| Literature DB >> 32716972 |
Hubert Krysztofiak1,2, Marcel Młyńczak3, Łukasz A Małek4, Andrzej Folga2, Wojciech Braksator5.
Abstract
BACKGROUND: To assess left ventricular hypertrophy, actual left ventricular mass (LVM) normalized for body size has to be compared to the LVM normative data. However, only some published normative echocardiographic data have been produced separately for girls and boys; numerous normative data for the pediatric population are not sex-specific. Thus, this study aimed to assess whether the LVM normative data should be developed separately for girls and boys practicing sports.Entities:
Mesh:
Year: 2020 PMID: 32716972 PMCID: PMC7384656 DOI: 10.1371/journal.pone.0236632
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Characteristics of the study participants.
| Girls | Boys | Combined groups | |
|---|---|---|---|
| 331 | 490 | 821 | |
| Age [years] | 12.0 (5.0) | 13.0 (5.0) | 12.0 (5.0) |
| Height [cm] | 153.0 (23.0) | 163 (34.0) | 158.0 (85.0) |
| Body mass [kg] | 41.8 (20.4) | 50.25 (30.8) | 46.3 27.2) |
| BSA [m2] | 1.33 (0.41) | 1.51 (0.61) | 1.41 (0.56) |
| cLBM [kg] | 29.78 (13.25) | 38.41 (23.87) | 33.10 (20.38) |
| LVM [g] | 103.98 (44.01) | 126.42 (80.36) | 113.27 (62.57) |
| LVIDd [mm] | 42.0 (6.0) | 46.0 (9.0) | 44.0 (8.0) |
| IVSd [mm] | 8.0 (1.0) | 8.0 (2.0) | 8.0 (2.0) |
| PWTd [mm] | 7.0 (1.0) | 8.0 (2.0) | 8.0 (2.0) |
| RWT | 0.35 (0.05) | 0.36 (0.06) | 0.36 (0.06) |
| RHR [beats/min] | 75 (15) | 68 (15) | 71 (16) |
| SBP [mm/Hg] | 111 (19) | 116 (17) | 114 (18) |
| DBP [mm/Hg] | 64 (12) | 65 (10) | 64 (11) |
| Training [min] | 240 (180) | 270 (180) | 270 (180) |
Data are expressed as “median (interquartile range)”; BSA, body surface area according to the Haycock formula [33]; cLBM, lean body mass computed according to Foster’s at al. equations [34]; LVM, left ventricular mass; LVIDd, left ventricular internal dimension; IVSd, interventricular septal thickness; PWTd, posterior wall thickness; RWT, relative wall thickness calculated as RWT = 2×PWTd/LVIDd [2]; Training stands for the weekly volume of training. It is a measure of participation in sports activity and was estimated as the product of the average number of training sessions per week and the average duration of a single session; RHR, resting heart rate; SBP and DBP, systolic, and diastolic blood pressure, respectively.
Fig 1The scatter plots of LVM against body size parameters in girls and boys.
On each scatter plot, the data points of girls (red) and boys (blue) are shown, and specific regression lines are fitted, respectively. BSA, body surface area according to the Haycock formula [33]; cLBM, lean body mass computed according to Foster’s at al. equations [34];.
Coefficients estimated in the applied regression model.
| LVM | ||||
|---|---|---|---|---|
| -145.8641 | 1.6473 | -62.9753 | 0.5205 | |
| -17.7802 | 91.1975 | -27.8703 | 31.5822 | |
| 17.2105 | 2.8826 | -4.9287 | 0.3549 | |
| 26.1783 | 1.8052 | -11.4169 | 0.5877 | |
For the combined groups of girls and boys, the regression model has a form of the following equation: y = β0+β1x+β2z+β3xz, where y is LVM, x is body size variable, and z is the dummy variable representing sex.
The LVM normative data computed based on LVM indices.
| Allometric exponent | LVM index | |
|---|---|---|
| LMV indexed to BSA | N/A | 77.4121 (11.1118) |
| LVM indexed to height | 2.7 | 33.2248 (5.0743) |
| LVM indexed to BSA | 1.3100 | 71.0274 (10.0675) |
| LVM indexed to height | 2.4340 | 37.1008 (5.5716) |
| LMV indexed to BSA | N/A | 90.0531 (17.3508) |
| LVM indexed to height | 2.7 | 37.6220 (7.2802) |
| LVM indexed to BSA | 1.3100 | 80.2761 (13.8976) |
| LVM indexed to height | 2.5776 | 39.7813 (7.6853) |
| LMV indexed to BSA | N/A | 84.9567 (16.3620) |
| LVM indexed to height | 2.7 | 35.8492 (6.8284) |
| LVM indexed to BSA | 1.3100 | 76.5473 (13.2882) |
| LVM indexed to height | 2.6217 | 37.1058 (7.0667) |
The LVM normative data are expressed as “mean (standard deviation).” For BSA, the BSA is raised to the power of b, where b is equal to the allometric exponent estimated for the combined group; for height, the height is raised to the power of bs, where bs is equal to the allometric exponent that is group-specific—estimated separately for the combined group, for girls, and boys, respectively.
Fig 2Scatter plots of the LVM z-scores calculated from the normative data generated using the LMS method.
The sex-specific z-scores are displayed against the non-specific. The data points corresponding to girls are red, and to boys are blue. Regression lines are fitted to the sex-specific data—the solid red line to girls and the solid blue line to boys, respectively. The line of equality (solid black line) is drawn on each graph, as well as one horizontal line (dotted line) and one vertical line (dashed line) at LVM z-score equal to +1.65, indicating the limit for diagnosis of LV hypertrophy. BSA, body surface area according to the Haycock formula [33]; cLBM, lean body mass computed according to Foster’s at al. equations [34];.
Fig 3The scatter plots of the z-scores calculated on normative data based on LVM indices–the sex-specific vs. non-specific.
The design of the scatter plots is the same as for Fig 2.
The differences between non-specific and sex-specific LVM z-scores.
| Mean difference | ||
|---|---|---|
| LVM for Height (LMS) | -0.3218 (0.2184) | |
| LVM for BSA (LMS) | -0.3725 (0.2653) | |
| LVM for cLBM (LMS) | -0.1670 (0.1608) | |
| LMV indexed to BSA | -0.4611 (0.3209) | |
| LVM indexed to height | -0.3843 (0.2569) | |
| LVM indexed to BSA | -0.4154 (0.2438) | |
| LVM indexed to height | -0.3943 (0.2858) | |
| LVM for Height (LMS) | 0.2171 (0.0956) | |
| LVM for BSA (LMS) | 0.2507 (0.0622) | |
| LVM for cLBM (LMS) | 0.1118 (0.0845) | |
| LMV indexed to BSA | 0.3115 (0.0604) | |
| LVM indexed to height | 0.2596 (0.0662) | |
| LVM indexed to BSA | 0.2806 (0.0459) | |
| LVM indexed to height | 0.2664 (0.0730) |
The data are expressed as “mean difference (standard deviation).” LMS in brackets means that these LVM normative data were produced using the LMS method. For BSA, the BSA is raised to the power of b, where b is equal to the allometric exponent estimated for the combined group; for height, the height is raised to the power of bs, where bs is equal to the allometric exponent that is group-specific—estimated separately for the combined group, for girls, and boys, respectively.
The number of indications of LV hypertrophy based on sex-specific and non-specific LVM normative data.
| Sex-specific normative data | Non-specific normative data | Percent of discordant indications (95% CI) | |
|---|---|---|---|
| LVM for Height (LMS) | 15 | 5 | 66.7% (38.3–88.2%) |
| LVM for BSA (LMS) | 19 | 1 | 94.7% (73.9–99.9%) |
| LVM for cLBM (LMS) | 21 | 5 | 76.2% (52.8–91.8%) |
| LMV indexed to BSA | 20 | 0 | 100% (83.2–100%) |
| LVM indexed to height | 16 | 2 | 87.5% (61.6–98.5%) |
| LVM indexed to BSA | 19 | 2 | 89.5% (66.9–98.7%) |
| LVM indexed to height | 15 | 2 | 86.7% (59.5–98.3%) |
| LVM for Height (LMS) | 20 | 31 | 35.4% (19.2–54.6%) |
| LVM for BSA (LMS) | 19 | 33 | 42.4% (25.5–60.8%) |
| LVM for cLBM (LMS) | 18 | 28 | 35.7% (18.6–55.9%) |
| LMV indexed to BSA | 29 | 50 | 42.0% (28.2–56.8%) |
| LVM indexed to height | 22 | 42 | 47.6% (32.0–63.6%) |
| LVM indexed to BSA | 26 | 50 | 48.0% (33.7–62.6%) |
| LVM indexed to height | 22 | 44 | 50.0% (34.6–65.4%) |
The subjects were classified as having LVH when their LVM z-score > +1.65. Confidence intervals (CI) for the proportions are Clopper-Pearson exact confidence intervals. The designations of LVM normalization methods are the same as in Table 4.