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Division model-based distortion correction method for head-mounted displays

机译:基于划分模型的头戴式显示器失真校正方法

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摘要

In this paper, we present a simple and efficient method for correcting the asymmetric and nonlinear geometrical distortion of a head-mounted display (HMD). The method divides the object space into a number of quadratic triangular elements and applies a quadratic predistortion for each image section so that it can handle the distortion with any complex shapes caused by the decentering and tilted optics and improve the calibration accuracy. The errors introduced in the process of fabricating and assembling can also be eliminated. We investigated the use of a quadratic division model and two types of linear division models on an off-axis HMD to correct the optical distortion. Experimental results demonstrated that the quadratic division model converged at a faster rate and produced higher accuracy over the typical linear model. The average root of mean square error (RMSE) after distortion correction was one pixel, and the maximum standard deviations in all rows and columns were 0.67 pixel and 0.57 pixel. In addition, the deformation continuity is maintained by using the quadratic element with connected midside nodes.
机译:在本文中,我们提出了一种简单富有高效的方法,用于校正头戴式显示器(HMD)的不对称和非线性几何变形。该方法将物体空间划分为多个二次三角形元件,并为每个图像部分应用二次前进的失真,使得它可以处理由由倾斜和倾斜的光学器件引起的任何复杂形状的失真,并提高校准精度。也可以消除在制造和组装过程中引入的误差。我们调查了使用二次分割模型和两种类型的线性划分模型在轴上的HMD上以校正光学失真。实验结果表明,二次划分模型以更快的速率融合并在典型的线性模型上产生更高的精度。失真校正后平均误差(RMSE)的平均根部是一个像素,并且所有行和列中的最大标准偏差为0.67像素和0.57像素。另外,通过使用具有连接的中间节点的二次元素来维持变形连续性。

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