Gray Code Arithmetic for Clock Domains Transfer

M. Sheblaev, Rodion Erokhin
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Abstract

Modern high-speed FPGA and VLSI often operate using multiple clock subnets (synchronization domains). It is necessary to solve the problem of reliable data transfer between different clock domains. For this purpose, we should minimize the number of simultaneously changing bits within the clock stability window. A well-known mathematical model aimed to solve this problem is the usage not of binary notation to form address pointers but Gray’s code, specially designed to meet such kind of requirements.The classical approach for arithmetics in Gray code is to use conversion from Gray code to binary code, use binary arithmetic operations and convert the result back from binary code to Gray code. We propose new algorithms for such arithmetic operations which are free of conversions from Gray code to binary code.
时钟域转移的灰码算法
现代高速FPGA和VLSI通常使用多个时钟子网(同步域)运行。解决不同时钟域之间可靠的数据传输问题是十分必要的。为此,我们应该最小化时钟稳定窗口内同时变化的比特数。为了解决这个问题,一个著名的数学模型不是使用二进制表示法来形成地址指针,而是使用专门为满足这种要求而设计的格雷码。格雷码的经典算法是从格雷码到二进制码的转换,再使用二进制算术运算,将结果从二进制码转换回格雷码。我们提出了一种新的算法来处理这些算术运算,这种算法不需要从格雷码转换为二进制码。
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