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Finite Element Analysis of Nozzle Position on Nozzle Array Fluidic Gyroscope Performance

机译:喷嘴阵列流体陀螺性能下喷嘴位置的有限元分析

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In this paper, research the influence on position of vice nozzle in the sensitive element of nozzle array fluidic gyroscope. Using ANSYS-FLOTRAN CFD software, the finite element simulation is conducted by a series of procedures, such as two-dimensional model building of fluidic gyroscope, meshing, loads applying and equation solving. The two dimensional airflow distributions of different distances between vice nozzle and main nozzle in sensitive element of nozzle array fluidic gyroscope are calculated. The results show that, the distance between vice nozzle and main nozzle l=1.1 mm, velocity of airflow at the outlet VSUM=0.71455 m/s, and it is 47.6% of the velocity at the inlet, which increases by 1.75% than the distance l=0.5 mm. The larger distance between vice nozzle and main nozzle has better convergence trend, it reduces the decay which causes by the airflow propagation, promotes airflow movement and increases temperatures changes without any vortex increase in sensitive cavity, so it can improve the sensitive of fluidic gyroscope.
机译:本文研究了喷嘴阵列流体陀螺敏感元件中副喷嘴位置的影响。使用ANSYS-FLOTRAN CFD软件,有限元模拟由一系列程序进行,例如流体陀螺仪,啮合,载荷施加和方程求解的二维模型构建。计算了副喷嘴和主喷嘴之间不同距离的二维气流分布,在喷嘴阵列流体陀螺仪的敏感元件中。结果表明,副喷嘴和主喷嘴之间的距离L = 1.1mm,出口VSUM的气流速度= 0.71455 m / s,入口处的速度为47.6%,这增加了1.75%距离L = 0.5毫米。副喷嘴和主喷嘴之间的较大距离具有更好的收敛趋势,它减少了通过气流传播引起的衰减,促进气流运动,增加温度变化而没有敏感腔内的任何涡流的变化,因此可以改善流体陀螺仪的敏感性。

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