共查询到17条相似文献,搜索用时 62 毫秒
1.
2.
3.
4.
文章主要讨论在相同工艺条件下,针对不同栅氧厚度(例如:Tox分别为150A、200A、 250A)的NMOSFET进行加速应力试验,在试验中当某些参数的漂移量达到失效判据规定的值时(例如:阈值电压改变50mV),可以得到器件的应力寿命,由此估计该器件在正常工作条件下的寿命值, 并对该工艺的热载流子注入效应进行评价。 相似文献
5.
异质栅MOSFET器件的栅极由具有不同功函数的两种材料拼接而成,能够提高载流子输运速度、抑制阈值电压漂移等.文中比较了异质栅MOSFET和常规MOSFET的热载流子退化特性.通过使用器件数值模拟软件MEDICI,对能有效监测热载流子效应的参数,例如电场、衬底电流和栅电流等参数进行仿真.将仿真结果与常规MOSFET对比,从抑制热载流子效应方面验证了新结构器件的高性能. 相似文献
6.
7.
研究了DC应力n.MOSFET热载流子退化的Sfγ噪声参量.提出了用噪声参数和Sfγ表征高、中、低三种栅应力下n-MOSFET抗热载流子损伤能力的方法.进行了高、中、低三种栅压DC应力下热载流子退化实验.实验结果和本文模型符合较好. 相似文献
8.
研究了DC应力n.MOSFET热载流子退化的Sfγ噪声参量.提出了用噪声参数和Sfγ表征高、中、低三种栅应力下n-MOSFET抗热载流子损伤能力的方法.进行了高、中、低三种栅压DC应力下热载流子退化实验.实验结果和本文模型符合较好. 相似文献
9.
应用二维器件仿真程序 PISCES- ,对槽栅结构和平面结构器件的特性进行了模拟比较 ,讨论了槽栅结构 MOSFET的沟道电场特征及其对热载流子效应的影响。槽栅结构对抑制短沟道效应和抗热载流子效应是十分有利的 ,而此种结构对热载流子的敏感 ,使器件的亚阈值特性、输出特性变化较大 相似文献
10.
11.
FN应力下超薄栅N-MOSFET失效的统计特征及寿命预测 总被引:3,自引:1,他引:2
通过对不同氧化层厚度的 N- MOSFET在各种条件下加速寿命实验的研究 ,发现栅电压漂移符合 Weibull分布 . Weibull分布统计分析表明 ,5 .0、 7.0和 9.0 nm器件在 2 7和 10 5℃下本征失效的形状因子相同 ,即本征失效的失效机制在高低温度下相同 .非本征失效的比例随温度升高而增大 .在此基础上得出平均寿命 (t50 )与加速电场E成指数关系 ,进而提出了器件的寿命预测方法 .此方法可预测超薄栅 N- MOSFET在 FN应力下的寿命 相似文献
12.
13.
14.
In this paper, we present a completely analytical model for the gate tunneling current, which can be used to get a first-order estimate of this parameter in present-generation MOSFETs, having ultrathin gate oxides and high substrate doping concentrations. The model has been developed from first principles, and it does not use any empirical fitting and/or correction parameters. It takes into account the quantization of the electron energy levels within the inversion layer of a MOSFET, which behaves similar to a potential well. Several interesting simplifications regarding this well structure have been made, and all these assumptions have been rigorously justified, both based on physical arguments as well as through numerical quantifications. An extremely interesting and important outcome of this procedure is a nonzero value of the wavefunction at the semiconductor-insulator interface, which is physically justified, however, contrary to what other existing literatures in this area assume. This procedure also led to a closed-form analytical expression for the inversion layer thickness. The interface wavefunction was used, in association with the tunneling probability through the gate oxide, and the carriers in transit model in the gate metal, to find the resultant gate tunneling current density as a function of the applied gate-to-body voltage. The results obtained from our simple and completely analytical model were compared with the experimental results reported in the literature, and the match is found to be excellent for varying oxide thicknesses and substrate doping concentrations, which justifies the authenticity of the model developed in this work here. 相似文献
15.
16.