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Analysis and Characterization of Device Variations in an LSI Chip Using an Integrated Device Matrix Array

机译:使用集成器件矩阵阵列对LSI芯片中的器件变化进行分析和表征

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For future large-scale integration design technology, the device matrix array (DMA), which precisely evaluates within-die variation in device parameters, has been developed. The DMA consists of a 14-by-14 array of common units. The unit size is 240 by 240 μm, and each unit contains 148 measurement elements (52 transistors, 30 capacitors, 51 resistors, and 15 ring oscillators). The element selection and precise measurement are achieved with low parasitic resistance measurement buses and leakage-controlled switching circuits, which allow the measurement accuracy for a transistor, resistor, or capacitor of 90 pA, 11 mΩ, and 23 aF, respectively, in the 3σ range. The ability to obtain 29008 samples from a chip enables statistical analysis of the variation in 148 elements of each chip with 240-μm spatial resolution. This high resolution and large sample number allows us to precisely decompose the data into systematic and random variation parts with newly developed fourth-order polynomial fitting. Our methodology has been verified using a test chip fabricated by a 130-nm CMOS process with a 100-nm physical gate length and five Cu interconnect layers. In MOSFETs, the random part was dominant and indicated a certain σ value in every chip. In the case of the interconnect layers, the random and systematic parts of the resistance and the capacitance indicated variance fluctuations. By chip, by item, by size, by structure, random or systematic, the σ values of each variation show inconsistency which we believe is attributable to the Cu process. The correlation coefficients of systematic part between device element and ring oscillator frequency shown very high value (0.87-0.98), and those of a random part were low enough (-0.10-0.22) to prove the accuracy of decomposition.
机译:对于未来的大规模集成设计技术,已经开发出可精确评估器件参数在芯片内变化的器件矩阵阵列(DMA)。 DMA由14 x 14的通用单元阵列组成。单元尺寸为240 x 240μm,每个单元包含148个测量元件(52个晶体管,30个电容器,51个电阻器和15个环形振荡器)。通过低寄生电阻测量总线和泄漏控制的开关电路可以实现元件的选择和精确的测量,这使得在3σ内分别具有90 pA,11mΩ和23 aF的晶体管,电阻器或电容器的测量精度范围。从芯片中获取29008个样本的能力使得能够以240μm的空间分辨率对每个芯片的148个元素的变化进行统计分析。这种高分辨率和大样本数使我们能够利用新开发的四阶多项式拟合将数据精确分解为系统的随机变化部分。我们的方法论已通过使用130 nm CMOS工艺制造的测试芯片得到了验证,该芯片具有100 nm的物理栅极长度和5个Cu互连层。在MOSFET中,随机部分占主导地位,并且在每个芯片中都具有一定的σ值。在互连层的情况下,电阻和电容的随机和系统部分表示方差波动。按芯片,按项目,按大小,按结构,随机或系统,每个变化的σ值都显示出不一致,我们认为这是由于铜加工引起的。器件元件与环形振荡器频率之间的系统部分的相关系数显示出很高的值(0.87-0.98),而随机部分的相关系数则足够低(-0.10-0.22)以证明分解的准确性。

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