburg, Oldenburg, Germany

Introduction

Diagnostic imaging causes a main part of the radiation exposure of the population in industrial nations [1, 2], although current estimates of the collective effective dose in the population of the United States from medical procedures indicate a decline from 2006 to 2016 of 15 to 20% [3]. Radiation is a risk factor for malignant as well as benign diseases such as leukemia, malignant lymphoma, and solid tumors and also thyroid nodules, eye cataract and impaired brain development [4–8].

Thus retrospective dosimetry is important for individual risk assessment and for analytic epidemiologic studies, as variable of interest or as potential confounder of an association of interest. Therefore it is important to evaluate the lifelong radiation exposure from medical sources of the subjects, where the effective dose represents the most often used quantity.

The effective dose was developed by the ICRP (International Commission on Radiological Protection) as a risk related quantity to estimate human stochastic radiation risk. It represents the radiation risk from a non-uniform radiation dose in terms of a whole body exposure. Mathematically, effective dose is a weighted average of equivalent doses over all organs and tissues of the human body for which specific radiation detriment values can be calculated and tissue weighting factors can be specified [9]. The effective dose is defined for an idealized reference person. Risks for special subgroups of patients or individuals can considerably differ from this average [10].

Nevertheless, the effective dose is often used in epidemiological studies and risk assessments [11]. A more precise way would be considering the particular organ doses, but often it is not possible to get the necessary organ doses.

In order to estimate a lifelong radiation dose it is of great importance, to choose a comprehensive model that adequately considers all relevant factors that might influence patient dose, like calendar year, state of technical improvement, radiological practice and number and spectrum of conventional and advanced examinations.

A detailed quantification concept including all these factors was published by von Boetticher and Hoffmann [12]. It was already applied to the red bone marrow dose [13] but should be adaptive for the effective dose as well, because of its independency of the organ dose concept. Other specific quantification concepts for the effective dose do not exist. In literature only average values for the effective dose are published sometimes according to a defined time period [14].

This paper provides parameters for estimating the effective dose for retrospective studies for the time period 1946–1995. Therefore a catalog of effective doses for common and rare examinations is given. It is demonstrated how these values can be modified by the quantification concept of von Boetticher and Hoffmann [12] to achieve the relevant effective dose for different calendar years. For most examinations factors are given to convert the DAP (dose area product) into the effective dose allowing a more precise estimation of the effective dose for a given DAP. To extend the applicability of the catalog and for comparison purposes additional factors are provided to convert the effective dose into the red bone marrow dose.

Material and methods

Model concept

For retrospective dose estimations a model is needed that covers a long time period. Von Boetticher and Hoffmann [12] provided a model of common and rare x-ray examinations for the period 1946–1995. This model accounts for the technical development over this period including the important changes of the equipment as well as the increasing concern for risks of X-ray examinations.

The starting point of this model is the dose for the index period (1976–1985) under optimal conditions including technical equipment, patients characteristics, and radiological practice as it can be expected in an experimental setting (e.g. phantom measurements). These values are then multiplied with two correction factors taken from [12] (Table 1). The first factor (“correction factor for technical advancement”) reflects the technical development over time and depends on the calendar year and the kind of examination. This factor takes into consideration that in the period between 1946 and 1995, continuous technical advances in X-ray devices had a significant impact on patient dose for most types of X-ray examinations. In [12] these factors are derived for X-ray examination, X-ray fluoroscopy, chest X-ray population screening, and computed tomography (CT) (Table 1A–1D). For example, in the case of X-ray films, the patient dose is proportional to the dose required for sufficient exposure of the cassette. Since the 1930’s, technical advancement of the film-screen imaging system allowed for a speed improvement of approximately a factor of 2 in each decade (Table 1A, column 2; factor 1 for the index period 1976–1985) [12]. For X-ray fluoroscopy and chest X-ray screening the most important technical advancement was the introduction of image-amplifier technology. In X-ray fluoroscopy these technique allowed a reduction of the previous screen dose by a factor of 4–5 (Table 1B; column 2), in chest X-ray screening a reduction of the indirect screen procedure by a factor of 20 (Table 1C; column 2). CT became relevant during the decade 1976–1985 and because further technical development was focused on reduction of scan times and higher image quality, the patient dose in CT can be taken as approximately constant (Table 1D; Column 2) [12].

[Figure omitted. See PDF.]

Table 1. Matrix of the correction factors for advancement of radiological technology and standard of radiological practice as published in [12, 13]; the most plausible range is indicated.

https://doi.org/10.1371/journal.pone.0248987.t001

The second factor (“correction factor for standard of radiological practice”) considers that the real life of radiology practice rarely met the ideal conditions of an experimental setup but usually resulted in systematically higher doses. In [12] correction factors for real life radiology with respect to patient dose are derived considering the relative impact of a multitude of dose-modifying factors from the literature, which usually correspond to higher-than-necessary patient dose. Four standards of radiological practice were defined [12]: A: optimized dose (experimental setup), B: lower realistic dose, C: medium realistic dose, D: higher realistic dose. This second factor also depends on the kind of examination and on calendar year considering the increasing concern for radiation exposure over the time.

To allow the use of this extensive model for the effective doses provided in this paper, the stated values of the effective dose refer to the index period for examinations under optimal conditions. Therefore, the model can be used to estimate the effective dose for the period of the model of von Boetticher and Hoffmann [12] for 1946 to 1995.

In this paper an example is shown as proof of principle for a conventional lumbal spine examination. The values were calculated according to the model of von Boetticher and Hoffmann [12] considering the stated factors in Table 1.

Effective dose values

Values for the effective dose, DAP and factors for converting the DAP into the effective dose were taken from the literature. Studies considered in the publication of von Boetticher and Hoffmann referred to the time period of interest (Tables 3–7).

If values are stated directly for the index period of 1976–1985 or the next period 1986–1995 these values were taken into account. Generally values of these periods are based on the effective dose concept and the set of weighting factors of ICRP 60 [15]. All data taken from other periods then the index period were corrected in accordance with Table 1. All dose values given in Tables 2–7 are normalized to standard “A” of radiological practice in the index period 1976–1985. Therefore for example data from an X-ray examination in 1986–1995 with standard “A” of radiological practice have to be multiplied by 2 to apply to the index time period (1976–1985) with standard “A”, while the correction factor for the same examination with standard “B” in 1986–1995 is equal to standard “A” in 1976–1985 (Table 1A).

[Figure omitted. See PDF.]

Table 2. Mass screening—effective dose (Heff) and red bone marrow dose (Hrbm) for the index period 1976–1985 and ideal standard of radiological practice (category A according to Table 1).

https://doi.org/10.1371/journal.pone.0248987.t002

[Figure omitted. See PDF.]

Table 3. CT- effective dose (Heff) and red bone marrow dose (Hrbm) for the index period 1976–1985 and ideal standard of radiological practice (category A according to Table 1).

https://doi.org/10.1371/journal.pone.0248987.t003

[Figure omitted. See PDF.]

Table 4. Cardiac catheter—effective dose (Heff) and red bone marrow dose (Hrbm) for the index period 1976–1985 and ideal standard of radiological practice (category A according to Table 1).

https://doi.org/10.1371/journal.pone.0248987.t004

[Figure omitted. See PDF.]

Table 5. Examinations with contrast medium—effective dose (Heff) and red bone marrow dose (Hrbm) for the index period 1976–1985 and ideal standard of radiological practice (category A according to Table 1).

https://doi.org/10.1371/journal.pone.0248987.t005

[Figure omitted. See PDF.]

Table 6. Conventional X-ray examination—effective dose (Heff) and red bone marrow dose (Hrbm) for the index period 1976–1985 and ideal standard of radiological practice (category A according to Table 1).

https://doi.org/10.1371/journal.pone.0248987.t006

[Figure omitted. See PDF.]

Table 7. Nuclear medicine—effective dose (Heff) and red bone marrow dose (Hrbm) for the index period 1976–1985 and ideal standard of radiological practice (category A according to Table 1).

https://doi.org/10.1371/journal.pone.0248987.t007

Conventional X-ray examinations: Ideal patient dose for the period 1976–1985.

The effective dose (Heff) values are mostly derived from Bernhardt et al. [16]. In this publication the effective dose refers to average values of the DAP obtained under typical radiological examinations based on measurements in several German hospitals and private radiological practices in 1992/1993. The DAP are quoted there as well as the used conversion factor (Feff) taken from NRPB-R262 [17] which refers to ICRP 60 too. The mathematical formula concerning these values is:

Dental. The effective dose for dental X-ray examinations including nose, paranasal sinus and facial bones is taken from Ewen and Lukoschek [18] who estimated a somatic dose index for these examinations. This index does not include all organs, included are the lung, the female breast, the thyroid gland, and red bone marrow. Because these organs are the most radiosensitive organs in the irradiation areas of these examinations this can be considered as sufficiently accurate. Average values over both sexes are taken from the sex-specific data provided by Ewen and Lukoschek [18].

Ribs. The DAP is taken from Stiever and Stender (time period 1986–1995) [19] as an average value of the ribs 1–7 and 8–12, which is multiplied by 2 to consider the index time period from 1976–1985 (Table 1a). The conversion factor is calculated using the conversion factor for the thorax from Bernhardt et al. [16] multiplied with a correction factor. This correction factor is the proportion of the calculated conversion factors for thorax and ribs taken from Drexler et al. [20] (conversion factor = effective dose / DAP: DAP = field entrance area x surface dose/backscattering factor, the effective dose is calculated as a sum of the organ dose [20] and the conversion dose of the different organs [21]).

The values for shoulder and abdomen are calculated in the same way.

Extremities. For the extremities, this paper provided a different way of estimation than this of von Boetticher and Hoffmann [12] because in the basic publication of Bernhardt et al. there are data for the DAP but not instructive data for the effective dose. In this case for the calculation of the effective dose not only the red bone marrow is relevant, which is mainly proximal of the extremities, but also skin, muscle, and bone. The effective dose is calculated from the organ dose (Horg) and conversions factors (Fcon):

The organ dose (Horg) is calculated from the skin dose (Hskin) and the absorption factor (Fabs) [15]. The skin dose (Hskin) equals the entrance dose (Hent) corrected by the backscattered factor (Fback = 1.3) [22].

The conversion factor is calculated by the weighting factor according ICRP 60 [15] and the sum of the percentage of the relevant organs (skin, muscle, bone surface and red bone marrow) [ICRP 110 Tab A.1, 23].

The values for females and males are averaged.

Contrast medium examination: Ideal patient dose for the period 1976–1985.

Examinations with contrast medium are considered as a combination of X-ray films and fluoroscopy. On the basis of the paper of von Boetticher and Hoffmann [12], 50% fluoroscopy is assumed for most examinations (with contrast medium) for the effective dose concept.

The DAP of examinations with contrast medium of the extremities is calculated according to the values of the conventional X-ray examinations corrected by factors taken from Fritz and Koehler [24]. Values for the DAP of the arteriography of the pelvis, abdomen and chest were taken from Ewen et al. [25] and Vogel [26], values from Ewen et al. [25] are considered as realistic standard and therefore are halved to receive standard „A”corresponding to the model applied (Table 1).

Computed tomography: Ideal patient dose for the period 1976–1985.

Most values for the effective dose for CT-scans (computed tomography scans) were taken from Galanski et al. [27]. The values were halved to receive the values of an optimal practical standard (standard A in Table 1D) due to the consideration that the original values are low realistic standard (standard B in Table 1D).

In contrast to the publication of von Boetticher and Hoffmann [12], this study calculated the values for vertebrae differently due to the consideration that CTDI (computed tomography dose index) and pitch-factor and scanner factor should be equal for single vertebrae and total spine. The effective dose for single vertebrae was estimated as an average value of the cervical and lumbal spine for men and women, respectively. For the effective dose of the spine these values were taken into account considering the total length of the spine for men and women given by Galanski et al. [27].

The effective dose for scans of extremities was estimated as ten times higher than conventional examinations of the same body region. Due to the fact that conventional examinations involved two planes these included twenty single x-ray examinations.

The effective dose values for the topogramm were taken from Evans et al. [28].

Values for the osteodensitometry originate from Kalender [29], the highest dose value was divided in halves to get an average effective dose.

Mass screening: Ideal patient dose for the period 1976–1985.

Mass screening examinations were conducted as preservation to the spread of tuberculosis. According to Even [28], these examinations of the chest were usually performed without fluoroscopy. Therefore the calculation differs from these of the conventional chest examination. The DPA was calculated from the data of Drexler et al. [30] considering the distance of the x-ray tube, the caliber of the chest, the area product and the entrance dose. Conversion factors were taken from Bernhardt et al. [16].

Nuclear medicine procedures and Cardiac catheterization with and without intervention: Ideal patient dose for the period 1976–1985.

Values for the dose of nuclear medicine procedures were taken from Reiners and Sonnenschein [31], providing only values for adults.

The effective dose as well as the DPA for the cardiac catheterization with and without interventions was taken from Bernhardt et al. [16].

Comparison with red bone marrow dose

All values of the red bone marrow dose were taken from von Boetticher and Hoffmann [12]. To convert the effective dose into the red bone marrow dose or vice versa, factors are given as ratio of the red bone marrow dose and the effective dose:

Results

In this paper the effective dose for common and rare radiological examinations was estimated for an index period (1976–1985). The given effective doses are conformed to doses expected under optimal practical conditions that could be expected in an experimental setup / phantom measurement (practical standard A). The results are shown in Tables 2–7. Additionally, factors are given for most examinations to calculate the effective dose if the DAP is known. These factors are shown in Tables 2–7 as well.

In order to estimate a realistic effective dose for an examination of a subject in a given time the quantification model of von Boetticher and Hoffmann [12] can be used. In Table 1 the factors for practical standard and technical standard (calendar year) are stated. The relevant factor has to be identified and multiplied with the stated effective dose of the examination in Tables 2–7.

As an example in Table 8 the realistic dose for a conventional examination of the lumbal spine is calculated according to this model. As stated by the model for the calendar years 1946–1975 the practical standard is C (factor 4) and for the calendar years 1976–1995 is B (factor 2). The taken dose from Table 6 is written in bold and the relevant doses for the different time periods are marked grey.

[Figure omitted. See PDF.]

Table 8. Application of the quantification concept of von Boetticher and Hoffmann [12] for an example of the lumbal spine.

https://doi.org/10.1371/journal.pone.0248987.t008

In Tables 2–7, also the organ doses for the red bone marrow are shown as published by von Boetticher and Hoffmann [12]. In order to convert these organ doses into the effective dose or vice versa, factors are provided (organ dose / effective dose).

In case of the computed tomography, the effective dose and the organ dose are comparable in the region of the chest (for example factor rbm/eff 1.1 male / 1.0 female for CT thorax). The head region shows a higher dose for the red bone marrow (factor rbm/eff 4.4 male /4.2 female for CT head) according to the high portion of red bone marrow in the skull. A similar correlation exists for the proximal extremities.

In spite of this, the effective dose is higher in the abdomen scans (factor rbm/eff 0.4 male and 0.3 female for CT abdomen) due to the multiple radiosensitive organs as stomach or intestine.

According to the calculation as an average of cervical and lumbal vertebra, the factors of the spine are an average of the factors for the neck and the abdomen.

The region of the pelvis is the only area that differs between men and women. While the factor for the red bone marrow for women is 1.1, the factor rbm/eff for men is higher with a value of 1.7. Here the genital tract, which is located in the pelvis in women but not men, is considered.

For conventional examinations, the factor rbm/eff in most examinations of the head and the proximal extremities is >1 due to the high fraction of the red bone marrow in these regions.

For the other conventional examinations, the effective dose is higher than the red bone marrow dose and thus the factor rbm/eff is < 1.

Similar factors are provided for examinations with contrast medium: a factor rbm/eff > 1 for examinations of the head and the extremities and < 1 for most of the other examinations. Especially examinations of the stomach and the intestine organs have very low factors rbm/eff (for example 0.12 for stomach examinations with contrast medium).

An outlier in examinations with contrast medium is the phlebography.

While the factor rbm/eff is approximately 1 for CT thorax, the factor rmb/eff for other examinations of the chest (mostly of the heart and mediastine) is smaller, thus the factor rbm/eff for cardiac catheter with and without PTCA is 0.5.

Discussion

Effective dose

Our dose catalogue over 1946–1995 is based on a reference period from 1976–1985 and we normalized effective dose values to an optimum standard of radiological practice at that time. The concept of effective dose was introduced in 1975 [32] and included as “effective dose equivalent” into Publication 26 by the ICRP in 1977 [33]. Later, in ICRP 60 [15] the name was shortened to "effective dose" and the tissue weighting factors were revised in ICRP 60 [15] and ICRP 103 [21].

In this study dose values are taken from the literature as far as possible and based on the effective dose concept and the set of weighting factors of ICRP 60 [15]. All data taken from other periods were normalized to an optimum standard of radiological practice in the index period 1976–1985. We preferred effective dose values from literature published as close as possible to our reference period, because these reflect the state of the art of this time. Generally in these publications only the effective dose is given but not the underlying organ dose values.

In ICRP 103, published in 2007 [21], the concept of the effective dose and some organ weighting factors were modified. However, we did not adopt these changes reflecting the more recent different technical background in our retrospective dosimetry to maintain consistency and to allow comparability with data of the earlier periods.

So far only limited parts of the parameters used in our model have been revised or updated. In our methodologic concept allows adopting changes in the factors used for radiologic practice, changes in doses from standard radiologic procedures, and revisions of tissue weighting factors, should these be issued in a future more comprehensive revision.

The effective dose was developed by the ICRP as risk related quantity e.g. it can be used to assess the risks and benefits of the examination to choose an optimal procedure.

The ICRP declares that the effective dose is somewhat limited for individual risk measurements [21]. Nevertheless, it is often used to calculate the radiation risk of subjects in prospective as well as retrospective studies [34–37]. A more precise way would be considering the organ doses, but often it is impossible to get the dose values of the respective organs for the particular examinations. The effective dose model can only be an approximation to any dosimetric approach that is based on the organ doses of all organs exposed by a radiographic exam. Similarly, the estimation of the cancer risk associated with a given exam would preferably be based on the specific organ risks for any respective type of cancer of interest.

This paper provides the framework to estimate the effective dose for retrospective studies. If possible, individual characteristics like gender and age of the subjects as well as available DAP and DLP should be favored to achieve a more precise dose and risk estimation.

Factors are provided to convert the DAP values in the effective dose values to achieve more precise values for the effective dose for a given DAP.

For CT examinations factors converting the DLP into the effective dose are provided detailed in literature [38]. Therefore in this paper only the effective dose is given.

To optimize the estimation of the effective dose for retrospective studies a sufficient quantification model is needed. In this paper the quantification concept of von Boetticher and Hoffmann [12] is used because it adequately considers all relevant factors that might influence patient dose like calendar year, state of technical improvement, radiological practice and number and spectrum of conventional and advanced examinations.

All given effective dose values are standardized for the index period (1976–1985, practical standard A) and can be easily modified by the factors stated in this concept (see example Table 8). This covers a time period between 1945 and 1995 which should be sufficient long for the most retrospective studies including the possibility to calculate the lifelong exposure of subjects.

For the period after 1995 published data should be used due to the fact that it reflects the contemporary technical and practical standard [14, 39]. In the following decades since 1995 national diagnostic reference levels (DRLs) in medical imaging were introduced causing a reduction in variation in dose without compromising the clinical purpose of each examination or procedure. Therefore for these periods it is better to evaluate the time period’s literature as most relevant source for a realistic range of values.

For CT examinations it would be very difficult to estimate sufficient precise factors for the time after 1995 because the technical development with respect to the effective dose is complicated. Thus the dose increases for 4- and 8-detector-scanners compared with single-detector-scanners. This is shown by Gosch et al. [40] who compared different scanners developed by Siemens in the years 1990–1997. The development of scanners with more than 8 detectors leads to a decrease of radiation exposure. Due to the fact that the development of different CT scanners covers a relative short time period there exist many models at the same time. Pantos et al. [39] show that the dose of most CT examinations is constant for the time between 1995 and 2009 except a slight increase of dose for abdomen and pelvis scans for the time after 2006. This constant dose values show that it is difficult to consider the technical development in this time without knowing the used scanner typ. Thus if possible the scanner typ should be found out and taken into account. As Pantos et al. [39] mentioned as well, there can be expected a significant different between countries throughout the world, thus for example development countries probably have older scanners and maybe less experience with radiation protection. In the model of von Boetticher and Hoffmann [12] this could be taken into account by going back one or more 10 year frames. For all CT examinations the dose can be calculated more precisely if the scanner type is known. Unfortunately in most cases this information is unknown.

Mettler et al. [14] provided a catalog of effective dose values. He stated values from studies published between 1980 and 2007 covering phantom measurements as well as large international and national surveys and data from single hospital. This approach results in a wide range for the effective dose of the respective examinations due to technical development in the considered time period and the different practical standards. Thus he had to “make an informed judgment as to what would be a current representative value for effective dose per examination” [14].

In this paper the given effective doses are standardized to a certain time period (1976–1985) and particular setting (phantom measurements). Thus bias due to dose alteration by technical development and practical standards can be reduced. Nevertheless, in practice different technical standards existed simultaneous thus idealizing the dose to a special time period may reduce the variation but does not exclude a deviation by an order of magnitude.

Nevertheless, the values stated by Mettler et al. [14] are comparable with the effective dose values given in this paper considering the overlapping time period. For example for the neck spine Mettler et al. [14] found values between 0.07 and 0.3 mSv and the value in this paper is 0.18 mSv for the time range 1980–2007. Considering the time covered by Mettler et al. [14] and the different practical standards (at least A and B) the range in this paper would be 0.09–0.36 (0.09 for phantom measurements between 1986 and 1995 and 0.36 for common practical standard (B) for the time between 1976 and 1985).

A significant problem concerns the mammography. ICRP 20YY explains “when imaging is limited predominately to one anatomic area, such as in mammography of the breast, estimates of organ or tissue dose should be used instead of effective dose” [9]. Nevertheless for a formal comparison we have taken as base the value of the effective dose for mammography according ICRP 60 from Bernhardt [16] as 0.5 mSv. Considering the remarkable change of the weighting factor from 0.05 to 0.12 in ICRP 103 [21] this “formal” effective dose based on ICRP 103 has be corrected by a factor of 2.4 resulting 1.2 mSv.

Converting effective dose and red bone marrow dose

The organ dose is defined as a dose absorbed by a particular organ or tissue. It does not include the radiosensitivity of the respective organ or tissue.

Comparing the effective dose with the red bone marrow dose there are considerable differences. In regions with larger quantity of red bone marrow the red bone marrow dose is significant higher (e.g. skull). As expected the opposite is true for regions with low red bone marrow dose but other organs with a high radiosensitivity like in the abdomen.

The factors rbm/eff stated in this paper allow calculating the organ dose for the red bone marrow from a given effective dose. Additionally the red bone marrow dose for the listed examination can be transformed into the effective dose. This could enable the radiologist to compare the risk of different procedures involving not only the red bone marrow dose. Additionally the effective dose is often better known and more familiar to most physicians leading to a better evaluation of the radiation risk for the respective examination.

The factors rbm/eff allow comparing the risks suggested by the effective dose with other possible estimations. One example could be the “lifetime attributable risk of cancer mortality” stated in the BEIR VII report [41]. In further studies this way of estimation could allow to consider the age of the subjects as well as the gender. This would be an advantage compared with the effective dose, which does not consider these individual characteristics.

Conclusion

In spite of its limitations stated for example by the ICRP 103 the effective dose is an often used quantity in retrospective epidemiological studies due to a lack of practicable alternatives. This catalog provides the effective doses for common and rare examinations and gives an instruction of how to modify the dose values to adapt them to different calendar years using the quantification concept of von Boetticher and Hoffmann [12]. This allows considering technical development as well as different standards in radiological practice. Nevertheless, the limitations of the effective dose concept have to be kept in mind and possible alternatives should be considered. In further studies involving the risk of cancers originating in the red bone marrow the provided factors to convert the effective dose and the red bone marrow dose could be helpful to evaluate the limitations of the effective dose concept.

Citation: Meiboom MF, Hoffmann W, Weitmann K, von Boetticher H (2021) Tables for effective dose assessment from diagnostic radiology (period 1946–1995) in epidemiologic studies. PLoS ONE 16(4): e0248987. https://doi.org/10.1371/journal.pone.0248987

References

1. National Council on Radiation Protection and Measurements. Ionizing Radiation Exposure of the Population of the United States, Report No. 160, 2009.

2. Bundesamt für Strahlenschutz (BfS). Umweltradioaktivitaet und Strahlenbelastung im Jahr 2012, Parlamentsbericht 2013. Bundesministerium für Umwelt, Naturschutz und Reaktorsicherheit, ed, URN: nbn:de:0221–2014040313384; 2014.

3. RPB 184; Report No. 184 –Medical Radiation Exposure of Patients in the United States (2019).

4. Hoffman DA, Lonstein JE, Morin MM, Visscher W, Harris BS 3rd, Boice JD Jr. Breast cancer in women with scoliosis exposed to multiple diagnostic x rays. J Natl Cancer Inst 1989; 81:1307–1312. pmid:2769783

5. Ron E. Ionizing radiation and cancer risk: evidence from epidemiology. RadiatRes 1998; 150 (5 Suppl): 30–41. pmid:9806607

6. Ron E. Cancer risks from medical radiation. Health Phys 2003; 85:47–59. pmid:12852471

7. Thomas DB, Rosenblatt K, Jimenez LM, McTiernan A, Stalsberg H, Stemhagen A, et al. Ionizing radiation and breast cancer in men (United States). Cancer Causes Control 1994; 5:9–14. pmid:8123783

8. Berrington de GA, Darby S. Risk of cancer from diagnostic X-rays: estimates for the UK and 14 other countries. Lancet 2004; 363:345–351. pmid:15070562

9. ICRP, 20YY. The Use of Effective Dose as a Radiological Protection Quantity. ICRP Publication 1XX, Ann. ICRP XX(X), 1-XX, retrieved from https://www.icrp.org/page.asp?id = 382, Feb. 22nd, 2021

10. Martin CJ. Effective dose: how should it be applied to medical exposures? Br J Radiol 2007; 80(956):639–47. Epub 2007. pmid:17646189

11. Conrad M, Bolard G, Nowak M, De Bari B, Jeanneret-Sozzi W, Bourhis J, et al. Determination of the effective dose delivered by image guided radiotherapy in head & neck and breast treatments. Z Med Phys 2018; 28: 276–285 pmid:29426589

12. von Boetticher H, Hoffmann W. A model and reference data for retrospective dose assessment of organ doses (red bone marrow, lymphatic system) in diagnostic radiography and nuclear medicine, 1946–1995. Health Phys 2007; 92:315–331. pmid:17351496

13. Hoffmann W, Meiboom MF, Weitmann K, Terschüren C, von Boetticher H. Influence of age, sex and calendar year on lifetime accumulated red bone marrow dose from diagnostic radiation exposure. PLoS One 2013; 8(11):e78027. eCollection 2013. pmid:24244286

14. Mettler FA, Huda W, Yoshizumi TT, Mahesh M. Effective doses in radiology and diagnostic nuclear medicine: A catalog. Radiology 2008; 248:254–263. pmid:18566177

15. ICRP, 1991. 1990 Recommendations of the International Commission on Radiological Protection. ICRP Publication 60. Ann. ICRP 21 (1–3)

16. Bernhardt JH, Veit R, Bauer B. Collection of data on the effective dose and on the annual collective dose due to diagnostic radiography in the area of the former Federal Republic of Germany. In: Bundesministerium für Umwelt, Naturschutz und Reaktorsicherheit, ed. Strahlenexposition in der medizinischen Diagnostik. Veroeffentlichungen der Strahlenschutzkommission (SSK) Vol 30. Stuttgart: Gustav Fischer Verlag; 1995: 180–204 (in German).

17. Hart, D., Jones, D.G., & Wall, B.F. (1994). Estimation of effective dose in diagnostic radiology from entrance surface dose and dose-area product measurements (NRPB-R—262). United Kingdom

18. Ewen K, Lukoschek J. Somatic radiation risk due to dental diagnostic radiography. DtschZahnaerztl Z 1984; 39:48–53; (in German).

19. Stieve FE, Stender HS. Strahlenschutz . Kurslehrbuch für Arzthelferinnen, medizinisch-technische Laboratoriumsassistentinnen und sonstige in der medizinischen Roentgendiagnostiktaetigen Personen (Textbook for physicians’ assistants, medical technical assistants and other persons working in medical radiography). Berlin: H. Hoffmann Verlag; 1990 (in German). https://doi.org/10.1016/1011-1344(90)85151-l pmid:2150859

20. Drexler G, Panzer W, Stieve F-E, Widenmann L, Zankl M. Die Bestimmung von Organdosen in der Roentgendiagnostik (The determination of organ doses in diagnostic radiography), 2nd ed. Berlin: H. Hoffmann Verlag; 1993 (in German).

21. International Commission on Radiological Protection. Recommendations of the International Commission on Radiological Protection (Users Edition). ICRP Publication 103 (Users Edition).Ann. ICRP 2007; 37 (2–4).

22. Wachsmann F, Drexler G. Graphs and Tables for use in radiology, 2nd ed. Berlin: Springer Verlag; 1976. pmid:936247

23. International Commission on Radiological Protection. Adult Reference Computational Phantoms. ICRP Publication 110. Ann. ICRP 2009; 39 (2).

24. Fritz H, Koehler V. Roentgendiagnostische Praxis. Leipzig: VEB Georg Thieme; 1968 (in German).

25. Ewen K, Fiebach JO, Hinz A. Somatic radiation risk for angiographies. RoefoFortschrGebRoentgenstr Neuen Bildgeb Verfahr 1982; 137:704–706; (in German).

26. Vogel H. Strahlendosis und Strahlenrisiko in der bildgebenden Diagnostik (Radiation dose and radiationrisk in diagnostic radiography). Landsberg: Ecomed; 1989 (in German).

27. Galanski M, Nagel HD, Stamm G. Radiation exposure due to application of computer tomography in the Federal Republic of Germany 1999. Roefo Fortschr Geb Roentgenstr Neuen Bildgeb Verfahr 2001; 173:R1– R66; (in German).

28. Ewen K, Fiebach BJO, Lauber-Altmann I. Zur Durchfuehrung der Belehrung nach Paragraph 36 Roentgenverordnung (On the practice of the instruction according to § 36 RoeV), 2nd ed. Stuttgart: Georg Thieme Verlag; 1988 (in German).

29. Kalender WA. Present status of osteodensitometry. In: Bundesministerium für Umwelt, Naturschutz und Reaktorsicherheit, ed. Strahlenexposition in der medizinischen Diagnostik. Veroeffentlichungen der Strahlenschutzkommission (SSK) Band 30. Stuttgart: Gustav Fischer Verlag; 1995: 121–136; (in German).

30. Drexler G, Panzer W, Widenmann L, Williams G, Zankl M. Die Bestimmung von Organdosen in der Roentgendiagnostik (The determination of organdoses in diagnostic radiography). Berlin: H. Hoffmann Verlag; 1985 (in German).

31. Reiners C, Sonnenschein W. Data collection on the frequency and age distribution as well as to the population collective dose due to diagnostic nuclear medicine in the area of the former Federal Republic of Germany. In: Bundesministerium für Umwelt, Naturschutz und Reaktorsicherheit, ed. Strahlenexposition in der medizinischen Diagnostik. Veroeffentlichungen der Strahlenschutzkommission (SSK) Band 30. Stuttgart: Gustav Fischer Verlag 1995; 279–300; (in German).

32. Jacobi W. The concept of the effective dose—a proposal for the combination of organ doses. Radiat Environ Biophys. 1975 Jun 18;12(2):101–9. pmid:1178826

33. ICRP, 1977. Recommendations of the ICRP. ICRP Publication 26. Ann. ICRP 1 (3).

34. Martin E, Prasarn M, Coyne E, Giordano B, Morgan T, Westessen PL, et al. Inpatient radiation exposure in patients with spinal trauma. J Spinal Cord Med 2013; 36(2):112–7. pmid:23809525

35. Battiwalla M, Fakhrejahani F, Jain NA, Klotz JK, Pophali PA, Draper D, et al. Radiation Exposure from Diagnostic Procedures following Allogeneic Stem Cell Transplantation–How Much Is Acceptable?. Hematology 2014; 19(5): 275–279. pmid:24094072

36. Smith-Bindman R, Miglioretti DL, Johnson E, Lee C, Feigelson HS, Flynn M, et al. Use of diagnostic imaging studies and associated radiation exposure for patients enrolled in large integrated health care systems, 1996-2010.JAMA 2012; 13;307(22):2400–9. pmid:22692172

37. De Mauri A, Brambilla M, Izzo C, Matheoud R, Chiarinotti D, Carriero A, et al. Cumulative radiation dose from medical imaging in kidney transplant patients. Nephrol Dial Transplant 2012; 27(9):3645–51; 2012. pmid:22619314

38. Goo HW.CT Radiation Dose Optimization and Estimation: an Update for Radiologists.Korean J Radiol. 2012; 13(1): 1–11. pmid:22247630

39. Pantos I, Thalassinou S, Argentos S, Kelekis NL, Panayiotakis G, Efstathopoulos EP. Adult patient radiation doses from non-cardiac CT examinations: a review of published results. Br J Radiol. 2011; 84(1000): 293–303. pmid:21266399

40. Gosch D, Kloeppel R, Lieberenz S, Schulz HG. Radiation exposure in computed tomography. Radiation Protection Dosimetry, 1998; 80:167–169.

41. Health risks from exposure to low levels of ionizing radiation: BEIR VII—Phase 2. Washington, D.C.: The National Academies Press; 2005 2005.