某空间遥感器的大长宽比长条形平面镜的要求是在尽量减小重量的前提下,在工作温度为20±5℃条件下,反射镜的面形误差变化量(Root Mean Square,RMS)值小于λ/50(λ=632.8 nm)。介绍了反射镜材料和支撑结构材料的选择;对反射镜的轻量...某空间遥感器的大长宽比长条形平面镜的要求是在尽量减小重量的前提下,在工作温度为20±5℃条件下,反射镜的面形误差变化量(Root Mean Square,RMS)值小于λ/50(λ=632.8 nm)。介绍了反射镜材料和支撑结构材料的选择;对反射镜的轻量化及支撑方式进行了分析。根据反射镜的外形特点,增加了镜背的局部宽度,并将其设计成了背部三点支撑形式。通过有限元分析,优化并确定了反射镜及其柔性支撑结构。反射镜位移及面形的分析结果满足设计指标要求。最后,通过力学环境试验测试了反射镜组件模拟件的力学特性,证明该结构能满足设计要求。展开更多
In this paper, the elastic wave propagation in a two-dimensional piezoelectric phononic crystal is studied by considering the mechanic-electric coupling. The generalized eigenvalue equation is obtained by the relation...In this paper, the elastic wave propagation in a two-dimensional piezoelectric phononic crystal is studied by considering the mechanic-electric coupling. The generalized eigenvalue equation is obtained by the relation of the mechanic and electric fields as well as the Bloch-Floquet theorem. The band structures of both the in-plane and anti-plane modes are calculated for a rectangular lattice by the planewave expansion method. The effects of the lattice constant ratio and the piezoelectricity with different filling fractions are analyzed. The results show that the largest gap width is not always obtained for a square lattice. In some situations, a rectangular lattice may generate larger gaps. The band gap characteristics are influenced obviously by the piezoelectricity with the larger lattice constant ratios and the filling fractions.展开更多
文摘某空间遥感器的大长宽比长条形平面镜的要求是在尽量减小重量的前提下,在工作温度为20±5℃条件下,反射镜的面形误差变化量(Root Mean Square,RMS)值小于λ/50(λ=632.8 nm)。介绍了反射镜材料和支撑结构材料的选择;对反射镜的轻量化及支撑方式进行了分析。根据反射镜的外形特点,增加了镜背的局部宽度,并将其设计成了背部三点支撑形式。通过有限元分析,优化并确定了反射镜及其柔性支撑结构。反射镜位移及面形的分析结果满足设计指标要求。最后,通过力学环境试验测试了反射镜组件模拟件的力学特性,证明该结构能满足设计要求。
基金the National Natural Science Foundation of China (10672017 and 10632020)
文摘In this paper, the elastic wave propagation in a two-dimensional piezoelectric phononic crystal is studied by considering the mechanic-electric coupling. The generalized eigenvalue equation is obtained by the relation of the mechanic and electric fields as well as the Bloch-Floquet theorem. The band structures of both the in-plane and anti-plane modes are calculated for a rectangular lattice by the planewave expansion method. The effects of the lattice constant ratio and the piezoelectricity with different filling fractions are analyzed. The results show that the largest gap width is not always obtained for a square lattice. In some situations, a rectangular lattice may generate larger gaps. The band gap characteristics are influenced obviously by the piezoelectricity with the larger lattice constant ratios and the filling fractions.
