Here, you can see two sets of data from two independent sources
showing the average weights for each body segment. These variations
tell us that the numbers can be easily rounded as long as they
are within the limits of all data sets for that particular segment.
Both data sets have both male and female percentages. We have
averaged out each set of data, so one set of data represent averages
for both men and women.
Plagenhoef's Segment Weight data
|
Segment |
Quantity |
Percent |
Extension |
|
Head |
1 |
8.23 |
8.23 |
|
Whole Trunk |
1 |
54.15 |
54.15 |
|
Total Arm |
2 |
5.33 |
10.66 |
|
Total Leg |
2 |
17.55 |
35.10 |
|
Total Percent: |
|
|
108.14 |
|
de Leva's Segment Weight data
|
Segment |
Quantity |
Percent |
Extension |
|
Head |
1 |
6.810 |
6.81 |
|
Trunk |
1 |
43.020 |
43.02 |
|
Total Arm |
2 |
4.715 |
9.43 |
|
Total Leg |
2 |
20.370 |
40.74 |
|
Total Percent: |
|
|
100 |
|
Leva's List of Percentage of Body weight is 100% total, whereas
Plagenhoef's data add past 108%! We are guessing either certain
segments share mass with adjoining segments, or more likely,
the head is considered as part of the whole trunk in Plagenhoef's
data.
Leva's data were derived from young athletic Russian subjects
instead of cadavers of older subjects. For this reasons we favor
Leva's data. However, there may be cases, where we may need to
borrow figures from Plagenhoef's data if it cannot be ascertained
from Leva's data. For example, Leva's data does not break down
whole trunk so we have to use Plagenhoef's to calculate the bodyweight
used during exercises like weighted
crunch and weighted
leg hip raise.
Paolo de Leva (1996) Adjustments to Zatsiorsky-Seluyanov's
Segment Inertia Parameters . Journal of Biomechanics 29 (9),
pp. 1223-1230.
|
Means |
|
Subjects |
Weight (kg) |
Age (yrs) |
Height (cm) |
|
100 Men |
73 |
23.8 |
173.1 |
|
100 Women |
61.99 |
19.0 |
173.5 |
Plagenhoef, S., Evans, F.G. and Abdelnour, T. (1983) Anatomical
data for analyzing human motion. Research Quarterly for Exercise
and Sport 54, 169-178.