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Device Scaling Effect on the Spectral Absorptance of Wafer Front Side

机译:关于晶片前侧光谱吸收率的装置缩放效应

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Temperature non-uniformity is a critical problem in the rapid thermal processing of wafers because it leads to uneven diffusion of implanted dopants and introduces thermal stress. One cause of the problem is non-uniform absorption of thermal radiation, especially in patterned wafers, where the optical properties vary across the wafer surface. The feature size of the new generation of semiconductor devices is already below 100 nm and is smaller than the wavelength (200-1000 nm) of the flash-lamp annealing heat sources. Little is known to the spectral distribution of the absorbed energy for different patterning structures. This paper presents a parametric study of the radiative properties of patterned wafers with the smallest feature dimension down to 10 nm, considering the effects of temperature, wavelength, and angle of incidence. Two different front side topographies are considered: (1) arrays of silicon gates on a silicon substrate; and (2) arrays of oxide trenches embedded inside a silicon substrate. Various gate and trench sizes and their dimensions relative to the period are used in examining the effect of device scaling on the spectral absorptance. The rigorous coupled wave analysis and finite-difference time-domain method are employed to obtain numerical solutions of the Maxwell equations. The effective medium theory is also used to explain the trends observed in the calculated absorptance. It is found that depending on the gate size and trench size relative to the period and the wavelength, different effect (diffraction, interference, etc.) appears in the absorptance of the wafer front side
机译:温度不均匀性是晶片的快速热处理中的关键问题,因为它导致植入掺杂剂的不均匀扩散并引入热应力。问题的一个原因是热辐射的不均匀吸收,特别是在图案化晶片中,其中光学特性在晶片表面上变化。新一代半导体器件的特征尺寸已经低于100nm,并且小于闪光灯退火热源的波长(200-1000nm)。对于不同的图案化结构,吸收能量的光谱分布很少。本文介绍了图案化晶片的辐射性能,其具有最小特征尺寸下降至10nm,考虑到温度,波长和入射角的影响。考虑两个不同的前侧拓扑片:(1)硅衬底上的硅栅极阵列; (2)嵌入在硅衬底内的氧化物沟槽阵列。相对于该时段的各种栅极和沟槽尺寸及其尺寸用于检查器件缩放对光谱吸收率的影响。采用严格的耦合波分析和有限差分时域方法来获得麦克斯韦方程的数值解。有效介质理论也用于解释在计算的吸收率中观察到的趋势。发现,根据相对于周期和波长的栅极尺寸和沟槽尺寸,不同的效果(衍射,干扰等)出现在晶片前侧的吸收率中

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