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Effective improvement of subtraction method for light sheet fluorescence microscopy via tangent-function subtraction coefficient

机译:通过切线函数相减系数有效改进光片荧光显微镜相减方法

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Light sheet fluorescence microscopy (LSFM) with fluorescence emission difference (FED) obtains axial resolution-enhanced images by the subtraction of signals excited by different light sheets, Gaussian light sheet and negative light sheet. Negative values are inevitable in FED LSFM with conventional subtraction coefficient, due to mismatches in the outer contours of the raw signals excited by different light sheets, causing image distortion. In this paper, we propose a method based on tangent-function subtraction coefficient to reduce image distortion. This tangent-function subtraction coefficient is introduced to minimize image distortion without lowering the axial resolution. The value of the variable subtraction coefficient is obtained from the intensity value of raw signals. We performed experiments using fluorescent beads with a diameter of 1 micron and compared the subtraction results with constant and tangent-function subtraction coefficient. The experimental results demonstrated that the proposed tangent-function subtraction coefficient has an advantage over the conventional constant coefficient.
机译:具有荧光发射差(FED)的光片荧光显微镜(LSFM)通过减去由不同的光片,高斯光片和负光片激发的信号而获得轴向分辨率增强的图像。在具有传统减法系数的FED LSFM中,负值是不可避免的,这是由于原始信号的外部轮廓被不同的光片激发而引起的不匹配,从而导致图像失真。在本文中,我们提出了一种基于切线函数减法系数的方法来减少图像失真。引入该切线函数减法系数以在不降低轴向分辨率的情况下最大程度地减小图像失真。从原始信号的强度值获得可变减法系数的值。我们使用直径为1微米的荧光珠进行了实验,并将相减结果与恒定和切线函数相减系数进行了比较。实验结果表明,提出的切线函数相减系数具有优于常规常数系数的优势。

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