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Subpixel edge estimation with lens aberrations compensation based on the iterative image approximation for high-precision thermal expansion measurements of solids

机译:基于迭代图像逼近的具有透镜像差补偿的亚像素边缘估计,用于固体的高精度热膨胀测量

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A new method for precise subpixel edge estimation is presented. The principle of the method is the iterative image approximation in 2D with subpixel accuracy until the appropriate simulated is found, matching the simulated and acquired images. A numerical image model is presented consisting of three parts: an edge model, object and background brightness distribution model, lens aberrations model including diffraction. The optimal values of model parameters are determined by means of conjugate-gradient numerical optimization of a merit function corresponding to the L2 distance between acquired and simulated images. Computationally-effective procedure for the merit function calculation along with sufficient gradient approximation is described. Subpixel-accuracy image simulation is performed in a Fourier domain with theoretically unlimited precision of edge points location. The method is capable of compensating lens aberrations and obtaining the edge information with increased resolution. Experimental method verification with digital micromirror device applied to physically simulate an object with known edge geometry is shown. Experimental results for various high-temperature materials within the temperature range of 1000°C..2400°C are presented.
机译:提出了一种精确的亚像素边缘估计的新方法。该方法的原理是在具有子像素精度的情况下以2D进行迭代图像逼近,直到找到合适的模拟对象为止,以匹配模拟和采集的图像。提出了一个由三部分组成的数字图像模型:边缘模型,物体和背景亮度分布模型,包括衍射的透镜像差模型。模型参数的最佳值是通过对与所获取图像和模拟图像之间的L2距离相对应的优值函数进行共轭梯度数值优化来确定的。描述了用于优点函数计算的计算有效过程以及足够的梯度近似。亚像素精度图像模拟是在傅立叶域中以理论上无限的边缘点定位精度进行的。该方法能够补偿透镜像差并以增加的分辨率获得边缘信息。示出了使用数字微镜装置进行的实验方法验证,该数字微镜装置用于物理模拟具有已知边缘几何形状的对象。给出了在1000°C..2400°C温度范围内各种高温材料的实验结果。

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