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Bone age assessment by dual-energy X-ray absorptiometry in children: an alternative for X-ray?

Published Online:https://doi.org/10.1259/bjr/23858213

Abstract

Objective: The aim of the study was to validate dual-energy X-ray absorptiometry (DXA) as a method to assess bone age in children.

Methods: Paired dual-energy X-ray absorptiometry (DXA) scans and X-rays of the left hand were performed in 95 children who attended the paediatric endocrinology outpatient clinic of University Hospital Rotterdam, the Netherlands. We compared bone age assessments by DXA scan with those performed by X-ray. Bone age assessment was performed by two blinded observers according to the reference method of Greulich and Pyle. Intra-observer and interobserver reproducibility were investigated using the intraclass correlation coefficient (ICC), and agreement was tested using Bland and Altman plots.

Results: The intra-observer ICCs for both observers were 0.997 and 0.991 for X-ray and 0.993 and 0.987 for DXA assessments. The interobserver ICC was 0.993 and 0.991 for X-ray and DXA assessments, respectively. The mean difference between bone age assessed by X-ray and DXA was 0.11 years. The limits of agreement ranged from −0.82 to 1.05 years, which means that 95% of all differences between the methods were covered by this range.

Conclusions: Results of bone age assessment by DXA scan are similar to those obtained by X-ray. The DXA method seems to be an alternative for assessing bone age in a paediatric hospital-based population.

Children with the same chronological age often have a different bone maturation as a consequence of various genetic and social factors [1-3]. Bone age is a useful indicator of children’s growth and biological maturation and is frequently assessed in paediatric endocrinology to determine delayed or advanced growth [4-7]. In children with growth disorders, regular hand X-rays are needed to follow skeletal development at an interval of once or twice per year [8-10]. The classical method to assess bone age is based on the recognition of changes in the maturity indicators in hand–wrist X-rays by comparison with a reference atlas (Greulich and Pyle method) [11].

The main problem with this method is the exposure to a certain amount of irradiation involved in X-ray procedures [12-14]. Although the precise risk estimate of paediatric cancers due to diagnostic X-ray exposure is not known [15-17], we know that the lifetime attributable risk of cancer due to one single X-ray exposure in childhood approximates 15% per sievert [18]. To avoid detrimental effects in later life as a result of cumulative radiation exposure, dose reduction is therefore particularly important in childhood [18,19]. Consequently, methods involving less radiation would be preferable to assess bone age in children. Dual-energy X-ray absorptiometry (DXA) has been suggested as a safer method to assess bone age [20]. In both children and adults, DXA is currently widely used to measure bone mineral density for the assessment of osteoporosis [21]. When applied to assess bone age, a hand–wrist scan by DXA (0.0001 mSv) produces a 10-fold lower effective dose than a hand–wrist X-ray (0.001 mSv) [22].

One previous study in a paediatric population of 60 Polish subjects (5–20 years old) suggested that results for bone age assessment by DXA are similar to those produced by X-ray [20]. However, their results were presented as correlation coefficients and t-test analysis. For methods of comparison, Bland and Altman analysis is a more appropriate analysis, since it investigates agreement [23,24]. Also, they used a reference method that applied to the Polish population [25], whereas the Greulich and Pyle method would be more generalisable [3].

Thus far, the accuracy of the assessment of bone age in children using DXA scans has not been properly validated. Therefore, the aim of this study was to investigate whether hand–wrist bone age assessment by DXA produces similar results to the classical X-ray method.

Materials and methods

Subjects

Participants were selected from the outpatient clinic of the Department of Paediatric Endocrinology of the Erasmus Medical Center, Sophia Children’s Hospital, Rotterdam, the Netherlands. From April until September 2009, we invited children who were already planned to have a hand–wrist X-ray for medical reason to participate in this study. If written informed consent was obtained, participants had an additional hand–wrist DXA scan immediately after their planned X-ray examination. The medical ethics committee of the Erasmus Medical Center approved this study.

Data collection

All hand–wrist X-rays were performed by qualified technicians at the Department of Radiology according to their usual “hand–wrist for bone age” guidelines: the patient was seated next to the X-ray table, placing his or her left hand and wrist on a double-layered phosphor cassette. The hand was positioned flat, with no radial or ulnar deviance. The X-ray tube was focused on the metacarpalia. The whole hand and wrist was required to be on the X-ray to assess all epiphyses. The settings of the X-ray machine differed according to age group. For children aged <7 years, a standardised modus of 40 kV and 1.60 mAs was used, with a radiation time of 0.837 s, and for children aged ≥7 years, we used 42 kV tube voltage and 1.60 mAs, with a radiation time of 0.778 s. The radiographs were uploaded to the electronic hospital information system for offline scoring afterwards.

Subsequently, each participant underwent a DXA scan (iDXA; General Electric, formerly Lunar Corp., Madison, WI) of the left hand on the same day. All scans were performed by one of the two involved investigators using a standardised modus of 100 kV and 0.188 mAs. All DXA scans were obtained using the same device and software. Children were scanned in a supine position to enable even the younger children to keep their hand still for 66 s (actual scan duration). The left hand was placed in a flat position on the table. The scan was focused on the hand, using a starting point of two finger widths below the radiocarpal articulation, to obtain an image of all hand bones including the wrist and distal radius. Prior to the analysis, we decided to exclude scans or radiographs with major interpretation difficulties due to movement artefacts. Examples of a radiograph and a DXA are given in Figure 1.

Figure 1
Figure 1

(a) Hand–wrist image derived by X-ray of a 12-year-old girl with hypophyseal insufficiency and growth hormone substitution therapy. (b) Hand–wrist image derived by dual-energy X-ray absorptiometry of the same 12–year-old girl with hypophyseal insufficiency and growth hormone substitution therapy.

Bone age assessment

To blind the assessments, all radiographs and DXA images were stored in a file from which patient characteristics (i.e. the subject’s name and calendar age) were deleted. Two well-trained observers (observers 1 and 2) independently assessed all patients’ bone ages, twice by X-ray and twice by DXA scan, to enable estimation of both intra- and interobserver variability. To avoid recall bias, we first assessed all radiographs followed by all DXA images before we started repeated measurements. An interval of >1 week was kept between the first and second assessments of one image.

A patient’s bone age was assessed by comparing the maturity indicators on the patient’s radiograph or DXA scan to the standardised reference atlas according to the Greulich and Pyle method. If the patient’s bone age was considered to be in between two adjacent standards, the intermediate value was appointed to the patient [11]. Bone age was assessed with a maximum precision of 0.5 years. Both the radiographs and the DXA scans were assessed using optimal brightness and contrast, which could be adjusted by the observers. In case a dissociated bone development was found between the carpals and the other regions, we focused more on the bone age assigned to the epiphyses of the radius, ulna, metacarpals and phalanges than that assigned to the carpals [26,27]. We defined dissociated bone development as more than a 1-year difference between the epiphyses of the radius, ulna, metacarpals and phalanges compared with the carpals. We incorporated these adjustments to the Greulich and Pyle method, which has recently been shown to be a valid method in Dutch Caucasian children [28].

Statistical analysis

To compare the two methods of assessing bone age, we used the statistical methods described by Bland and Altman [23,24]. Firstly, we calculated the intra-observer and interobserver variability using the intraclass and interclass correlation coefficient (ICC) with a 95% confidence interval (CI). In advance, we decided to consider the assessments valid when ICC >0.90. Also, we used Bland and Altman analysis to investigate the difference within the observers and between the two observers.

Secondly, we plotted all X-ray and DXA assessments against the line of equality, which demonstrates the degree of agreement between the two methods. Then, we used Bland and Altman analyses to visualise the difference between the two methods, and its distribution. We calculated the mean and the standard deviation (SD) of the difference to estimate the limits of agreement. In advance, we decided to accept the mean difference between both methods to deviate a maximum of 5% from the mean of both methods. Furthermore, we decided to accept the limits of agreement to be within a range of ±1 year. Statistical analysis was performed using the Statistical Package for the Social Sciences version 15.0 for Windows (SPSS, Chicago, IL).

Results

In total, 97 (93%) patients agreed to participate in our study. Two patients were excluded because of major movement artefacts on their DXA scan images. Thus, we were able to assess 95 patients. Patient characteristics and their medical indications are shown in Table 1 and Table 2, respectively. The mean chronological age was 10.4 years, similar for boys and girls. In total, 94% of all children were between the ages of 4 and 16 years.

Table 1 Patient characteristics
Male (n=48)Female (n=47)
Height (cm)139 (94–202)144 (97–181)
Weight (kg)34 (13–80)42 (13–85)
Chronological age (years)10.4 (2.6–18.1)10.3 (4.4–17.3)
Age categories n (%)
 0–4 years2 (4.2)0 (0)
 4–8 years14 (29.2)6 (12.8)
 8–12 years13 (27.1)23 (48.9)
 12–16 years15 (31.3)16 (34.0)
 >16 years4 (8.3)2 (4.3)
Bone age (years)
Based on hand–wrist radiographs11.6 (2.5–17.0)11.4 (3.4–16.3)
Based on DXA hand scans11.3 (2.5–17.0)11.1 (3.0–16.0)

Values reflect the median (total range) or absolute number (percentage).

Table 2 Medical indications for bone age assessment
(n=95)
Abstinence syndrome1 (1.1)
Adrenogenital syndrome8 (8.4)
Short/tall stature37 (39.0)
Galactosaemia1 (1.1)
Growth hormone insensitivity3 (3.2)
Hypogonadism2 (2.1)
Hypochondroplasia1 (1.1)
Hypopituitarism17 (17.9)
Leri–Weill syndrome1 (1.1)
Obesity (morbid)2 (2.2)
Pubertas praecox/tarda9 (9.5)
Silver–Russell syndrome1 (1.1)
Turner syndrome12 (12.6)

Values reflect the absolute number (percentage).

Table 3 presents all intra-observer and interobserver ICCs for both observations. Intra-observer ICCs were 0.997 and 0.991 for the X-ray assessments and 0.993 and 0.987 for the DXA assessments for observers 1 and 2, respectively. The interobserver ICC was 0.993 for the X-ray and 0.991 for the DXA assessments. The intra-observer and interobserver variability of the second observation were similar.

Table 3 Intra- and interobserver intraclass correlation coefficient and 95% confidence interval for all X-ray and dual-energy X-ray absorptiometry (DXA) assessments
ObserverMethodIntraobserver ICC (95% CI)
1X-ray0.997 (0.995, 0.998)
DXA0.993 (0.989,0.995)
2X-ray0.991 (0.987,0.994)
DXA0.987 (0.981,0.991)
ObserverMethodInterobserver ICC (95% CI)
1X-ray0.993 (0.989,0.995)
DXA0.991 (0.983,0.992)
2X-ray0.992 (0.987,0.994)
DXA0.991 (0.987,0.994)

CI, confidence interval; ICC, infraclass correlation coefficient.

The means for all the intra-observer and interobserver differences with the limits of agreement (mean±1.96 SD) are listed in Table 4. Values are based on Bland and Altman analyses. The observed mean differences for intra-observer differences ranged from 0.03 (0.78%) to 0.06 (0.88%) years and for interobserver differences from 0.07 (0.91%) to −0.11 (1.51%) years.

Table 4 Variation in intra-observer assessments and interobserver assessments and between methods in absolute terms and in proportions of the mean, with the limits of agreement
AssessmentMean difference95% limits of agreement (years)
YearsPercentageLower limitUpper limit
Intraobserver
Observer 1X-ray0.040.69−0.720.80
DXA0.060.88−1.171.29
Observer 2X-ray0.050.70−1.221.33
DXA0.030.78−1.591.65
Interobserver
Observation 1X-ray−0.111.51−1.291.07
DXA0.091.01−1.421.61
Observation 2X-ray−0.091.50−1.351.16
DXA0.070.91−1.261.40
Between methods
Mean0.111.95−0.821.05

DXA, dual-energy X-ray absorptiometry.

Values are based on Bland and Altman plots [23,24].

Figure 2 shows a plot of the X-ray and DXA assessments against the line of equality. All paired assessment points, within a wide range, lie close to the line of equality, indicating good agreement and suggesting small differences between the methods. Moreover, all points seem to lie randomly around this line, indicating an apparent lack of systematic bias.

Figure 2
Figure 2

Bone age assessed by X-ray and dual-energy X-ray absorptiometry (DXA) scan, with the line of equality.

Figure 3 shows the Bland and Altman plot in which, for each subject, the difference between the X-ray and DXA assessments is plotted against the mean of these X-ray and DXA assessments. This figure applies to the mean of all X-ray assessments and the mean of all DXA assessments. Separate analyses of both observers are shown in Figures 4 and 5. The limits of agreement (mean±1.96 SD) are plotted in the figure. Differences between X-ray and DXA assessments were normally distributed.

Figure 3
Figure 3

Bland and Altman plot of the variation between X-ray and dual-energy X-ray absorptiometry assessments. The mean indicates the mean difference, with the 95% limits of agreement. SD, standard deviation.

Figure 4
Figure 4

Bland and Altman plot of the variation between X-ray and dual-energy X-ray absorptiometry assessments: observer 1. SD, standard deviation.

Figure 5
Figure 5

Bland and Altman plot [23,24] of the variation between X-ray and dual-energy X-ray absorptiometry assessments: observer 2.

Following this Bland and Altman plot, the mean difference between the X-ray and DXA assessments was 0.11 (1.95%) years with corresponding limits of agreement of −0.82 and 1.05 years (Table 4). The mean difference did not significantly differ from zero, indicating lack of systematic differences. Results for each observer are demonstrated in Table 5.

Table 5 Variation between methods in absolute terms and in proportions of the mean, with the limits of agreement for each observer
AssessmentMean difference95% limits of agreement (years)
YearsPercentageLower limitUpper limit
Between methods
Observer 1, mean0.020.73−0.850.89
Observer 2, mean0.213.21−1.161.57

Values are based on Bland and Altman plots [23,24].

Discussion

We observed high intra- and interobserver correlations for both the DXA and the X-ray method and high agreement between bone age assessments performed by DXA and X-ray. The Bland and Altman plots, as well as the simple plot of one method against the other, visualised very high agreement between both methods. The mean difference between the methods did not deviate more than 5% from the mean of both methods, which we defined prior to the study to be the maximum acceptable difference. The limits of agreement were around the defined −1 and 1-year limit. Our results suggest that both methods assess bone age with a very small difference and that 95% of all coupled assessments did not differ by more than 1 year. According to this level of agreement, the DXA method produces similar results to the common X-ray method.

To our knowledge, only one previous study compared bone age assessment performed by X-ray and DXA [20]. This study was conducted in 2004 in 50 Polish children (aged 5–18 years) free from any chronic diseases and 10 (aged 8–20 years) with multihormonal pituitary deficiency. The authors used a different type of DXA scan (Expert-XL Densitometer; General Electric, formerly Lunar Corp.) and another reference method to assess bone age, which was more applicable to the Polish population [25]. DXA hand scans and classical hand–wrist radiographs were evaluated by two independent observers. They described a high correlation and no significant difference between mean bone age based on radiographs and DXA hand scans. Likewise, they concluded that the DXA scan produces similar results to the classical method. However, their conclusion was based on correlation coefficients and t-test analyses, whereas in measurement studies a more accurate statistical method to apply is the Bland and Altman analysis [24]. Our study and their study used different statistical analyses, but both suggested good agreement.

Another strength of our study is that our study population covers a wide range of different ages and medical indications. We were able to compare the DXA method over a wide range of ages in children who have indications for an X-ray bone age assessment in clinical practice. By including children who were already planned to have a bone age assessment by X-ray for a medical indication, we avoided a substantial amount of extra exposure to radiation to healthy children. We do not consider the hospital-based population instead of a community-based population to be a major limitation, because in clinical practice only children with these medical indications have bone age assessments. Also, because our results were based on comparisons within each subject, we expect our results to be valid for other populations. However, this needs further study.

A drawback of using the DXA scan in bone age assessments is that it is a more time-consuming procedure. The scan lasts 66 s whereas an X-ray examination takes less than 1 s. This might be relevant for movement artefacts in children. Although there might be time-saving opportunities in patients who also need a total-body DXA scan, overall, the DXA scan remains a more time-consuming method. Because assessment of logistics and cost-effectiveness was not part of our study, this needs to be further investigated. A limitation of this study may be the possibility of recall bias, a general issue in intra-observer studies. By first assessing bone age in all X-ray and DXAs before we started with the repeated assessment (interval >1 week), we avoided recall bias as much as possible. If present, recall bias would have affected only the intra-observer variability. We do not expect that this is the case.

For the bone age assessment, we used the Greulich and Pyle reference method. For that reason, we are unsure whether these study results will also apply to the Tanner and Whitehouse method. Since the introduction of the Tanner and Whitehouse standards, many studies have been accomplished to compare the validity of both reference methods [29-33]. Currently, there is no overall agreement on preference of method. It has been claimed that the Tanner and Whitehouse method produces slightly more precise results, but this was shown only in one of the studies [33]. The Greulich and Pyle method has considerable practical advantages. Probably because this method is less time-consuming and requires less specific training, it is still the most commonly used reference method in clinical practice [33].

Automatic assessment of bone age is a highly innovative method. It has recently been compared with manual Greulich and Pyle assessments and has shown to produce similar results [33]. A major advantage of this automatic assessment of bone age is absence of intra- and interobserver variability. Further research is needed to investigate whether this automatic assessment of bone age is also applicable to the DXA scan method.

Conclusion

DXA seems to be an alternative method for assessing bone age in a common paediatric hospital-based population. The major advantage of this method compared with the classical method is lower exposure to radiation. Results of this method are of similar accuracy to those obtained by X-ray. Further studies are needed to investigate the cost-effectiveness.

Acknowledgments

We gratefully acknowledge the contribution of all children who participated in the study. We also thank General Electric, formerly Lunar Corp.

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Funding:

This study was supported by the Erasmus Medical Center Rotterdam and the Netherlands Organization for Health Research and Development (ZonMw 21000074). The study sponsors had no role in study design, data analysis, interpretation of data, or writing this report.

Volume 85, Issue 1010February 2012
Pages: 101-e48

2012 The British Institute of Radiology


History

  • RevisedMay 03,2010
  • ReceivedMarch 01,2010
  • AcceptedMay 13,2010
  • Published onlineJanuary 28,2014

Metrics


Acknowledgments

We gratefully acknowledge the contribution of all children who participated in the study. We also thank General Electric, formerly Lunar Corp.