arrow
返回

Real-Time Compensation Framework for Large-Scale ReRAM-Based Sparse LU Factorization

delete2025-06-04
delete0
PRE
AI
W
Weiran Chen
Z
Zaitian Chen
B
Bei Yu
陈松 封面图
陈松 (Song Chen)
Y
Yi Kang
徐
徐奇 (Qi Xu)
DOI:10.1109/TCAD.2025.3576332delete
delete原文链接
delete原文求助
delete分享
delete收藏
摘要

摘要

En 中文
Recently, resistive switching random access memory (ReRAM)-based hardware accelerators have demonstrated unprecedented performance compared to digital accelerators. However, due to limitations in the manufacturing process and large-scale integration, several significant nonideal effects, including IR-Drop, stuck-at-fault, and device noises in real ReRAM-based crossbar arrays, are typically incurred. These nonideal effects degrade signal integrity and performance, particularly in crossbar structures used for building high-density ReRAMs. Therefore, finding a fast and efficient software solution that can predict the effects of IR-drop without involving expensive hardware is highly desirable. In this work, addressing the main limitations of existing simulation methods, such as slow speed and high-resource costs, we propose an efficient analysis of large-scale ReRAM crossbar arrays and the corresponding nonideal factors based on sparse matrix modeling. We classify nonideal factors into linear (e.g., IR-drop) and nonlinear categories (e.g., shot noise). For linear factors, super-nodal sparse LU factorizations are used to solve. The array-level results show that compared to SPICE simulation, our method achieves a numerical solution accuracy of $10^{-15}$ with $506.8 \sim 1253.3\times $ faster and $17.46 \sim 42934.3\times $ reduced memory usage. For nonlinear factors, we propose two solutions based on different requirements. In one method, we obtain an approximate initial solution by solving a linear system while disregarding the nonlinear contributions and subsequently apply an extended Anderson acceleration method to solve the nonlinear equation, which is suitable for high-precision solutions. Another method simplifies the nonlinear equation into an equivalent linear form. Theoretical validation confirms the effectiveness of this method, significantly enhancing simulation speed while maintaining accuracy. Moreover, we build a high-precision ReRAM accelerator architecture with real-time compensation. Experimental results demonstrate that the proposed architecture effectively mitigates accuracy loss caused by nonideal factors.
Keyword:
Analog computing
current compensation
IR-drop
resistive random access memory
sparse LU factorization

期刊

I
IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems
IF:
2.9
论文数:
680
被引数:
9.6K

机构

T
the chinese university of hong kong
学者数:
4.5K
论文数: 2.1K
被引数: 0
U
university of science and technology of china
学者数:
1.0W
论文数: 3.9K
被引数: 3
引用论文

引用论文

Current Compliance-Dependent Nonlinearity in ${\rm TiO}_{2}$ ReRAM
err2013-08-01
err0
PREAI
errFlorian Lentz; Bernd Roesgen; Vikas Rana; Dirk J. Wouters; Rainer Waser
err分享
err收藏
Mask Technique for Fast and Efficient Training of Binary Resistive Crossbar Arrays
err2019-01-01
err0
errOAAI
errMohammed E. Fouda; Sugil Lee; Jongeun Lee; Ahmed Eltawil; Fadi Kurdahi
err分享
err收藏
Algorithm 837
err2004-09-01
err0
PREAI
errPatrick R. Amestoy; Timothy A. Davis; Iain S. Duff
err分享
err收藏
Stuck-at Fault Tolerance in RRAM Computing Systems
err2018-03-01
err103
errOAAI
errXia, Lixue; Huangfu, Wenqin; Tang, Tianqi; Yin, Xiling; Chakrabarty, Krishnendu; Xie, Yuan; Wang, Yu; Yang, Huazhong
err分享
err收藏
16.1 A 22nm 4Mb 8b-Precision ReRAM Computing-in-Memory Macro with 11.91 to 195.7TOPS/W for Tiny AI Edge Devices
err2021-02-13
err0
PREAI
errCheng-Xin Xue; Je-Min Hung; Hui-Yao Kao; Yen-Hsiang Huang; Sheng-Po Huang; Fu-Chun Chang; Peng Chen; Ta-Wei Liu; Chuan-Jia Jhang; Chin-I Su; Win-San Khwa; Chung-Chuan Lo; Ren-Shuo Liu; Chih-Cheng Hsieh; Kea-Tiong Tang; Yu-Der Chih; Tsung-Yung Jonathan Chang; Meng-Fan Chang
err分享
err收藏
学者 查看更多内容