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Apparatus for computation of discrete Fourier transform using array parallel processor

机译:使用阵列并行处理器计算离散傅里叶变换的装置

摘要

An apparatus for computing the discrete Fourier transform of a linear array variable f(j) of length N or of a planar array variable f(j, k) of dimensions N×M, wherein both N and M are even positive integers. The computation is divided into three parts, each suitable for computation via a multiprocessor array. Firstly, each element of the linear array f(j) is multiplied by the corresponding element of a first array constant. The resultant array is circularly convolved with a second array constant in the second step. The circular convolution may be computed in a straight forward manner or the second array constant may be resolved into N-1 simple array constants which are successively convolved. Lastly, each element of the resultant array after convolution is multiplied by the corresponding element of a third array constant. The invention is applied to a planar array by loading the planar array f(j,k) into corresponding elements of a planar array of processor elements. The above described process is first applied separately to the columns of the original planar array and then applied separately to the rows of the resultant planar array.
机译:一种用于计算长度为N的线性数组变量f(j)或尺寸为N×M的平面数组变量f(j,k)的离散傅里叶变换的设备,其中N和M均为偶整数。计算分为三个部分,每个部分都适合通过多处理器阵列进行计算。首先,将线性数组f(j)的每个元素乘以第一数组常数的相应元素。在第二步中,将所得数组与第二个数组常量循环卷积。可以以直接的方式计算圆形卷积,或者可以将第二阵列常数解析为连续卷积的N-1个简单阵列常数。最后,将卷积后的结果数组的每个元素乘以第三数组常数的相应元素。通过将平面阵列f(j,k)加载到处理器元件的平面阵列的相应元件中,将本发明应用于平面阵列。首先将上述过程分别应用于原始平面阵列的列,然后分别应用于所得平面阵列的行。

著录项

  • 公开/公告号US5109356A

    专利类型

  • 公开/公告日1992-04-28

    原文格式PDF

  • 申请/专利权人 ENVIRONMENTAL RESEARCH INSTITUTE OF MICHIGAN;

    申请/专利号US19900530099

  • 发明设计人 WAYNE M. LAWTON;

    申请日1990-05-29

  • 分类号G06F7/34;G06F15/35;

  • 国家 US

  • 入库时间 2022-08-22 05:23:00

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