Completion type in-place matrix transposition method
A matrix transposition and matrix technology, which is applied to measurement devices, radio wave reflection/re-radiation, and re-radiation utilization, etc., can solve the problem of the need to improve the transposition efficiency, the low utilization rate of matrix storage space, and the insufficient transposition of large matrices Perfection and other issues to achieve the effect of improving processing performance, high transposition efficiency, and improving utilization efficiency
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[0059] Assuming the number of rows of the original matrix L=2720, the number of columns W=256, the number of rows and columns of the divided sub-matrix K=64, the transposition method is as follows:
[0060] Step 1. Store batches of data to be transposed continuously into SDRAM, and first map the data into a two-dimensional matrix 2720*256;
[0061] Step 2. Comparing the number of rows and columns of the matrix, performing a complement operation on the mapped two-dimensional matrix so that it can be divided into several square matrices, and then performing a block operation. refer to figure 1 , the specific implementation of this step is as follows:
[0062] (2a) With 256*256 as the square matrix size, the matrix can be filled with a 96*256 rectangle below, so that the entire matrix can be divided into 11 square matrices;
[0063] (2b) Divide each square matrix with 64*64 as the unit matrix, and divide it into a diagonal mode matrix and a non-diagonal mode matrix;
[0064] S...
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