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Updated shape sensing algorithm for space curves with FBG sensors

机译:使用FBG传感器的空间曲线更新的形状传感算法

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When the terminal position and shape detection properties of a fiber Bragg grating (FBG) curve sensor are used in medicine, the positioning accuracy of the FBG curve sensor is critical in the prediagnosis and treatment of diseases. To improve the shape reconstruction accuracy, two updated reconstruction algorithms are proposed based on the error accumulation of a single-point recursive reconstruction algorithm according to the Frenet coordinate system. First, the motion coordinate system depends on the curve and tangent vector. Next, the curvature vector is synthesized in the motion coordinate system on the close plane, the motion coordinate transformation matrix of the discrete point is calculated in the close plane, and the relevant formula is deduced subsequently. Finally, the improved algorithms are verified out. Experimental results indicate that the proposed algorithms improved the terminal position accuracy. Compared with the single point recursive algorithm, in a single bending experiment, the maximum shape errors of the terminal position are 2.65% and 2.53% using the fitting method of multipoint curvature and nonfixed point fitting method based on the Frenet frame, respectively. In double bending experiment the maximum shape errors of the applied improved algorithms are 2.74% and 2.60%, respectively, which exhibit good planar shape reconstruction accuracy. In an out-of-plane three-dimensional shape reconstruction experiment, the maximum shape errors of these two improved methods are 3.40% and 3.32%, respectively. The improved algorithms provide an algorithm basis for the improvement of space curve reconstruction accuracy, and they can be applied in the detection of wing deformation structure and real-time detection of soil deformation in shield engineering.
机译:当在医学中使用光纤布拉格光栅(FBG)曲线传感器的终端位置和形状检测特性时,FBG曲线传感器的定位精度在抗诊断和疾病的治疗中至关重要。为了提高形状重建精度,基于根据FreneT坐标系的单点递归重建算法的误差累积提出了两个更新的重建算法。首先,运动坐标系取决于曲线和切线向量。接下来,在接近平面上的运动坐标系中合成曲率矢量,在接近平面中计算离散点的运动坐标变换矩阵,随后推导出相关的公式。最后,验证了改进的算法。实验结果表明,所提出的算法改善了终端位置精度。与单点递归算法相比,在单个弯曲实验中,使用基于FreneT框架的多点曲率和非修示点配合方法的拟合方法分别在单点弯曲实验中,终端位置的最大形状误差为2.65%和2.53%。双弯曲实验中,所施加的改进算法的最大形状误差分别为2.74%和2.60%,表现出良好的平面形状重建精度。在平面外三维形状重建实验中,这两种改进方法的最大形状误差分别为3.40%和3.32%。改进的算法为改善空间曲线重建精度提供了一种算法基础,并且它们可以应用于屏蔽工程中的翼变形结构的检测和实时检测土壤变形。

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