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. 2023 Aug 19;118(4):792–803. doi: 10.1016/j.ajcnut.2023.08.006

Table 3.

LMS values and reference ranges for appendicular lean soft tissue mass and fat mass index

Age, y Appendicular lean soft tissue mass index, kg/m2
Females
Males
L S −2 SD −1 SD 0 SD (M) 1 SD 2 SD L S −2 SD −1 SD 0 SD (M) 1 SD 2 SD
5.0–5.9 0.967 0.120 3.200 3.700 4.203 4.708 5.215 −0.072 0.116 3.615 4.053 4.550 5.112 5.749
6.0–6.9 0.847 0.121 3.396 3.921 4.458 5.004 5.559 −0.077 0.117 3.804 4.270 4.798 5.398 6.079
7.0–7.0 0.727 0.123 3.592 4.141 4.711 5.300 5.908 −0.082 0.118 3.992 4.486 5.048 5.685 6.411
8.0–8.9 0.607 0.125 3.796 4.369 4.974 5.608 6.272 −0.087 0.120 4.177 4.699 5.293 5.970 6.742
9.0–9.9 0.487 0.126 4.019 4.617 5.258 5.941 6.667 −0.092 0.121 4.367 4.919 5.547 6.265 7.085
10.0–10.9 0.367 0.127 4.263 4.886 5.565 6.299 7.093 −0.097 0.122 4.582 5.167 5.835 6.598 7.473
11.0–11.9 0.248 0.128 4.513 5.160 5.874 6.661 7.524 −0.102 0.124 4.843 5.467 6.182 7.001 7.941
12.0–12.0 0.128 0.128 4.740 5.405 6.151 6.984 7.914 −0.107 0.125 5.159 5.831 6.601 7.484 8.501
13.0–13.9 0.008 0.129 4.921 5.597 6.366 7.239 8.231 −0.112 0.126 5.512 6.235 7.064 8.018 9.117
14.0–14.0 −0.112 0.129 5.050 5.731 6.516 7.422 8.470 −0.117 0.126 5.860 6.632 7.518 8.539 9.718
15.0–15.9 −0.232 0.130 5.133 5.814 6.609 7.543 8.645 −0.122 0.127 6.160 6.972 7.907 8.985 10.230
16.0–16.0 −0.352 0.131 5.182 5.859 6.662 7.621 8.776 −0.127 0.127 6.387 7.230 8.200 9.321 10.616
17.0–17.9 −0.472 0.133 5.210 5.882 6.690 7.673 8.884 −0.132 0.127 6.544 7.407 8.401 9.549 10.878
18.0–18.9 −0.592 0.134 5.225 5.891 6.702 7.708 8.977 −0.138 0.127 6.650 7.524 8.533 9.697 11.046
19.0–19.9 −0.712 0.136 5.229 5.887 6.701 7.729 9.059 −0.143 0.126 6.727 7.609 8.625 9.799 11.160
Age, y Fat mass index, kg/m2
Females
Males
L S −2 SD −1 SD 0 SD (M) 1 SD 2 SD L S −2 SD −1 SD 0 SD (M) 1 SD 2 SD
5.0–5.9 −0.226 0.266 2.440 3.116 4.035 5.311 7.118 −0.235 0.277 1.949 2.508 3.279 4.364 5.930
6.0–6.9 −0.241 0.280 2.429 3.132 4.106 5.486 7.491 −0.270 0.296 1.894 2.468 3.280 4.465 6.251
7.0–7.0 −0.256 0.294 2.435 3.171 4.209 5.711 7.952 −0.306 0.316 1.878 2.475 3.347 4.667 6.757
8.0–8.9 −0.270 0.307 2.461 3.233 4.342 5.981 8.493 −0.342 0.336 1.904 2.538 3.489 4.988 7.496
9.0–9.9 −0.282 0.319 2.497 3.308 4.489 6.268 9.063 −0.379 0.356 1.947 2.618 3.655 5.358 8.381
10.0–10.9 −0.288 0.328 2.541 3.388 4.636 6.546 9.603 −0.417 0.374 1.967 2.663 3.769 5.656 9.224
11.0–11.9 −0.288 0.335 2.598 3.482 4.796 6.822 10.101 −0.453 0.388 1.938 2.636 3.770 5.780 9.821
12.0–12.0 −0.281 0.339 2.689 3.618 5.001 7.142 10.614 −0.486 0.400 1.859 2.535 3.654 5.701 10.063
13.0–13.9 −0.271 0.341 2.823 3.808 5.275 7.540 11.197 −0.512 0.408 1.756 2.397 3.473 5.491 10.001
14.0–14.0 −0.259 0.341 2.987 4.036 5.594 7.991 11.835 −0.529 0.414 1.664 2.274 3.305 5.272 9.812
15.0–15.9 −0.248 0.340 3.154 4.267 5.916 8.443 12.470 −0.533 0.417 1.612 2.206 3.216 5.154 9.691
16.0–16.0 −0.241 0.340 3.305 4.476 6.209 8.858 13.064 −0.523 0.419 1.612 2.211 3.231 5.188 9.751
17.0–17.9 −0.238 0.341 3.431 4.653 6.460 9.223 13.609 −0.502 0.421 1.653 2.278 3.339 5.361 9.988
18.0–18.9 −0.239 0.343 3.534 4.796 6.668 9.537 14.104 −0.470 0.424 1.714 2.376 3.497 5.608 10.302
19.0–19.9 −0.243 0.345 3.611 4.905 6.830 9.792 14.531 −0.432 0.426 1.773 2.477 3.661 5.862 10.588

LMS analysis was implemented using the Generalized Additive Models for Location Scale and Shape (GAMLSS) function in R to generate values for L (lambda), S (sigma) and M(mu). L, M, and S are used to calculate smoothed distributions using the formula: M (1 + LSZ)1/L, where Z is a Z-score in the normal distribution. The smoothed distributions for −2, −1, 0 (median, i.e., mu), 1 and 2 SD are shown in the table. L, M, and S also are used to calculate exact Z-scores using the formula Z = [((X/M)L) – 1]/L•S, where X is the measured value.