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Direct PSF Estimation Using a Random Noise Target

机译:使用随机噪声目标直接PSF估计

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Conventional point spread function (PSF) measurement methods often use parametric models for the estimation of the PSF. This limits the shape of the PSF to a specific form provided by the model. However, there are unconventional imaging systems like multispectral cameras with optical bandpass filters, which produce an, e.g., unsymmetric PSF. To estimate such PSFs we have developed a new measurement method utilizing a random noise test target with markers: After acquisition of this target, a synthetic prototype of the test target is geometrically transformed to match the acquired image with respect to its geometric alignment. This allows us to estimate the PSF by direct comparison between prototype and image. The noise target allows us to evaluate all frequencies due to the approximately "white" spectrum of the test target — we are not limited to a specifically shaped PSF. The registration of the prototype pattern gives us the opportunity to take the specific spectrum into account and not just a "white" spectrum, which might be a weak assumption in small image regions. Based on the PSF measurement, we perform a deconvolution. We present comprehensive results for the PSF estimation using our multispectral camera and provide deconvolution results.
机译:传统点扩展功能(PSF)测量方法通常使用参数模型来估计PSF。这将PSF的形状限制为模型提供的特定形式。然而,具有与多光谱相机等具有光学带通滤波器的非传统成像系统,其产生,例如非对称PSF。为了估算这种PSF,我们开发了利用具有标记的随机噪声测试目标的新测量方法:在获取该目标之后,几何变换了测试目标的合成原型以将所获取的图像相对于其几何对准匹配。这允许我们通过直接比较原型和图像来估计PSF。噪声目标允许我们评估由于测试目标的大致“白色”光谱而评估所有频率 - 我们不限于特异性成形的PSF。原型模式的注册使我们有机会考虑特定频谱,而不仅仅是一个“白色”光谱,这可能是小图像区域的弱假设。基于PSF测量,我们执行解构。我们使用我们的多光谱相机提供PSF估计的全面结果,并提供解卷积结果。

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