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Kim and Park: Agreement of shear wave and strain elastography according to the size of the region of interest: a study of epidermal cysts

Abstract

Purpose

This study aimed to evaluate the intra-observer agreement of ultrasound elastography according to region-of-interest (ROI) size in surgically confirmed epidermal cysts.

Methods

This retrospective study included 201 surgically confirmed epidermal cysts that underwent two consecutive strain elastography and shear wave elastography (SWE) examinations. Circular ROIs were drawn in the lesion and adjacent fat to obtain the strain ratio, shear wave (SW) velocity, and SW elasticity. Lesions were stratified by ROI diameter into <2 mm (group 1) and ≥2 mm (group 2). For each parameter, the absolute intra-observer differences, intraclass correlation coefficients (ICCs), Bland-Altman bias, 95% limits of agreement (LoAs), and correlations with the ROI-to-lesion-diameter ratio (ROI ratio) were calculated.

Results

The ICCs for SW velocity were good in group 2 and moderate in group 1, whereas the ICCs for strain ratio and SW elasticity were moderate in both groups. The mean difference in strain ratio correlated positively with the ROI ratio, but not with absolute ROI diameter, whereas mean differences in SW velocity and SW elasticity correlated negatively with both ROI diameter and ROI ratio. Group 2 demonstrated significantly smaller mean differences in SW velocity and SW elasticity than group 1 (velocity, 1.20±2.12 vs. 1.17±1.32 m/s, P=0.005; elasticity, 79.5±97.9 vs. 49.2±65.5 kPa, P=0.030). Bland-Altman analysis confirmed narrower LoAs in group 2 for all three parameters.

Conclusion

An ROI diameter ≥2 mm reduced measurement differences in SWE of epidermal cysts, whereas a large ROI ratio increased measurement variability in strain ratio, supporting technique-specific ROI optimization.

Graphic Abstract

Introduction

Ultrasound elastography (EUS) is a noninvasive imaging technique used to assess tissue elasticity or stiffness. It is primarily employed to characterize soft tissues and has demonstrated considerable potential in diagnosing various conditions, including tumors and musculotendinous diseases. EUS consists of two principal types: strain elastography (SE) and shear wave elastography (SWE). SE utilizes compressive forces to measure tissue deformity or strain, offering qualitative information as color maps and semi-quantitative data through the strain ratio, which compares the elasticity of the tissue of interest with that of surrounding tissues. In contrast, SWE measures the velocity of shear waves (SW) generated by an acoustic radiofrequency pulse and converts this velocity to tissue elasticity (kPa) using Young's modulus [1,2].
Several factors influence the reproducibility of EUS measurements, including lesion size, depth, region of interest (ROI) size, and inherent tissue heterogeneity between the lesion and background tissue [2-10]. These variables can affect the accuracy and reliability of EUS, making it essential to understand their impact for improved clinical application. Previous research has suggested that a smaller ROI can increase inter-observer reproducibility [4]. Through years of clinical practice, the authors have observed that increasing the ROI size relative to the lesion size improves the representativeness of the elasticity value and enhances reproducibility. Additionally, measuring EUS values in in-vivo settings more accurately reflects clinical practice, as it incorporates tissue heterogeneity and lesion dynamics that phantom models cannot replicate.
Epidermal cysts are the most common benign cutaneous tumorlike lesions, typically characterized by a keratinizing squamous epithelium with a granular layer. They are commonly found on the face, scalp, and trunk [11,12]. Although most epidermal cysts remain asymptomatic and slowly enlarge as benign dermal nodules, they can occasionally grow large enough to compress surrounding structures or become inflamed or ruptured; in such cases, surgical excision is usually the treatment of choice [13-15]. Because epidermal cysts are located superficially, they provide a clear and accessible target for EUS measurement. Despite their clinical relevance, however, the reproducibility of EUS measurements in epidermal cysts has not been fully investigated. Prior studies have relied mainly on phantom models, which cannot capture the heterogeneity of real lesions or in-vivo tissue dynamics. Unlike those phantom-based investigations, the present study focuses on the reproducibility of EUS measurements in actual epidermal cysts, offering insights directly applicable to clinical practice. Specifically, the present study evaluated the intra-observer agreement of SE and SWE in the assessment of surgically confirmed epidermal cysts, with particular attention to the impact of ROI size. The findings are hoped to clarify how varying ROI diameter influences EUS measurements and how these findings can be used to improve everyday clinical workflows.

Materials and Methods

Compliance with Ethical Standards

This retrospective study was approved by the authors’ hospital’s institutional ethics review board (KBSMC IRB 2024-01-049), and the requirement for informed consent was waived due to the retrospective nature of the investigation.

Study Design and Case Selection

We reviewed consecutive patients between February 2021 and August 2023 with pathologically confirmed epidermal cysts who underwent paired SE and SWE examinations in a single session. A total of 201 cases were included, comprising 71 women and 130 men (mean age, 46.94±16.12 years; range, 13 to 87 years).

EUS Examination

Two musculoskeletal radiologists (with 19 and 12 years of experience, respectively) performed all ultrasound (US) examinations using a LOGIQ E10 US imaging device (GE Medical System, Milwaukee, WI, USA) equipped with linear 6-15 MHz probes. To minimize artifacts and enhance inter-reader agreement in EUS measurements, both radiologists participated in a consensus training period. Grayscale, SE, and SWE images were obtained simultaneously for each patient, and the largest length and height of the lesion were measured on grayscale images.
EUS examinations were conducted by one of the two radiologists during the US session. For SE images, light vertical pressures were applied to the lesion using a pressure graph or box, followed by decompression. A visual indicator on the US screen displayed the quality of compression. To assess the strain ratio on SE images, a circular ROI was manually drawn over the most representative portion of the lesion and adjacent subcutaneous fat tissue, which served as the reference tissue. The ROI size was kept consistent during repeated measurements to ensure standardization. Initially, from February 2021 to December 2021, ROI sizes ranged from 0.6-2 mm, selected according to previously established literature [9,11] and practical feasibility. This size was mainly determined by lesion size and the identification of the most representative area. From January 2022 to August 2023, as clinical experience increased, ROI sizes were adjusted to be as large as possible relative to lesion size to improve reproducibility. These adjustments were based on practical observations rather than a predefined prospective protocol, thus maintaining the retrospective study design.
For SWE, the transducer was placed on the skin without compressing the tissue. Patients were instructed to hold their breath for 5-10 seconds to minimize motion artifacts. A rectangular color box was positioned over the lesion, with blue and red colors representing softer and harder tissues, respectively. A circular ROI was placed similarly to SE images. SW velocity and elasticity (Young’s modulus) for each ROI were automatically measured by the US system. SWE values were recorded as the mean velocity (m/s) and elasticity (kPa) of each ROI.
To ensure consistent data quality, two experienced musculoskeletal radiologists adhered to a standardized scanning protocol. For SE, only images with an appropriate compression bar indicator (ideally within the green zone) and minimal probe movement were accepted. For SWE, the transducer was placed gently on the skin to avoid compression, and repeated sweeps were performed until a stable color map was obtained. Additionally, the reference ROI in the subcutaneous fat was placed at a similar depth as the lesion ROI whenever possible. To ensure reproducibility, SE and SWE images were acquired multiple times per lesion, and two optimal B-mode US image pairs with adequate compression were selected for analysis. Images were obtained sequentially, with a 30-second interval between acquisitions to allow tissue relaxation and minimize operator-induced variability.

Statistical Analysis

The ROI ratio was calculated as the ROI area divided by the lesion area (ellipse approximation). ROI diameter was categorized into two groups: <2 mm (group 1) and ≥2 mm (group 2), based on prior literature [10] and preliminary analysis of measurement variability. Normality was assessed using the Shapiro-Wilk test; non-parametric tests were used for non-normal variables. Spearman’s rank correlation was applied to assess the relationship between absolute measurement differences and ROI metrics. The Mann-Whitney U test was used to evaluate relationships among lesion size, SWE values, and ROI diameter in both groups.
The intraclass correlation coefficient (ICC) (two-way random, consistency, single measure) with bootstrap 95% confidence intervals (500 iterations) was calculated to quantify intra-observer agreement. To accommodate potential non-normality, ICCs were obtained via resampling. ICC values were classified as follows [16]: <0.5, poor; 0.5-0.75, moderate; 0.75-0.9, good; and >0.9, excellent agreement. Group ICCs were compared using a two-sided bootstrap test. The absolute difference between the first and second measurements of strain ratio and SWE values was used to enable uniform comparison across varying baseline elasticity values. Since small baseline values can result in disproportionately large percentages, absolute differences help minimize this distortion. Bland-Altman plots were constructed to visualize the agreement between the two repeated measurements. The mean difference (bias) and 95% limits of agreement (LoAs; mean difference±1.96×standard deviation) were calculated and displayed on the plot. If most points were near zero, the two measurements were considered to have good agreement.
All analyses were performed using SPSS Statistics version 29 (IBM Corp., Armonk, NY, USA) and R version 4.3.3 (R Foundation for Statistical Computing, Vienna, Austria). A two-sided P≤0.05 was considered statistically significant.

Results

The mean height and length of epidermal cysts were 8.54±4.93 mm and 15.89±8.05 mm, respectively. The mean area of epidermal cysts was 119.41±106.96 mm2.
The anatomical locations of epidermal cysts included the face and neck (n=89), back (n=58), chest (n=19), lower extremity (n=21), upper extremity (n=9), and buttocks (n=5). The mean ROI diameter was 2.41±1.81 mm (range, 0.66 to 9.99 mm) for SE images and 2.18±1.66 mm (range, 0.66 to 9.84 mm) for SW images. The mean ROI-to-lesion size ratios were 0.08±0.14 for SE images and 0.07±0.14 for SW images.
In group 1 (ROI diameter <2 mm), the mean ROI diameter was 1.39±0.31 mm for SE images (n=115) and 1.38±0.31 mm for SW images (n=137), with a mean ROI ratio of 0.03±0.04 for SE images and 0.03±0.02 for SW images. In group 2 (ROI diameter ≥2 mm), the mean ROI diameter was 3.77±2.01 mm for SE images (n=86) and 3.89±2.04 mm for SW images (n=64), with a mean ROI ratio of 0.15±0.18 for SE images and 0.18±0.20 for SW images. There was no significant difference in the height or depth of the lesion between the two groups (P>0.05 for both) (Figs. 1, 2).
Radiologist 1 performed the US examinations in 73 cases, while radiologist 2 performed the US examinations in 128 cases. There were no statistically significant differences between cases performed by the two radiologists in terms of lesion length, depth, or frequency of ROI size (P>0.05 for all comparisons).
The intra-observer agreement for strain ratio and SWE values is summarized in Table 1. Intra-observer agreements for strain ratio and SWE values were moderate overall. Subgroup analysis revealed moderate agreement for all parameters except SW velocity in group 2, which showed good agreement (Table 1). The ICC values for strain ratio, SW velocity, and SW elasticity in group 2 were higher than those in group 1, but the differences were not statistically significant.
The relationships between ROI diameter, ROI ratio, and measurement differences for strain ratio and SWE values are presented in Table 2. The mean differences in strain ratio were not significantly associated with ROI diameter, but showed a positive correlation with the ROI ratio. In contrast, mean differences in SW velocity and SW elasticity were significantly negatively correlated with both ROI diameter and ROI ratio (Table 2).
Mean differences in strain ratio did not differ significantly between group 1 and group 2 (1.15±2.19 vs. 1.11±1.56, P=0.089). However, group 2 demonstrated significantly lower mean differences in SW velocity (1.20±2.12 vs. 1.17±1.32, P=0.005) and SW elasticity (79.47±97.89 vs. 49.22±65.53, P=0.030) compared to group 1.
Bland-Altman plots showed small systematic bias for all EUS parameters. The 95% LoAs for strain ratio, SW velocity, and SW elasticity were narrower in group 2 than in group 1 (strain ratio, -4.820 to 4.898 vs. -3.850 to 3.679; SW velocity, -5.440 to 5.963 m/s vs. -3.738 to 3.064 m/s; SW elasticity, -416.604 to 255.348 kPa vs. -290.701 to 143.124 kPa) (Fig. 3). No proportional bias was detected (regression P>0.10 for all).

Discussion

The most important finding of this study was that an ROI diameter of ≥2 mm resulted in a smaller mean difference for SWE measurements when assessing epidermal cysts. The results showed that the mean difference in strain ratio did not vary significantly with absolute ROI diameter, but it increased as the ROI ratio grew.
A 2-mm cutoff for ROI diameter emerged as optimal because statistical analysis demonstrated that differences in EUS measurements decreased significantly once this threshold was exceeded. Furthermore, previous studies have also referenced 2 mm as the optimal ROI size for EUS measurements, supporting the validity of this threshold in this study. Given these findings, the authors recommend using a minimum ROI diameter of 2 mm to enhance SWE agreement in clinical practice.
In this study, SW velocity in group 2 showed good intra-observer agreement (ICC, 0.770), whereas the other parameters showed moderate agreement. ICC values for SW velocity were slightly higher than those for SW elasticity, likely because the conversion of velocity to Young’s modulus assumes isotropic tissue, such as water, and the added calculation step may therefore lower agreement for SW elasticity [2,3,7].
Prior work on ROI size and reproducibility has yielded inconsistent results. Dudea-Simon et al. [4] found higher inter-observer reproducibility with smaller ROIs (5 mm), whereas Havre et al. [9] reported no significant effect of ROI size on strain ratio in a phantom. Many EUS studies, though not focused on ROI size, have nonetheless adopted diameters of 2-3 mm [3,5,10,17-19]. In this study, epidermal cysts were usually less than 50 mm in diameter, with a mean length of 16.89 mm, which led us to select smaller ROI diameters for assessing intra-observer agreement, compared with the prior study.
The findings of this study indicate that a larger ROI diameter correlated with reduced mean differences in both SW velocity and SW elasticity. These results may account for the higher ICC values for SWE observed in group 2. Although Dudea-Simon et al. [4] reported improved reproducibility with small ROIs, their study defined "small" as 5 mm, a definition that does not contradict these findings.
In this study, the mean difference in strain ratio was unrelated to absolute ROI diameter; however, it increased when the ROI occupied a larger proportion of the lesion. This trend may reflect greater heterogeneity both within the target lesion and in the surrounding reference tissue captured by a larger ROI, thereby amplifying measurement variability. These findings indicate that the ROI ratio is a relevant factor for strain ratio repeatability and should be carefully standardized in future protocols.
This study has several limitations. First, the retrospective design may have introduced selection bias, and ROI sizes were not predetermined but instead evolved with operator experience. Because ROI placement was manual, the criteria for ROI size varied over time, and larger ROIs were selected more frequently in the later period. ROI sizes were adjusted to lesion size during examinations; rather than grouping cases, the present study classified them by ROI diameter and analyzed the ratio of ROI size across the entire dataset. Second, case numbers differed among ROI subgroups, which may have affected the assessment of intra-observer agreement. Prospective studies are needed to validate these findings. Third, manual ROI selection made it impossible to guarantee identical ROI sizes for both the reference tissue and the epidermal cyst. Likewise, SE and SWE images were not always acquired with identical ROIs. Although the researchers aimed for consistency, manual drawing and the time required to switch machine settings between SE and SWE prevented perfect alignment. Finally, the ROI size of the reference tissue may influence the strain ratio relative to the ROI ratio; however, this study did not assess the impact of varying ROI size of reference tissue or the ROI size of the epidermal cyst using fixed relative values.
In conclusion, this study demonstrated good intra-observer agreement for SW velocity measurement of epidermal cysts when the ROI diameter was ≥2 mm. A larger ROI diameter (≥2 mm) was also associated with a smaller mean difference in SWE measurements. Conversely, a large ROI ratio increased the mean difference in strain ratio, underscoring the need to tailor ROI selection to the specific EUS technique. These findings can guide radiologists in optimizing ROI size to achieve better intra-observer agreement during EUS of epidermal cysts.

Author Contributions

Conceptualization: Park HJ. Data acquisition: Kim JN, Park HJ. Data analysis or interpretation: Kim JN, Park HJ. Drafting of the manuscript: Kim JN, Park HJ. Critical revision of the manuscript: Park HJ. Approval of the final version of the manuscript: all authors.

Conflict of Interest

No potential conflict of interest relevant to this article was reported.

References

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Fig. 1.

A 71-year-old male patient with an epidermal cyst in the right inguinal area.

A well-defined heterogeneous hypoechoic lesion is seen in the subcutaneous tissue and dermis. The first strain elastography (SE) measurement yielded a strain ratio of 3.9 (A), and the second SE measurement yielded a strain ratio of 3.7 (B), with a mean region of interest (ROI) diameter of 0.98 mm and mean ROI ratio of 0.01. Separately, the first shear wave elastography (SWE) measurement yielded 8.33 m/s and 207.96 kPa (C), and the second SWE measurement yielded 12.01 m/s and 432.56 kPa (D), with a mean ROI diameter of 0.98 mm and mean ROI ratio of 0.01.
usg-24222f1.jpg
Fig. 2.

A 67-year-old female patient with an epidermal cyst in the anterior chest wall.

A well-defined heterogeneous hypoechoic lesion is seen in the subcutaneous tissue and dermis. The first strain elastography (SE) measurement yielded a strain ratio of 4.8 (A), and the second SE measurement yielded a strain ratio of 7.4 (B), with a mean region of interest [ROI] diameter of 6.71 mm and mean ROI ratio of 0.63. Separately, the first shear wave elastography (SWE) measurement yielded 5.83 m/s and 102.08 kPa (C), and the second SWE measurement yielded 6.69 m/s and 134.16 kPa (D), with a mean ROI diameter of 6.81 mm and mean ROI ratio of 0.65.
usg-24222f2.jpg
Fig. 3.

Bland-Altman plots of intra-observer agreement for elastography parameters.

Differences in strain ratio (A), shear wave velocity (m/s) (C), and shear wave elasticity (E) are presented for group 1 (region of interest [ROI] <2 mm). The absolute differences in strain ratio (B), shear wave velocity (m/s) (D), and shear wave elasticity (F) for group 2 (ROI ≥2 mm) are also shown. Each dot represents an individual epidermal cyst. The solid line denotes the mean difference (bias); dashed lines indicate the 95% limits of agreement (mean±1.96 standard deviation [SD]). Regression analysis revealed no proportional bias (P>0.10 for all).
usg-24222f3.jpg
usg-24222f4.jpg
Table 1.
Intra-observer agreement of strain ratio and SW values
First measurement Second measurement ICC (95% CI)
Strain ratio
 Total 1.40 (0.50-2.40) 1.30 (0.40-2.70) 0.661 (0.496-0.799)
 Group 1 1.30 (0.50-2.45) 1.10 (0.30-2.65) 0.642 (0.399-0.839)
 Group 2 1.40 (0.50-2.30) 1.35 (0.60-2.68) 0.698 (0.560-0.806)
 P-value 0.738 0.995
SW velocity (m/s)
 Total 5.60 (3.49-8.26) 5.64 (3.34-8.32) 0.667 (0.545-0.760)
 Group 1 5.90 (3.50-8.63) 5.62 (2.92-8.51) 0.643 (0.502-0.764)
 Group 2 5.12 (3.47-6.93) 5.65 (3.64-7.26) 0.770 (0.611-0.878)
 P-value 0.064 0.652
SW elasticity (kPa)
 Total 91.63 (35.25-204.08) 108.56 (33.72-211.43) 0.627 (0.504-0.739)
 Group 1 102.13 (35.23-221.67) 111.04 (31.52-226.50) 0.610 (0.458-0.736)
 Group 2 79.12 (36.53-146.83) 95.36 (37.49-148.31) 0.671 (0.415-0.842)
 P-value 0.022 0.066

Values are presented as median (range).

Group 1, ROI diameter <2 mm; group 2, ROI diameter ≥2 mm.

P-values represent comparison between group 1 and group 2.

SW, shear wave; ROI, region of interest; ICC, intraclass correlation coefficient; CI, confidence interval.

Table 2.
The relationships among the ROI diameter, ROI ratio, and differences in ultrasound elastography measurements
ROI diameter
ROI ratio
Rho value P-value Rho value P-value
Differences in strain ratio 0.067 0.344 0.217 0.002a)
Differences in SW velocity -0.221 0.002a) -0.158 0.026a)
Differences in SW elasticity -0.172 0.015a) -0.090 0.203

ROI ratio=area of ROI (mm2)/area of the lesion (mm2).

Differences in strain ratio=|strain ratio in first session–strain ratio in second session|.

Differences in SW velocity=|SW velocity in first session–SW velocity in second session|.

Differences in SW elasticity=|SW elasticity in first session–SW elasticity in second session|.

ROI, region of interest; SW, shear wave.

a) Statistical significance.

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