何伟林

个人信息Personal Information

性别：男

毕业院校：山东大学

学历：博士研究生毕业

学位：工学博士学位

在职信息：博士后

所在单位：信息科学与工程学院

入职时间：2022-07-07

办公地点：山东大学，信息科学与工程学院，N5-217室

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论文成果

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[1] 何伟林. Co-phase detection of segmented mirrors based on optical vortex polarization phase-shifting interference. Optics Communications, 569, 2024.
[2] 刘玲志. Co-phase quantization and adjustment of segmented mirrors based on dual-wavelength vortex interference. OPTICAL AND QUANTUM ELECTRONICS, 56, 2024.
[3] 何伟林. Mid-infrared large-aperture metalens design verification and double-layer micro-optical system optimization. Optical Materials Express, 14, 1321, 2024.
[4] 何伟林. Mid-infrared large-aperture metalens design verification and double-layer micro-optical system optimization. Optical Materials Express, 14, 1321, 2024.
[5] 何伟林. 数字全息显微中相位像差校正技术综述. 应用光学, 45, 249-261, 2024.
[6] 高宏伟. High-precision micro-displacement measurement in a modified reversal shearing interferometer using vortex beams. Optics Communications, 537, 2023.
[7] Weilin He , Jiantai Dou , Zhongming Yang and Zhaojun Liu. Fast aberration compensation based on sequential shift and differential-integral based algorithm in digital holographic microscopy. Optics Communications, 507, 2022.
[8] Weilin He , Jiantai Dou , Zhongming Yang , Zhenhua Liu and Zhaojun Liu. Sequential Shift Absolute Phase Aberration Calibration in Digital Holographic Phase Imaging Based on Chebyshev Polynomials Fitting. IEEE Photonics Journal, 12, 2019.
[9] WeilinHe , ZhaojunLiu , ZhongmingYang , JiantaiDou , XinLiu , YuZhang and ZhenhuaLiu. Robust phase aberration compensation in digital holographic microscopy by self-extension of holograms. Optics Communications, 445, 69-75, 2019.
[10] Xinlei Ma , Weilin He , Lei Xin , Zhongming Yang and Zhaojun Liu. Imaging performance of a mid-infrared metalens with a machining error. Applied Optics, 61, 60-68, 2021.
[11] Zhongming Yang , Zhaojun Liu , Weilin He , Jiantai Dou , Xin Liu and Chao Zuo. Automatic high order aberrations correction for digital holographic microscopy based on orthonormal polynomials fitting over irregular shaped aperture. Journal of Optics, 21, 2019.

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