Thomas ForbrigerKarlsruhe Institute of Technology, Nasim KaramzadehKarlsruhe Institute of Technologynow at University of Münster Institut für Geophysik, Münster, Germany, Jérôme AzzolaKarlsruhe Institute of Technology, Emmanuel GaucherKarlsruhe Institute of Technology, Rudolf Widmer-SchnidrigInstitute of Geodesy, University of Stuttgart, Stuttgart, Germany, Andreas RietbrockKarlsruhe Institute of Technology
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We use DAS recordings in an underground installation\ncolocated with an array of strainmeters in order to calibrate the 'strain\ntransfer rate' in situ, using earthquake signals between 0.05 Hz and 0.1 Hz. A\ntight-buffered cable and a standard loose-tube telecommunication cable (running\nin parallel) are used, where a section of both cables loaded down by loose sand\nand sand bags is compared to a section, where cables are just unreeled on the\nfloor. The 'strain transfer rate' varies between 0.13 and 0.53 depending on\ncable and installation type. The sandbags show no obvious effect and the\ntight-buffered cable generally provides a larger 'strain transfer rate'.\nCalibration of the 'strain transfer rate' with respect to the strainmeter does\nnot depend on wave propagation parameters. 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引用次数: 0
摘要
分布式声学传感技术(DAS)的强大之处在于,它只需一个询问单元(IU),就能在数百个位置对光纤沿线的形变信号进行采样。虽然 IU 经过校准以记录 "光纤应变",但光缆的特性及其与岩石的耦合控制着 "应变传递率",从而控制着记录信号中 "岩石应变 "的大小。我们使用 DAS 记录地下装置中的应变计阵列,利用 0.05 Hz 和 0.1 Hz 之间的地震信号就地校准 "应变传递率"。我们使用了一根直管电缆和一根标准的松套管通信电缆(平行运行),将两根电缆上都装有松散沙粒和沙袋的部分与电缆在地面上松开的部分进行比较。应变传递率 "介于 0.13 和 0.53 之间,取决于电缆和安装类型。沙袋没有明显的影响,而密闭缓冲缆索通常提供更大的 "应变传递率"。因此,它适用于几乎垂直于大圆方向的应变分量中的大振幅表面波信号,在这种情况下,与地震仪数据进行波形比较是无效的。在所研究的波段中,发现密闭缓冲电缆的 "岩石应变 "噪声背景的均方根振幅约为 0.1 nstrain in 1/6 decade。这样就可以在微震振幅较高时探测到海洋微震。
Calibration of the strain amplitude recorded with DAS using a strainmeter array
The power of distributed acoustic sensing (DAS) lies in its ability to sample
deformation signals along an optical fiber at hundreds of locations with only
one interrogation unit (IU). While the IU is calibrated to record 'fiber
strain', the properties of the cable and its coupling to the rock control the
'strain transfer rate' and hence how much of 'rock strain' is represented in
the recorded signal. We use DAS recordings in an underground installation
colocated with an array of strainmeters in order to calibrate the 'strain
transfer rate' in situ, using earthquake signals between 0.05 Hz and 0.1 Hz. A
tight-buffered cable and a standard loose-tube telecommunication cable (running
in parallel) are used, where a section of both cables loaded down by loose sand
and sand bags is compared to a section, where cables are just unreeled on the
floor. The 'strain transfer rate' varies between 0.13 and 0.53 depending on
cable and installation type. The sandbags show no obvious effect and the
tight-buffered cable generally provides a larger 'strain transfer rate'.
Calibration of the 'strain transfer rate' with respect to the strainmeter does
not depend on wave propagation parameters. Hence it is applicable to the large
amplitude surface wave signal in a strain component almost perpendicular to the
great-circle direction for which a waveform comparison with seismometer data
does not work. The noise background for 'rock strain' in the investigated band
is found at about an rms-amplitude of 0.1 nstrain in 1/6 decade for the
tight-buffered cable. This allows a detection of marine microseisms at times of
high microseism amplitude.