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Stressed Mirror Polishing: Finite element simulation of mirror blank deformation

机译:应力镜抛光:镜毛坯变形的有限元模拟

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The theoretical principle of Stressed Mirror Polishing (SMP) is introduced, including the representation method of elastic deformation, the formulations of discrete bending moment and shearing force. A Finite Element Analysis (FEA) simulation model of has been set up by ANSYS software. The warping facility in this model is consisted of 36 aluminum alloy arms equally distribute on the ambit of mirror blank. Two forces are applied on each arm to provide bending moment and shearing force. Taking type 82 segment of Thirty Meters Telescope (TMT) primary mirror for example, a FEA simulation of mirror blank deformation has been performed. Simulation result shows that, the deformation error is 33um PV. The theoretical deformation PV value is 205μm and the simulation deformation PV value is 172μm, converging rate reaches to 0.84 in a single warping cycle. After three or four warping cycles, the residue error may converge into 1 μm.
机译:介绍了应力镜面抛光(SMP)的理论原理,包括弹性变形的表示方法,离散弯矩和剪切力的公式。 ANSYS软件已建立的有限元分析(FEA)仿真模型。该模型中的翘曲设备由36个铝合金臂组成,这些铝合金臂平均分布在镜子毛坯的范围内。在每个臂上施加两个力以提供弯矩和剪切力。以三十米望远镜(TMT)的82型主镜为例,已经进行了镜坯变形的有限元分析。仿真结果表明,变形误差为33um PV。理论变形PV值为205μm,模拟变形PV值为172μm,在一个翘曲周期内收敛速度达到0.84。在三个或四个翘曲周期后,残留误差可能会收敛到1μm。

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