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Effects Analysis Based on Computer Simulation of Autonomous Underwater Vehicle Throw Limiting Period on the Initial Trajectory

机译:基于计算机仿真的水下航行器自动投掷限制期对初始弹道的影响分析

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We have set up an AUV (autonomous underwater vehicle) space trajectory mathematical model. Then, the fourth-order Runge-Kutta method and full pivoting Gaussian elimination method are used for the computer simulation of different control distance for the different balancing weighting properties. The initial ballistic changes in the law are researched. The simulation results are as follows. In conditions of relatively small quality of the AUV and large distance between quality heart and floating heart, the AUV initial trajectory is vulnerable to the phenomenon of the arch of water if the up-control distance is short, and the range of the arch of water will become larger if the down-control distance becomes longer. In the other conditions, the initial trajectory has a larger bag depth if the up-control distance is short. If the down-control distance becomes longer, the phenomenon of the arch of water will be more obvious and the range of fluctuation within the transition process becomes larger. According to comprehensive analysis, the setting range of the up-control and down-control distance for two different AUV characteristics is presented.
机译:我们已经建立了AUV(水下机器人)空间轨迹数学模型。然后,采用四阶Runge-Kutta方法和全枢轴高斯消去方法对不同平衡权重属性的不同控制距离进行计算机仿真。研究了法律中最初的弹道变化。仿真结果如下。在AUV质量相对较小且优质心与浮心之间的距离较大的情况下,如果上调距离短且水弓的范围短,则AUV的初始轨迹易受水弓现象的影响。如果下控制距离变长,将变大。在其他情况下,如果向上控制距离较短,则初始轨迹的袋深度较大。如果下控制距离变长,水拱现象将更加明显,过渡过程中的波动范围也会变大。通过综合分析,给出了两种不同AUV特性的上,下控制距离的设定范围。

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