1000
Asia Pacific J Clin Nutr (1997) 6(3): 186-190
Asia Pacific J Clin Nutr (1997) 6(3): 186-190

The
validity of predicted body fat percent in Chinese children
with Caucasian prediction formulas
Paul Deurenbergl and Jingzhong
Wang2
1 Department of
Human Nutrition, Wageningen Agricultural University, Wageningen, The
Netherlands2 Chinese Academy of Preventive
Medicine. Institute of Nutrition and Food Hygiene, Beijing, PR China
Body composition was measured by underwater weighing
and by anthropometry and bio-electrical impedance in 165 Chinese
boys and 150 Chinese girls, aged 7 to 17 years and living in Beijing.
Until age 12 years there were no differences in body weight, body
height and body mass index (kg/m2) between boys and girls,
but body fat from density was slightly higher in girls. After age
12 boys had higher body weights, body heights and body mass index
but lower body fat as calculated from body density. Predicted body
fat from body mass index, body impedance and skinfold thickness
was generally slightly lower compared to body fat from body density,
except for body fat from impedance, which was both in boys and in
girls slightly higher compared to body fat from body density. However,
the mean differences were small and maximally reached 2.7% body
fat in boys (impedance) and 1.7% in girls (skinfolds). The standard
deviations of the differences were within the estimation error of
the used methodology and comparable with values obtained in other
studies. The differences between measured and predicted values were
slightly higher in the youngest and the oldest children, probably
indicating invalid assumptions in the used methodologies at these
ages. At the lower level of body fatness all prediction formulas
systematically overestimated body fat, and at higher fat levels
body fat was systematically underestimated. It is concluded that
prediction formulas developed in Caucasian subjects are generally
valid in Chinese (Beijing) children.
Key words: Body composition, body
fat, densitometry, bioelectrical impedance, skinfolds, body mass index,
children, Chinese
Introduction
There are numerous methods to assess body composition1,2.
For body fat and fat free mass the densitometric method is normally
regarded as the method of reference. The method is based on a two-compartment
model of the body, the fat mass (FM) and the fat free mass (FFM),
each with its own assumed constant density. From chemical analysis
of adult carcasses the densities of the two compartments have been
calculated as 0.9 and 1.1 kg/L for FM and FFM respectively1,3.
In vivo studies using modern methodologies have confirmed these
density values4. However, for children the density of the
FFM is surely lower, due to a higher water content of the fat free
mass and a lower level of mineralisation 1000 of the bones1,5,6.
In adults the percent body fat from body density can be calculated
with Siris3 formula, but in children and adolescents
an adaptation of this formula is necessary to correct for the lower
density of the FFM6,7. As the measurement of body density
by hydro-densitometry is not an easy task, and the method is not suitable
to use in larger studies2, predictive methods have been
developed with which an assessment of the amount of body fat can be
obtained from simple measurements. These methods include the measurements
of the subcutaneous fat layer by skinfold thickness measurements,
the use of weight-height indices and, recently, also the measurement
of the total body impedance8-11. The principle of these
methods is based on a statistical relationship of measured body parameters
with the densitometric measured body fat or fat-free mass. Most prediction
formulas described in the literature are developed in Caucasian populations,
and it can be argued that the validity of these methods may be inadequate
in other ethnic groups, due to differences in the relationship between
subcutaneous fat and total fat (skinfold measurements) and differences
in body build (weigh-height indices and impedance). Recently, Eston
et al12 used bioelectrical impedance to predict
body composition in a group of Chinese boys and girls. They found
bio-electrical impedance to be a good method of estimating fat free
mass and fat mass in Chinese youth. However, skinfolds were used as
the method of reference.
Assuming that the densities of the FM and the FFM
are not different in Asians (Chinese), the validity of the prediction
methods can better be tested by comparing measured values of body
fat from body density with predicted values. Aim of this study was
to test the validity of predicted body fat from skinfolds, body mass
index and bio-electrical impedance from prediction equations developed
in Caucasian children in Chinese children living in Beijing.
Subjects
and methods
In total 315 children and adolescents, 165 boys and
150 girls, aged 7 to 17 years, were measured at the Institute of Nutrition
and Food Hygiene, Beijing, China. They were invited to come to the
Institute in the morning in the fasting state. The study protocol
was approved by the Medical Ethical Committee of the Chinese Academy
of Preventive Medicine. Body weight was measured after voiding to
the nearest 0.1 kg using a digital scale (Tefal, SC3218, Rumilly,
France). Body height was measured to the nearest 0.1 cm with a wall
mounted stadiometer (Lameris, Utrecht, The Netherlands). Body mass
index (kg/m2) was computed as weight divided by height
squared. From body mass index body fat was calculated using age and
sex specific prediction formulas13. Skinfold thicknesses
(biceps, triceps, subscapular and supra-iliac) were measured in triplicate
at the left side of the body using a Holtain skinfold caliper (Holtain
Ltd, Crymych, Dyfed, UK). The mean values were used for the calculation
of body fat percent (BF%), using the prediction equations from the
literature from triceps and subscapular skinfolds14, and
from all four skinfolds7. Total body impedance at 50 kHz
(Humanim, Dietosystems, Milan, Italy) was measured immediately after
lying supine at the left side of the body. From height and impedance
the impedance index (height2/Z, m2/W ) was computed. From impedance index, weight,
height, age and sex (females=0, males =1) fat free mass (FFM) was
calculated11. Body density was derived from underwater
weighing. The subjects were weighed lying supine and completely immersed
in water using a digital scale (Model IC34, Sartorius, Gottingen,
Germany) while breathing through 1000 a respirometer (Volugraph VG
2000, Mijnhardt, Bunnik, The Netherlands) for simultaneous measurements
of the residual lung volume. The lung volume method is based on helium
dilution. The measurements were in most subjects performed in duplicate.
The within-subject within-day variability in measured body density
of the system, calculated from triplicate measurements in 5 children
was 0.0024 kg/L, equivalent to an error in percent body fat of about
1%. Body fat was calculated from body density using an adapted formula
for children and adolescents7.
The SPSS-program15 was used for statistical
calculations. Differences in parameters between groups were tested
with the Student t-test. Differences between measured and predicted
values (residuals) were tested by paired Student t-test and with the
technique described by Bland & Altman16. Correlations
are Pearsons product moment correlations. Values are expressed
as mean ± standard deviation (SD).
Results
Table 1 gives some characteristics of the children,
divided into two age groups, 7-11 years and 12-17 years, for boys
and girls separately. In the younger age group age, body weight, body
height and body mass index were not different between boys and girls.
Percent body fat was higher in girls in the younger age group. In
the older age group all parameters were different between boys and
girls, boys being older and having a higher weight, height and body
mass index, but a lower percent body fat.
Table 1. Characteristics of the subjects (mean
± SD).
Age group |
7-11 years
|
12-17 years
|
|
Boys (84)
|
Girls (81)
|
Boys (72)
|
Girls (78)
|
|
Mean
|
SD
|
Mean
|
SD
|
Mean
|
SD
|
Mean
|
SD
|
Age (years) |
1000
9.0
|
1.5
|
9.4
|
1.3
|
14.7
|
2.0
|
13.9*
|
1.7
|
Weight (kg) |
30.6
|
9.4
|
31.4
|
10.6
|
56.1
|
11.4
|
48.3*
|
10.0
|
Height (m) |
1.34
|
0.09
|
1.36
|
0.11
|
1.65
|
0.10
|
1.58*
|
0.07
|
BMI (kg/m2)
|
16.7
|
3.6
|
16.6
|
3.5
|
20.4
|
3.1
|
19.3*
|
3.5
|
Body fat % |
18.6
|
8.6
|
21.3*
|
8.2
|
17.8
|
7.1
|
22.9*
|
7.3
|
* p<0.05 between the sexes
As shown in Table 1, boys between 7 and 11 years,
taken as a single group, have a significantly lower percentage of
fat than girls, when they are grouped by years as in Figure 1 there
are no significant differences until the 13 year old group. From age
7 years, body weight steadily increased to age 16 in girls and to
age 15 in boys. Fat-free mass remained constant after age 13 in girls
and after age 16 in boys. Body height was not different between boys
and girls at ages 7 to 10 years (mean values for boys and girls combined
1.22 ± 0.05 m at age 7 years, 1.39 ± 0.07 m at age 10 years) but was higher in the 11 years old girls (1.48
± 0.07 m) compared to boys (1.41 ± 0.06 m). After that age boys were taller
than girls. After age 13 years body height in girls did not increase
and remained stable at 1.60 ± 0.05 m. Boys increased their height
until age 16 years, where it stabilised at 1.71 ±
0.06 m.
Figure 1. Body fat in Chinese boys and girls
of different age.

In Table 2 the percent body fat from density is listed
together with the predicted amount of body fat using different prediction
equations. All predicted values in boys and girls were different from
measured body fat. The correlations between body fat from density
and body fat estimates from body mass index, body impedance and skinfolds
are given in Table 3.
Table 2. Body fat percent from body mass index
and predicted body fat from body mass index, impedance and skinfold
thickness (mean ± SD).
|
Boys (165)
|
Girls (150)
|
|
Mean
|
SD
|
Mean
|
SD
|
Body fat density |
18.3
|
8.1
|
22.1
|
7.8
|
Body mass index |
16.7*
|
5.4
|
20.6*
|
5.2
|
Body fat impedance |
19.4*
|
6.4
|
24.8*
|
5.0
|
Body fat skinfoldsa |
16.6*
|
5.4
|
20.4*
|
5.8
|
Body fat skinfoldsb |
18.4
|
8.3
|
20.1*
|
6.7
|
a calculated from biceps, triceps, subscapular
and supra-iliac7; b calculated from triceps
and subscapular14; * p<0.01 compared to body fat from
density
Table 3. Correlation coefficients between body
fat from density and predicted body fat*.
males\females |
Bfdens
|
Bfbmi
|
Bfimp
|
Bfskfda
|
Bfskfdb
|
Bfdens |
-
|
0.74
|
0.71
|
0.74
|
0.73
|
Bfbmi |
0.72
|
-
|
0.76
|
0.88
|
0.86
|
Bfimp |
0.68
|
0.77
|
-
|
0.77
|
0.75
|
Bfskfda |
0.73
|
0.88
|
0.81
|
-
|
0.93
|
Bfskfdb |
0.73
|
0.85
|
0.70
|
0.90
|
-
|
* all values p<0.001 ; a calculated
from biceps, triceps, subscapular and supra-iliac7; b calculated
from triceps and subscapular14
All correlation coefficients were highly significant
and were slightly higher in girls. Mean errors in predicted body fat,
using either method, were slightly lower in the middle age (11 to
14 years) groups, but did never exceed 2.7 % body fat in boys (using
impedance) and 1.7% body fat in girls (using skinfolds). The standard
deviation of the differences was in boys and girls for each method
between 4 and 5% body fat. Figure 2 shows the individual differences
of predicted body fat percent measured minus predicted) with body
fat from density. For all methods the correlations were positive,
indicating that at low levels of body fat the prediction equations
generally overestimated body fat, and at higher levels of body fat
the predicted values generally underestimated body fat.
Figure 2. Individual differences between percent body fat from density
and from predictive methods.

Discussion
The measured children were a non specially selected
sample of school children living in Beijing, the capital of China.
However, no attempts were made to obtain a representative sample of
the children population in Beijing. Compared to data of a recently
performed nation wide survey in China the children were about 5kg
heavier and 5cm taller, depending on age and gender (Ge, personal
communi-cation). There are known differences between weight and height
of the rural and urban population in China17, which explain
these differences. As the validity of predictive methods based on
impedance and body mass index depends on body build, results could
be different in Chinese children with different body shape. When comparing
the mean values of weight and height of the children in this study
with the data of children in comparable studies in western countries13,14
the values in China are remarkably lower. This observation is also
made for body height and body weight at adult age in the Chinese17-19.
The body mass index in boys and girls in both age groups in this study
was comparable with the values reported in Dutch children of comparable
age7. Percent body fat from body density was both in boys
and in girls in both age groups slightly higher compared to Dutch
children13 and comparable or only slightly lower compared
to American children14. Mean triceps skinfold thickness
at each age was between the 25th and 50th percentile of the references
values for American children20. The observed non-differences
in weight, height and body mass index between boys and girls aged
<12 years are found in most anthropometric studies in pre-pubertal
children. The significant differences between the sexes in all parameters
in the older age groups, reflects the normal gender differences in
these parameters after the onset of puberty1,7,21,22. At
17 years, both boys and girls had reached the body height and fat
free mass also observed in Chinese adults, aged 18-25 years, which
is 1.62 ± 0.06m and 39.0 ± 3.7 kg for height and fat free mass respectively in females and 1.71
± 0.06 m and 51.7 ± 5.9 kg in males19. Predicted body fat using body mass index,
bio-electrical impedance or skinfolds was highly correlated in both
boys and girls. The observed correlation coefficients are comparable
with those found in other studies in which predictive methods were
compared with reference methods10,23,24. The mean differ-ence
between measured and predicted body fat, as can be read from Table
2 were well within mean errors observed in other studies10,25.
It seems typical that the lowest mean errors both in boys and girls
are found in the middle of the age range that was studied. It could
be that in the lower and higher age ranges, the formulas used are
less valid. This is confirmed by the fact that, in girls older then
15 years, when the prediction equation of Durnin and Womersley23
was used instead of the used equation for young adolescents, the mean
error in girls was 0.0 ± 3.6% instead of 3.3 ± 3.8%. The higher individual error (SD) in children compared to Chinese
adults19 could be due to violations of the assumptions
made in the calculation of the percent body fat from body density.
Generally, it is better to use biological age inste 1000 ad of calender
age7,14, but no attempts were made to measure biological
age in this group of children. When using two other equations (Houtkoper
et al26 and Cordain et al27) from
the literature to predict body fat from impedance, the mean difference
of these methods with body fat from density in boys was 3.0 ± 6.3% with a range of -13 to ± 22%26 and 11.6 ± 10.0% with a range of -17 to ±
4227. In girls these figures were 2.6 ± 6.1% (range -12 to +30) and 9.7
± 10.0% (range -12 to +56) respectively. These results are not in agreement
with the results of the study of Eston et al12 who
reported a very low mean error in both Chinese boys and girls using
the Houtkoper26 formula. However, the method of reference
in their study was based on skinfold measurements28. With
the formula of Cordain et al27 13 out of 165 boys
and 27 out of 150 girls had a negative value of percent body fat,
thus the formula seems not to be adequate in Chinese youth. The observed
relationship of the residuals with the level of body fatness from
density (Figure 2) is found in several studies29-30, also
in Chinese19. It can be explained by violations of assumptions
made in the several predictive methods techniques1. Apart
from the predictive methods, the method of reference can also give
rise to errors in the extreme ranges of body fat1. The
fact that the correlation between the residuals of the three predicted
values were highly correlated (correlation coefficients ranging from
0.75 to 0.90) indicates that the error in body fat from body density
is at least partly responsible for the individual errors as well as
for the relation of the residuals with the level of body fatness.
The overestimation of body fat in the lean subjects using predictive
methods shows the necessity to develop specific prediction formulas
for use in populations with a high prevalence of low weight (low fat)
subjects.
In summary, the prediction of body fat from body mass
index, bioelectrical impedance and skinfolds thickness, using equations
from the literature showed comparable mean values with body fat calculated
from body density. Further studies are necessary to show whether in
Chinese children from other regions, possibly having a different body
build, these prediction formulas are also valid.
Acknowledgements. We would like to thank Prof Keyou Ge, Prof Xuechum Chen, Dr Beat
Schurch (Nestle Foundation), Dr Shian In, Dr Huicheng Yan and Mrs
Xiaogui Wang for their advice and help in the study. The study was
granted by the Nestle Foundation, Lausanne, Switzerland. Dietosystem,
Milan, Italy provided the impedance analyzer.
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The validity of predicted body fat
percent in Chinese children with Caucasian prediction formulas
Paul Deurenberg and Jingzhong Wang
Asia Pacific J Clin Nutr (1997) 6(3): 186-190


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