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Algebraic and numerical analysis of imaging properties of thin tunable-focus fluidic membrane lenses with parabolic surfaces

机译:具有抛物面的可调焦流体薄膜透镜成像特性的代数和数值分析

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The theory of third-order aberrations for a system of rotationally symmetric thin tunable-focus fluidic membrane lenses with parabolic surfaces is described. A complex analysis of the third-order design of tunable fluidic lenses is performed considering all types of primary aberrations. Moreover, formulas are derived for the calculation of the change of aberration coefficients of the parabolic tunable fluidic membrane lens with respect to the wavelength. It is shown that spherical aberration of a simple tunable-focus fluidic membrane lens with parabolic surfaces can be corrected, which is not possible with a classical spherical lens. The presented analysis is explained on examples. Derived formulas make possible to calculate parameters of optical systems with fluidic membrane lenses with small residual aberrations.
机译:描述了具有抛物面的旋转对称薄可调聚焦流体膜透镜系统的三阶像差理论。考虑到所有类型的主像差,对可调流体透镜的三阶设计进行了复杂的分析。此外,推导了用于计算抛物线可调流体膜透镜的像差系数相对于波长的变化的公式。结果表明,具有抛物面的简单可调焦点流体膜透镜的球差可以得到校正,这是传统球面透镜无法实现的。所提供的分析将通过示例进行说明。推导的公式使计算带有小的残留像差的流体膜透镜的光学系统的参数成为可能。

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