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Symmetric gyroscope frequency separation by geometry and roughness

机译:通过几何形状和粗糙度实现对称陀螺仪频率分离

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Approximate closed-form solutions are developed for estimating the frequency separation caused by thickness, density, or radius azimuth variations in ring or hemispherical gyroscopes. For the nth flexural mode, frequency separation is caused by the 2n harmonic of density or thickness variation. These relations are combined with stochastic models to determine approximate closed-form solutions relating surface roughness to frequency separation. For 1-mm radius, 10-μm thick ring or sphere, with 0.5-μm 0-peak thickness variations that are 100-μm wide, the frequency separation is 0.05%.
机译:开发了近似的封闭式解决方案,以估算由环形或半球形陀螺仪中的厚度,密度或半径方位角变化引起的频率间隔。对于第n个弯曲模式,频率分离是由密度或厚度变化的2n次谐波引起的。这些关系与随机模型相结合,以确定将表面粗糙度与频率分离相关的近似闭合解。对于半径为1毫米,厚度为10μm的圆环或球体,如果0.5微米的0峰厚度变化为100微米,则频率间隔为0.05%。

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