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中文核心期刊

多波束测深系统非同心阵归位算法

Non-concentric array position restoration algorithm for multibeam bathymetry system

  • 摘要: 针对多波束测深系统中归位算法存在非同心阵和运算量大的问题, 提出一种基于最小距离约束的非同心阵算法, 根据传播曲面模型构建最小距离约束问题, 采用牛顿法计算测深点, 根据实际声信号传播时间迭代修正测深点; 在传播曲面归位算法的基础上, 提出一种基于矩阵旋转的非同心阵快速算法, 通过矢量旋转替换方程求解矢量, 采用基于多项式拟合的声线跟踪快速求解测深点, 并通过空间距离误差更新迭代区间。建立了非同心阵模型下归位算法的理论精度评价方法。仿真实验表明, 两种算法的平均理论误差均小于0.001 m, 与传播曲面归位算法相比, 在同等高精度条件下运算量分别减少98.12%和99.50%。基于矩阵旋转的非同心阵快速算法应用到国产多波束测深设备中每秒可以计算121 ping数据, 且测深结果与Kongsberg EM122设备测深结果的互差平均值为2‰水深值, 表明算法具备良好的工程应用价值。

     

    Abstract: To solve the problems of non-concentric array and large computational cost in position restoration algorithm in multibeam bathymetry system, a non-concentric array algorithm based on minimum distance constraint is proposed, in which, the minimum distance constraint problem is constructed, and the bathymetry point is calculated by Newton’s method and quickly iteratively corrected according to the actual acoustic signal propagation time. On the basis of the propagation surface position restoration algorithm, a fast algorithm for non-concentric arrays based on matrix rotation is proposed, which solves the vector by rotating vector instead of equation, uses the sound line tracking based on polynomial fitting to quickly solve the bathymetry point, and updates the iteration interval by the spatial distance error. A theoretical accuracy evaluation method for position restoration algorithm under non-concentric array model is established. Simulation results show that the average theoretical error of the two algorithms is less than 0.001 m, which reduces the amount of computation by 98.12% and 99.50% under the same high precision conditions compared with the propagation surface multi-beam footprint restoration algorithm. The fast algorithm for non-concentric arrays based on matrix rotation algorithm is applied to the domestic multi-beam bathymetry equipment, and the data of 121 pings per second is calculated, and the average difference between the bathymetry results and the Kongsberg ME122 bathymetry results is 2‰ water depth value, which indicates that the algorithm has good engineering application value.

     

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