运动诱发海冰内应力的时空特征研究

J. Hutchings, C. Geiger, A. Roberts, J. Richter-Menge, B. Elder
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引用次数: 1

摘要

2007年4月,在波弗特海部署了一系列浮标,目的之一是(除其他外)检验内部冰应力与冰袋应变率或变形之间的关系。在这里,我们提出了从这个实验的应力数据的初步分析。这种分析是在之前进行的应变率分析的背景下讨论的。为了从冰袋中某一点记录的应力测量中识别冰运动引起的应力,我们首先需要从测量时间序列中去除热应力信号。为了支持从应力浮标数据中提取冰动诱发应力的方法,我们引入了一个热应力的概念模型。该模型将需要独立验证,我们概述了这一点,但对于理解我们的结果是有用的。本文重点研究了海冰运动诱发应力的谱分析和标度分析,并将其与海冰应变率的类似分析进行了比较。通过比较应力和散度的频谱特性,我们估计动态应力事件(如山脊建设)可以在距离变形地点45公里的应力传感器上感觉到。冰运动引起的应力表现出分形结垢特性,且具有抗持久性。这与在10至1000公里的空间尺度上确定的海冰应变率的类似结果相呼应。海冰运动引起的应力和海冰应变率不能用高斯统计量来描述,具有“肥尾”概率分布函数。这些发现为如何模拟大变形的风险提供了见解,大冰运动引起的压力,影响北极冰盖任何给定位置的事件。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Spatial and Temporal Characterization of Motion Induced Sea Ice Internal Stress
In April 2007 an array of buoys was deployed in the Beaufort Sea with one aim (among others) of examining the relationship between internal ice stress and ice pack strain-rate or deformation. Here we present preliminary analysis of stress data from this experiment. This analysis is discussed in the context of strain-rate analysis that has been performed previously. In order to identify ice motion induced stress from stress measurements recorded at a point in the ice pack, we first need to remove the thermal stress signal from the measurement time series. We introduce a conceptual model of thermal stresses to support a method of extracting ice motion induced stress from stress buoy data. The model will require independent verification, which we outline, however is useful for understanding our results. In this paper we focus on spectral and scaling analysis of ice motion induced stresses, and compare these to similar analysis of sea ice strain-rate. By comparing spectral properties of stress and divergence we estimate that dynamic stress events (such as ridge building) may be felt at a stress sensor up to 45km from the site of deformation. Ice motion induced stresses demonstrate fractal scaling properties, and are anti-persistent. This echoes similar results that have been identified for sea ice strain rate across spatial scales from 10 to 1000 km. Ice motion induced stress and sea ice strain rate can not be described by Gaussian statistics, and have “fat tailed” probability distribution functions. These findings provide insight into how to model risk of large deformation, with large ice motion induced stress, events impacting any given place in the Arctic ice pack.
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