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Optimum corneal asphericity of myopic eyes for refractive surgery

机译:屈光手术的最佳近视眼角膜非球面度

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In this work, an improvement to the Munnerlyn formula used in refractive surgery is proposed by selecting the final corneal asphericity. A theoretical optical analysis has been performed by adopting the RMS (root mean square) spot size as a merit function. Two different sets of myopes having refractive errors ranging up to - 7D have been tested. The results show that a corneal asphericity of around Q = -0.61, with the radius provided by the emmetropization formula based on thin lens theory, may improve image quality after surgery. This value could be used in practical surgery because it is easy to implement in the ablation algorithm and it requires no additional data from other clinical surgery instrumentation.
机译:在这项工作中,通过选择最终的角膜非球面度,提出了对屈光手术中使用的Munnerlyn公式的改进。通过采用RMS(均方根)光斑尺寸作为优值函数,进行了理论上的光学分析。已经测试了两组屈光不正达7D的近视。结果表明,基于薄透镜理论的屈光公式提供的半径,Q = -0.61左右的角膜非球面度可以改善手术后的图像质量。该值可在实际手术中使用,因为它很容易在消融算法中实现,并且不需要其他临床手术仪器的其他数据。

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