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FRICTION ALONG COULOMBIC SHEAR FAULTS IN FIRST-YEAR ARCTIC SEA ICE

机译:沿着库仑剪切断层摩擦在一年的北极海冰中

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Coulombic shear faults mark brittle terminal failure of virgin S2 ice when rapidly loaded in across-the-column compression under a moderate degree of confinement, as described by Schulson (2004). Previous experiments (Fortt & Schulson, 2004) have described friction coefficients along Coulombic shear faults in fresh-water S2 ice. This paper compares those fresh-water coefficients to coefficients determined from faults in first-year arctic sea ice. The ice was collected from the Beaufort Sea during April 2003, and Coulombic shear faults were introduced as described by Fortt & Schulson (2004). Biaxial sliding experiments were performed at -10°C at five sliding velocities (4 x 10~(-3), 8 x 10~(-4), 8 x 10~(-5), 8 x 10~(-6) and 8 x 10~(-7) m/s). It was found that kinetic friction coefficients follow a trend similar to that seen by Fortt & Schulson (2004) in fresh-water ice. Coefficients range from 0.69 ± 0.08 at the lowest velocity, rising to a peak value of 0.79 ± 0.09 at 8 x 10~(-5) m/s and then decreasing to 0.37 ± 0.15 at 4 x 10~(-3) m/s. In comparison, fresh-water coefficients vary from 1.00 at the lowest velocity, rising to 1.04 at 8 x 10~(-6) m/s and then decreasing to 0.39 at 4 x 10~(-3) m/s. Roughness measurements of melted, sanded and faulted surfaces, for both saline and fresh-water ice, revealed that for all velocities, as the roughness increases, so does the kinetic friction coefficient.
机译:当Schulson(2004)所述,Coulombic S2 Ice的Coulombic S2 Ice的脆性端子失效标记在柱上压缩时,如Schulson(2004)所述。以前的实验(Fortt&Schulson,2004)已经描述了淡水S2冰中的库仑剪切故障沿摩擦系数。本文将那些淡水系数与第一年北极海冰中的故障决定的系数进行比较。在2003年4月,冰是从Beaufort海中收集的,并且如Fortt&Schulson(2004年)所描述的那样引入库仑剪切故障。双轴滑动实验在5个滑动速度下在-10℃下进行(4×10〜(-3),8×10〜(-4),8×10〜(-5),8×10〜(-6)和8 x 10〜(-7)m / s)。结果发现动力学系数遵循与淡水冰中的Fortt&Schulson(2004)相似的趋势。系数在最低速度下为0.69±0.08,峰值上升至0.79±0.09,在8×10〜( - 5)m / s,然后在4×10〜(-3)m /下降至0.37±0.15)。 s。相比之下,淡水系数在最低速度下的1.00变化,在8×10〜(-6)m / s下升至1.04,然后在4×10〜(3)m / s下降至0.39。盐水和淡水冰的熔化,砂磨和断层表面的粗糙度测量显示,对于所有速度,随着粗糙度的增加,动力学系数也是如此。

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