2018
DOI: 10.1177/1687814018816755
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A novel algorithm for pipeline displacement and bending strain of in-line inspection based on inertia measurement technology

Abstract: The in-line inspection tool with Inertial Measurement Unit tool is becoming a routine and important practice for many pipeline companies and is effective for whole-line bending strain measurement. However, the measurements of Inertial Measurement Unit tool are always affected by noises and errors, which are caused by inherent inaccuracies and deficiencies of the experimental techniques and measuring devices. For the calculations of the bending strain, the results are very sensitive to the noises and errors. A … Show more

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Cited by 5 publications
(2 citation statements)
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“…Based on the above analytical calculation method for pipeline bending strain, it can be seen that within the elastic deformation range, the bending strain of the pipeline is directly proportional to the change in curvature. Therefore, when calculating pipeline bending strain, the curvature of the pipeline should be calculated first.Among them, the pitch change of the internal detector represents the change in inclination angle of the pipeline relative to the horizontal plane in a fixed observation pipeline, and the heading represents the angle between the direction along the pipeline and the due north direction [14] , as follows: Where: kv is the curvature of the pipeline in the horizontal plane; kh is the curvature of the vertical plane of the pipeline; ij is the pitch Angle of the inertial measurement device along the vertical tangent direction of the pipe, (°); ǻs is the length of the fixed pipe section, m; ǻĮ is the angular change of the inertial measurement device along the horizontal tangent direction of the pipe, (°).…”
Section: Bending Strain Solution Based On Imu Attitude Datamentioning
confidence: 99%
“…Based on the above analytical calculation method for pipeline bending strain, it can be seen that within the elastic deformation range, the bending strain of the pipeline is directly proportional to the change in curvature. Therefore, when calculating pipeline bending strain, the curvature of the pipeline should be calculated first.Among them, the pitch change of the internal detector represents the change in inclination angle of the pipeline relative to the horizontal plane in a fixed observation pipeline, and the heading represents the angle between the direction along the pipeline and the due north direction [14] , as follows: Where: kv is the curvature of the pipeline in the horizontal plane; kh is the curvature of the vertical plane of the pipeline; ij is the pitch Angle of the inertial measurement device along the vertical tangent direction of the pipe, (°); ǻs is the length of the fixed pipe section, m; ǻĮ is the angular change of the inertial measurement device along the horizontal tangent direction of the pipe, (°).…”
Section: Bending Strain Solution Based On Imu Attitude Datamentioning
confidence: 99%
“…After obtaining the precise coordinates of the entire pipeline, the attitude information (pitch and azimuth) and coordinates of the entire IIT are used to calculate the PBS. 6,7 However, the cups or support wheels of the ILI tool encounter the pipe wall, girth or spiral welds, and other features that lead to minor oscillations and vibration during the inspection. The attitude information computed by the IMU is affected by these noises.…”
Section: Introductionmentioning
confidence: 99%