ECC是“Error Checking and Correcting”的简写,中文名称是“错误检查和纠正”。ECC内存,即应用了能够实现错误检查和纠正技术(ECC)的内存条。EDAC,即Error Detection And Correction(错误检测与纠正)。 内存有两种错误类型分别是CE和UE,CE 是 Correctable Error 的简称, UE是Uncorrectable Error的简称,CE即可恢复的错误...
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目前主流工作站的内存为ECC(Error Checking and Correcting)内存。ECC并非像常见的PC133,DDR400那样是内存的传输标准的简称。它最重要的特点是() A. 速度快 B. 价格便宜 C. 具有错误校验和纠错功能 D. 位宽大 如何将EXCEL生成题库手机刷题 相关题库:计算机网络管理员(技师)题库 > 手机使用 分享 反馈 ...
PURPOSE:To attain the fast working of an ECC (error checking/correcting) circuit by separating an ECC check bit production circuit from an ECC check circuit in the ECC circuit, thereby decreasing the number of logic gates. CONSTITUTION:An ECC data production circuit 10 contains an ECC check ...
必应词典为您提供error-checking-and-recovery的释义,网络释义: 错误检验和恢复;误差核对与复原;错误检查与恢复;
Error checking and correcting (ECC) is performed on data held in a content addressable memory. An error check circuit receives words from a memory circuit or circuits, generates an error status and generates a corrected value when appropriate. A control circuit sequences through each of the words...
Error checking and correcting device 专利名称：Error checking and correcting device 发明人：Albert S. Lui,Majid Arbab 申请号：US05/695494 申请日：19760614 公开号：US04077028A 公开日：19780228 专利内容由知识产权出版社提供 摘要：An error checking and correcting device for providing group error ...
An error checking and correcting device for providing group error detection in addition to single error correction and double error detection in a codeword transmitted through a modular communication channel is disclosed. The codeword comprises a plurality of data bits and a plurality of check bits....
and t represents the error-correcting capability of the code. Reed-Solomon Codes Reed-Solomon codes are useful for correcting errors that occur in bursts. In the simplest case, the length of codewords in a Reed-Solomon code is of the form N= 2M-1, where the 2M is the number of symbols...
and t represents the error-correcting capability of the code. Reed-Solomon Codes Reed-Solomon codes are useful for correcting errors that occur in bursts. In the simplest case, the length of codewords in a Reed-Solomon code is of the form N= 2M-1, where the 2M is the number of symbols...