Fault Secure Encoder and Decoder for Memory Applications

Helia Naeimi, A. DeHon
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引用次数: 22

Abstract

We introduce a reliable memory system that can tolerate multiple transient errors in the memory words as well as transient errors in the encoder and decoder (corrector) circuitry. The key novel development is the fault-secure detector (FSD) error-correcting code (ECC) definition and associated circuitry that can detect errors in the received encoded vector despite experiencing multiple transient faults in its circuitry. The structure of the detector is general enough that it can be used for any ECC that follows our FSD-ECC definition. We prove that two known classes of Low-Density Parity-Check Codes have the FSD-ECC property: Euclidean Geometry and Projective Geometry codes. We identify a specific FSD-LDPC code that can tolerate up to 33 errors in each memory word or supporting logic that requires only 30% area overhead for memory blocks of 10 Kbits or larger. Larger codes can achieve even higher reliability and lower area overhead. We quantify the importance of protecting encoder and decoder (corrector) circuitry and illustrate a scenario where the system failure rate (FIT) is dominated by the failure rate of the encoder and decoder.
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内存应用的故障安全编码器和解码器
我们介绍了一种可靠的存储系统,它可以容忍存储字中的多个瞬态错误以及编码器和解码器(校正器)电路中的瞬态错误。关键的新发展是故障安全检测器(FSD)纠错码(ECC)定义和相关电路,它可以在电路中经历多个瞬态故障的情况下检测接收编码矢量中的错误。检测器的结构是通用的,它可以用于任何ECC,遵循我们的FSD-ECC定义。我们证明了两类已知的低密度奇偶校验码具有FSD-ECC性质:欧几里德几何码和射光几何码。我们确定了一种特定的FSD-LDPC代码,它可以在每个内存字中容忍多达33个错误,或者支持逻辑,对于10 kb或更大的内存块只需要30%的面积开销。较大的代码可以实现更高的可靠性和更低的面积开销。我们量化了保护编码器和解码器(校正)电路的重要性,并举例说明了系统故障率(FIT)由编码器和解码器的故障率主导的场景。
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