Analysis of Single Event Upsets Based on Digital Cameras with Very Small Pixels

G. Chapman, Rohan Thomas, Klinsmann J. Coelho Silva Meneses, I. Koren, Z. Koren
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引用次数: 2

Abstract

Digital Imagers provide advantages over ICs when studying Soft Errors (SEUs); when cosmic ray particles hit a pixel, the pixel stores the deposited charge for later readout, providing both their time/area occurrence rate and the area distribution of the charge spread. SEUs are detected within an imager by taking a time sequence of long exposure dark field images, and identifying events that occur only in one image and then disappear. For pixels in the $4-7 \ \mu \mathbf{m}$ range (high end DSLRs) the native noise level is low enough, allowing simple detection of SEUs. However, as pixels shrink to the $1\ \mu \mathbf{m}$ range (cell phone pixels) they become more sensitive to deposited charges (i.e., weaker SEUs) but the background noise rises substantially making it difficult to distinguish between SEUs and noise. Noise in these imagers has a pattern dependent on the pixel's location on the imager. We developed statistical methods that use near neighbor pixels to determine the local noise distribution characteristics and distinguish the SEU events from the noise. We observed that the number of SEU events/area is substantially higher for $1.3 \ \mu \mathbf{m}$ pixels than that experienced by bigger pixels, yet SEUs are still confined to a single pixel indicating that the charge spread is well under $1\ \mu \mathbf{m}$. We also present a statistical analysis of the charge distribution and SEU events and their dependence on the pixel size.
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基于小像素数码相机的单事件扰动分析
在研究软误差(SEUs)时,数字成像仪比集成电路具有优势;当宇宙射线粒子撞击像素时,像素存储沉积的电荷以供以后读取,提供它们的时间/面积发生率和电荷扩散的面积分布。seu是在成像仪中通过拍摄长时间曝光的暗场图像的时间序列来检测的,并识别仅在一张图像中发生然后消失的事件。对于$4-7 \ \mu \mathbf{m}$范围内的像素(高端单反),本机噪声水平足够低,可以简单地检测到seu。然而,当像素缩小到$1\ \mu \mathbf{m}$范围(手机像素)时,它们对沉积电荷(即较弱的seu)变得更加敏感,但是背景噪声大大增加,使得很难区分seu和噪声。这些成像仪中的噪声具有依赖于像素在成像仪上的位置的模式。我们开发了统计方法,使用近邻像素来确定局部噪声分布特征,并将SEU事件与噪声区分开来。我们观察到,对于$1.3 \ \mu \mathbf{m}$像素,SEU事件/面积的数量明显高于较大像素的SEU事件/面积,但SEU仍然局限于单个像素,这表明电荷差远低于$1\ \mu \mathbf{m}$。我们还提出了电荷分布和SEU事件及其对像素大小的依赖的统计分析。
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