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SNOW FLOW EXPERIMENTS

In these experiments, weights of natural snow up to 300
kg were released at the top of the approach. A container
set on top of the approachwas filled withthe snow chunks,
density and temperatureof which were 290 kg/m3 and -10
ºC respectively, and all the snow was released by opening
the sliding gate. Upon release, the snow accelerated down
in a rectangular cross-section track, which is 0.8 m wide,
0.3 m deep and 70 m long. The track was covered with a
polyethylene sheet to reduce the friction and to achieve
maximum flow velocities. The flow eventually reached
more than 10 m/s and then with approaching the Kantein
Figure 1 decelerated. Above flow behaviors including the
leading edge position as a function of time were recorded
with several sets of video cameras. Duringthe experiments
it was overcast and the ambient temperature was -2 ºC.
Figure 2 shows the measuring apparatus set up on the
snow flow track. The observation point was55m away from
the gate. Most equipment was installed in two sets of steel
towers which consisted of cylinders 0.05 m in diameter
and 1.2 m in height. The distance betweentwo towers was
0.87 m. Impact forces were measured with strain-gauge-
type load cells, KYOWA LUB20KB, attached to 10 cm
diameter pressureplate. Three loadcellswerecitedon each
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tower, at height of 0.14, 0.24 and 0.34 m above the track
surface. The air velocity induced by the snow flow was
recordedwith anultra-sonic anemometer, Kaijodenki WA-
200, which hasbeen installedin Kurobe canyonto observe
the natural snow avalanche and revealed the snow cloud
structure of one powder snow avalanche once( Nishimura
et al. 1995). However, there are a couple disadvantages in
this method. Firstly it costs fairly high although large
avalanches sometimes take away the sensor. Secondly it
often gives the abnormal signal when the density of the
snow cloud is relatively high. In this study, thus, we
measured the static pressure depression in the flow at the
same time and tried to transfer the obtained value into the
air velocity. In general, we can expect the flow velocity u
is related to the static pressure depression [!]P as follows,

= --1 ru2
wherer is the density[!]P of
2the air. However, since the diam-
eter and the length of tube give substantial effects on the
above relation, we obtained the correction factor with the
wind-tunnel in advance. In the experiments two sets of
tube, inner diameter of which is 0.01 m, were set as each
cut ends looked downward. Besides a drag meter newly
designed wasset at the end of the track. It consisted essen-
tially of a plate, which was 0.3 m x 0.2 m in size and was
covered with snow, and a strain-gauge-type load cell,
KYOWA LSM-20KBS, which could sense the three com-
ponents of stresses. This equipment was utilized to inves-
tigate both theshear andnormal stresses actingonthe snow
surface during the snow flow passing by.

Ping-pong ball experiments

Snow avalanchesare made upof granular materials. Upon
breaking out the dry snow avalanche, the snow blocks are
broken into smaller lumps or even ice particles. On the
other hand, after stopping the wet snow avalanche we can
find a number of snow balls in the debris. Hence, some of
the results studied in the granular flow can be applicable
in the snow avalanche modeling (e.g., Savage, 1983), but
unfortunately most of theories and numerical simulations
developed so far look too simplified and not enough to
formulate the snow avalanche motion at this stage. Before
much progress can be made in this area, more data sets
should be compiled in order to check the models.
Nishimura et al. (1991) carried out inclined chute ex-
periments with ice spheres in a cold laboratory and ob-
tained the profiles of density and velocity as functions of
inclination and temperature. However, the question
whether the flow reachedthe steady-state in the5.4 m long
chute was remained.
In this study, we have used a ping-pong ball with 37.7
mm in diameter and 2.48 g in weight. Since the effect of
the air dragon the ping-pong ball was fairly large, the flow
velocities are expected to arrive at steady state within a
short distance. In fact, Nohguchiet al. (1996) found in their
22 m long chuteexperiments that thefront velocity of ping-
pong ball flow became nearly constant at 10m downstream
of the starting point. Furthermore, Nohguchi. (1996)
concluded with his similarity analysis that the ping-pong
flow on the 100 m long slope corresponded to the natural
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