一种产量驱动的STT-RAM阵列自顶向下设计方法

Wujie Wen, Yaojun Zhang, Lu Zhang, Yiran Chen
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引用次数: 8

摘要

作为一种新兴的非易失性存储技术,自旋传递扭矩随机存取存储器(STT-RAM)面临着巨大的设计挑战。磁性隧道结(MTJ)的大器件变化和热致开关随机性分别导致了STT-RAM操作中的持续和非持续误差。这些统计指标的建模通常需要昂贵的蒙特卡罗模拟,以结合磁- cmos模型,这很难集成到现代微体系结构和系统设计中。此外,传统的自底向上设计方法在针对特定系统需求的STT-RAM设计中会产生昂贵的迭代。在这项工作中,我们提出Loadsa1:一种产量驱动的自上而下的设计方法,从统计学的角度探索STT-RAM阵列的设计空间。阵列级半解析良率模型和单元级失效概率模型都是为了实现自上而下的设计方法:系统级需求,例如功率和面积约束下的芯片良率,分层映射到阵列和单元级设计参数,例如冗余,ECC方案和MOS晶体管尺寸等。仿真结果表明,Loadsa可以基于系统和单元级约束精确地优化STT-RAM,计算复杂度为线性。我们的方法通过消除设计集成,在内存或微架构的早期设计阶段展示了巨大的潜力,同时即使在应用常见的良率提高实践时,也提供了设计的完整统计视图。
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Loadsa: A yield-driven top-down design method for STT-RAM array
As an emerging nonvolatile memory technology, spin-transfer torque random access memory (STT-RAM) faces great design challenges. The large device variations and the thermal-induced switching randomness of the magnetic tunneling junction (MTJ) introduce the persistent and non-persistent errors in STT-RAM operations, respectively. Modeling these statistical metrics generally require the expensive Monte-Carlo simulations on the combined magnetic-CMOS models, which is hardly integrated in the modern micro-architecture and system designs. Also, the conventional bottom-up design method incurs costly iterations in the STT-RAM design toward specific system requirement. In this work, we propose Loadsa1: a yield-driven top-down design method to explore the design space of STT-RAM array from a statistical point of view. Both array-level semi-analytical yield model and cell-level failure-probability model are developed to enable a top-down design method: The system-level requirements, e.g., the chip yield under power and area constraints, are hierarchically mapped to array-and cell-level design parameters, e.g., redundancy, ECC scheme, and MOS transistor size, etc. Our simulation results show that Loadsa can accurately optimize the STT-RAM based on the system and cell-level constraints with a linear computation complexity. Our method demonstrates great potentials in the early design stage of memory or micro-architecture by eliminating the design integrations, while offering a full statistical view of the design even when the common yield enhancement practices are applied.
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