*Tomomi Teraoka1, Hirokazu Fujiwara1, Natsumi Kamada1, Yuka Ogino1, Yoko Hasegawa1, Emi Akashi1, Nobuyasu Naruse1,2, Yukihiro Takahashi1,3
(1.Global Science Campus, Hokkaido University, 2.Institute for the Advancement of Higher Education, Hokkaido University, 3.Graduate School of Science, Hokkaido University)
Keywords:cross-country skiing, coefficient of dynamic friction
In cross-country skiing, the result of competition depends on the preparation whether we can prepare the skiing equipment having an appropriate friction between the ski and the snow surface. The previous researches on the friction reported that coefficient of dynamic friction (μ) is associated with the material and the shape of ski. The selection of the shape and materials is possible to prepare in advance. On the other hand, the wax also related to the μ, has been selected empirically by the weather conditions. According to the previous report, μ depends on temperature and snow temperature; μ is under (over) 0.05 (0.10) when the temperature is one (seven) degrees and snow temperature is minus four (zero) degrees, respectively. The selection of optimum wax should be judged form the physical results of quantitative measurements. It would be desirable to measure the μ at the site of the venue. Although there have been reports of the μ measurements in the laboratory, the difficulty arises when we use in the venues because the instruments are too large (6m length).
Our study aims 1) to develop a compact instrument to measure the coefficient of dynamic friction between ski and snow surface, and 2) multi-point meteorological observations on the venue for cross-country skiing. This study focused on 1).
The ski carrying on the weight of 5Kg is connected to the force gauge. To develop a compact instrument, it has become the 90 degrees bending structure by pulley. The weight was moved 1m at a constant speed using an electric reel. The tension measured by force gauge was recorded by intervals of one tenth second. The average tensile force as F, we deduced the coefficient of dynamic friction μ, using the equation of μ = F / 5 (Kg) × 9.8.