传热速率对光纤陀螺热致非倒数误差的影响

Pengfei Wu, Dezhi Duan, Guochen Wang, Runfeng Zhang, Jiachong Chang
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引用次数: 0

摘要

本文建立了三维柱坐标系下的热致非倒易误差模型。对光纤环路进行有限元热分析,根据静态条件下检测到的光纤环路表面实际温度,通过ANSYS得到光纤环路内部温度场的模拟结果,通过比较光纤环路截面内温度以等时间间隔变化的区域面积,得到传热率,由此推测热致非互反误差与传热率之间的关系。在相同的纤维长度和相同的热负荷的前提下,通过改变纤维环路的层数来获得不同的换热率,从而得到不同模型上中心节点的温度曲线。基于Shupe效应和热应力理论编制算法,计算不同光纤环路模型的热致非互易误差,便于基于四极绕组法确定最优层数。本文给出了热致非互反误差与传热速率的关系。
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The influence of heat transfer rate on the thermally induced nonreciprocal error of FOG
In this paper, the model of thermally induced nonreciprocal error is established in three-dimensional cylindrical coordinate system. Make finite-element thermal analysis for fiber loop to get the simulated result of temperature field inside the fiber loop by ANSYS based on the actual temperature on the surface of fiber loop detected under the static condition, get heat transfer rates by comparing area of regions where temperature changes inside the fiber loop section at the equal time intervals, through which we can guess the relationship between the thermally induced nonreciprocal error and heat-transfer rate. Different heat transfer rates are achieved by changing layers of fiber loop under the premise of the same fiber length and the same thermal load, then gain temperature curves of center node on different models. Program the algorithm based on the Shupe effect and the theory of thermal stress to calculate the thermally induced nonreciprocity error for different fiber loop models, which is convenient to determine the optimal layers based on quadrupole winding method. This paper shows the relationship between thermally induced nonreciprocal error and the heat transfer rate.
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