Abstract

Anchor systems are widely used to stabilize soil slope and suppress slope failure. Thus, monitoring conditions of an anchor system is important to prevent disasters due to slope failure. The slope condition can be indirectly monitored by sensing the tensile force applied to the anchor because the slope deformation directly affects the anchor force. Previously, we propose a way to monitor the tensile force of the anchor by measuring the strain field on a bearing plate using a distributed fiber optic sensor (OFDR) and experimentally demonstrate that the anchor force has a large correlation with the strain distribution on the bearing plate. However, it was found that a spatial variation of the strain and thermal strain due to temperature change makes it difficult to get a reliable correlation coefficient. In this study, we newly propose a way to get a reliable correlation coefficient between the anchor force and the strain field on the bearing plate. We install a distributed optical fiber sensor in two concentric circles on the bearing plate and measure circumferential strain distribution. We take average values of the strain field in each circle as representative strain values minimizing the spatial variation and takes a difference of the two strains to exclude the temperature effect. We experimentally demonstrate that the proposed method gives a reliable correlation coefficient between the anchor force and the strain field on the bearing plate. This technique can be applied to various anchor systems to monitor the anchor force and manage the anchor systems safely.

Highlights

  • In the field of civil engineering, ground anchor systems are widely used to stabilize a soil slope and, prevent slope failure

  • The maximum value of the strain difference, 17.16 microns, is acceptable in the field because the anchor force, which is induced from this thermal strain difference, is small and the temperature difference between the current and the initial measurement is to be much less than 70 °C

  • This represents that the thermal strain can be removed in the calculation of the difference between the two strains measured at the two locations (ø 140 mm and ø 180 mm circle)

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Summary

Introduction

In the field of civil engineering, ground anchor systems are widely used to stabilize a soil slope and, prevent slope failure. The anchor system aims to transmit the tensile force of the anchor to the compressive force of the ground. For this purpose, the ground anchor consists of three parts: (1) ground anchor body, (2) anchor head, and (3) anchor head-related part [3]. The ground anchor body consists of two parts. The other is a free anchor section, which transfers the tensile force to the anchor head on the ground. They consist of stranded cables or rods and are covered by a sheath (sleeve).

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