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Proceedings of 1993 IEEE International Workshop on Defect and Fault Tolerance in VLSI Systems最新文献

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Analysis of the floating gate defect in CMOS CMOS浮栅缺陷分析
V. Champac, A. Rubio, J. Figueras
The floating gate transistor is modeled using the coupling capacitances in the floating gate and the charge in the transistor gate. The location of the open in the open track influences the value of the poly-bulk and metal-poly capacitances who determines the degree of conduction of the defective transistor. The induced voltage in the floating gate and the quiescent current are estimated by means of analytical expressions. A good agreement is observed between the simple analytical expressions, simulations (SPICE) and experimental measures performed on defective circuits. It is shown that a floating gate transistor is not a stuck-open transistor and that significative values of quiescent current consumption may exist.
利用浮栅中的耦合电容和栅极中的电荷对浮栅晶体管进行了建模。开路道中开路的位置影响多体电容和金属-聚电容的值,而多体电容和金属-聚电容的值决定了缺陷晶体管的导通程度。用解析表达式估计了浮栅的感应电压和静态电流。在缺陷电路上进行的简单解析表达式、模拟(SPICE)和实验测量结果之间有很好的一致性。结果表明,浮栅晶体管不是卡开晶体管,静态电流消耗可能存在显著值。
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引用次数: 12
A two-phase reconfiguration strategy for extracting linear arrays out of two-dimensional architectures 二维结构中线性阵列提取的两相重构策略
H. Al-Asaad, E. Manolakos
In order to maintain constant interconnection wire lengths between logically adjacent cells and avoid introducing additional tracks of buses and switches when linear arrays are extracted out of two-dimensional architectures with faulty processing elements, the spiral reconfiguration approach has been introduced. Its main drawback, relative to the tree and patching approaches, is that it leads to low harvesting. The authors introduce a two-phase reconfiguration strategy that drastically increases the harvesting ratio. The algorithm of the first phase achieves comparable harvesting to the previously proposed schemes, while it is simpler and can be implemented by on-chip logic. The algorithm of the second phase may complement any other scheme used during the first phase, and raises the harvesting ratio to levels that could be achieved by the much more involved tree approach.
为了在逻辑相邻单元之间保持恒定的互连线长度,并避免在从具有错误处理元素的二维结构中提取线性阵列时引入额外的总线和开关轨道,引入了螺旋重构方法。相对于树木和修补方法,它的主要缺点是采收率低。作者介绍了一种两阶段重构策略,该策略大大提高了收获比。第一阶段的算法实现了与先前提出的方案相当的收获,同时它更简单,可以通过片上逻辑实现。第二阶段的算法可以补充第一阶段使用的任何其他方案,并将收获比提高到可以通过更复杂的树方法实现的水平。
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引用次数: 0
Yield model for ASIC and processor chips 用于ASIC和处理器芯片的良率模型
C. Stapper, J. Patrick, R. Rosner
Yield models based on chip area are inadequate for modeling the yield of CMOS ASIC and processor chips. A model based on the number of circuits was found to give more accurate results. Defect learning curves measured with DRAMs have been used successfully to project the yield of a wide variety of chips.
基于芯片面积的良率模型不足以模拟CMOS专用集成电路和处理器芯片的良率。基于电路数量的模型给出了更准确的结果。用dram测量的缺陷学习曲线已经成功地用于预测各种芯片的良率。
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引用次数: 11
期刊
Proceedings of 1993 IEEE International Workshop on Defect and Fault Tolerance in VLSI Systems
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