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A physics-based simulation for AUV underwater docking using the MHDG method and a discretized propeller

机译:使用MHDG方法和离散螺旋桨的AUV水下对接的基于物理的模拟

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A physics-based simulation for AUV docking with a stationary dock was performed with the multi-block hybrid dynamic grids method (MHDG) and a discretized propeller. URANS equations were coupled to 6DOF equations via UDF to predict the instantaneous velocity and position. The MHDG method uses a multi-block mesh topology, moving mesh, and dynamic-layer method to grid the domain, move the rigid body and its sub domain, and re mesh the skewed mesh respectively, which can improve computation accuracy and speed. The numerical methods were validated by a comparison with open water curves and the velocity history in AUV free running between simulation and tests. Two docking modes were validated: constant RPM docking and brake docking. In constant RPM docking, the AUV velocity increased gradually, by approximately 11.5% in 6.0 s. The dock had less effect on AUV resistance except that the resistance increased and then declined as the AUV passed through the neck point of the dock. The tip vortex pairs extended and damped downstream of the rotating propeller. In brake docking, the propeller acted as a resistance part and led to a decrement of 46.2% in the velocity in nearly 9 s. The viscous pressure resistance occurred after the braking propeller.
机译:使用多块混合动力网格方法(MHDG)和离散螺旋桨对固定式AUV对接进行了基于物理的模拟。 URANS方程通过UDF与6DOF方程耦合,以预测瞬时速度和位置。 MHDG方法使用多块网格拓扑,移动网格和动态层方法对域进行网格划分,移动刚体及其子域并分别对倾斜的网格进行重新网格划分,从而可以提高计算精度和速度。通过与开放水域曲线的比较以及模拟和测试之间的AUV自由运行中的速度历史,对数值方法进行了验证。验证了两种对接模式:恒定RPM对接和刹车对接。在恒定RPM对接中,AUV速度在6.0 s内逐渐增加,大约增加11.5%。基座对AUV电阻的影响较小,但随着AUV穿过基座的颈部,电阻会先增大然后减小。尖端涡流对在旋转螺旋桨的下游延伸并衰减。在制动对接中,螺旋桨充当阻力部分,并在近9 s的时间内导致速度降低46.2%。粘滞阻力发生在制动螺旋桨之后。

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