3 RESULTS
The mean gliding speed was 6.69 m/s for the high-
rank group and 6.20 m/s for the low-rank group. The
difference between the highest speed of gliding seen
in the Phase P and the lowest speed of gliding seen
in the Phase G did not show a significant difference
between the high-rank group and the low-rank group.
Of the experimental participants, male A had the
highest gliding speed (one stroke: 7.12 m/s; Phase P:
7.29 m/s; Phase G: 7.01 m/s).
3.1 Relationship between Cycle Length
and Cycle Rate
Table 1: Correlation between cycle length and cycle rate
in the high-rank group and low-rank group. (Pearson
correlation coefficient).
A significant negative correlation was observed
in the relationship between cycle length and cycle
rate, excluding the Phase P of the high-rank group.
Of all the skiers, male A had the fastest Phase P
cycle rate as well as the longest stride. Results from
the cluster analysis allowed us to aggregate and
classify the other skiers' relationships between cycle
rate and cycle length in the Phase P. There seems to
be a tendency for male A to overcome the trade-off
of cycle length and cycle rate. Other high-rank-
group skiers overcame the Phase G trade-off, and
low-rank-group skiers overcame the Phase P and
Phase G trade-offs, a fact which is regarded as a
challenge for improving their double poling skills to
an internationally competitive level.
3.2 Angular Velocity Changes of the
Upper Limb Joints, and the Time
Relationship between Elbow Joint
Extension and Shoulder Joint
Flexion
Maximum flexion angular velocity of the shoulder
joint relative to the elbow joint extension start point
was high in the high-rank group, but low in the low-
rank group, and the difference between the two
groups showed a significant (p=.069). Both time
points coincided for male A (fig. 2 ➀).
Figure 2: In phase P time relationship of elbow joint and
shoulder joint motion and male A's angular velocity
changes.
In the time from the Nagano Olympics (1998) to
the Turin Olympics (2006), skiers at an
internationally competitive level have had
coinciding time points for maximum flexion angular
velocity of the shoulder joint and elbow joint
(Suzuki et al., 2002). However, currently the time
point for the maximum flexion angular velocity of
the elbow joint has moved forward relative to the
maximum flexion angular velocity of the shoulder
joint, appearing at about the same time as ground
contact of the poles, as is the case with male A (fig.
2 ➁). This means that the timing skill where by the
elbow joint flexes at the greatest speed is now earlier
than before.
3.3 Each Joint Flexion Angular
Velocity Changes, and Time
Relationship between Elbow Joint
Flexion and Hip Joint Flexion
Figure 3: In phase P elbow/hip/shoulder joint maximum
flexion angular velocity.
The maximum flexion angular velocity of the
elbow was significantly higher in the high-rank
group than the low-rank group (p=.007). Male A's
angular velocity was substantially the same as the
mean of the low-rank group. The high-rank group
had a slightly higher maximum flexion angular
Phase P Phase G
High rank group -.784 -.907*
Low rank group -.979** -.989**
**:p <.01 *:p <.05
Cy cle rate
Cycle length
-0.029
0.073
-0.003
-0.22 -0.11 0.00 0.11 0.22
Time (s)
Male A
Low rank group
High rank group
†:p<.10
Time points for extension start point of the elbow joint
Angular velocity of Shoulder joint (deg/s)
Angular velocity of elbow joint (deg/s)
7.5
7.0
6.5
6.0
5.5
800
400
-400
-800
0
0.0 0.2
0.4 0.6
0.8 s
②
①
Velocity of CG(m/s)
Male A
0
100
200
300
400
500
600
700
Elbow joint Hip joint Shoulder joint
Angular velocity (deg/s)
High rank group Low rank group Male A
**:p<.01 †:p<.10
†
**