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Wavefront sensor sampling plane fabricated by maskless grayscale lithography

机译:无掩模灰度光刻技术制作的波前传感器采样平面

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In this work we report the design and characterization of a Shack-Hartmann wavefront sampling plane based on a microlens array (MLA) composed of 12 ×12 hexagonal contiguous diffractive lenslet, with 355 μm pitch, 4.5 mm focal length, and 4.3 ×4.3 mm lateral dimensions. The device was fabricated by maskless grayscale lithography based on Digital Light Projector (DLP) technology. Optical characterization was performed in order to measure wavefront aberrations in Zernike polynomials terms. Intraocular lenses were used as test elements because they yield well-known optical aberrations, such as defocus and spherical aberration. For the wavefront reconstruction, the modal approach was used, in which the first derivatives of Zernike polynomials are used as the set of orthogonal basis functions. The corresponding polynomial coefficients up to the first 10 Zernike terms were obtained and the resulting reconstructed wavefront presents an RMS reconstruction error compliant to most optical systems of interest.
机译:在这项工作中,我们报告基于微透镜阵列(MLA)的Shack-Hartmann波前采样平面的设计和表征,该微透镜阵列由12×12六边形连续衍射小透镜组成,间距为355μm,焦距为4.5 mm,焦距为4.3×4.3 mm横向尺寸。该设备是基于数字光投影仪(DLP)技术的无掩模灰度光刻技术制造的。进行光学表征是为了以Zernike多项式项来测量波前像差。人工晶状体被用作测试元件,因为它们会产生众所周知的光学像差,例如散焦和球面像差。对于波前重建,使用模态方法,其中将Zernike多项式的一阶导数用作正交基函数集。获得了最高达前10个Zernike项的相应多项式系数,并且所得的重构波前呈现出符合大多数目标光学系统的RMS重构误差。

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