Point-variable assembly line FFT processor

A processor and pipeline technology, applied in the field of signal processing, can solve the problems of large circuit scale, high memory resource occupation, and limited computing power.

Inactive Publication Date: 2009-08-12
BEIJING INSTITUTE OF TECHNOLOGYGY
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Problems solved by technology

However, it also has its shortcomings: the computing power of a single DSP chip is limited, and it is not suitable for realizing the FFT of super long points; multiple DSP chips can be used for parallel computing, but this solution increases the complexity of the design and consumes a lot of power; The reverse order processing also takes a lot of time of the processor; due to the limited bandwidth of the DSP chip, the input and output of data may become the bottleneck of its high-speed operation
In the literature "A pipeline processor for mixed-size FFTs" (Sayegh, S.I.; Signal Processing, IEEE Trans on, 1992, Vol.40(8): 1892-1900.) A pipelined structure is proposed, which can calculate different points at the same time The disadvantage of FFT is that when the number of points is large, the circuit scale is too large
In the literature "Variab

Method used

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[0100] When realizing the FFT of ultra-long points, the corresponding module will be activated according to the selection and control module. For example, when realizing the FFT of 512K points, it is decomposed according to N=M×L=1024×512, and the first 1024 points are variable In the FFT processing module, 512 times of 1024-point FFT processing are completed, and the twiddle factor generation and multiplication are completed through the twiddle factor processing module, and then the data is sent to the external intermediate data storage module of the processor for caching, and then in the second 1024-point variable FFT processing module Complete 1024 times of 512-point FFT processing in the process to form an output sequence. Take the 512-point FFT processing in the second 1024-point variable FFT processing module as an example, first decompose according to N=M×L=32×16, and the data first completes 16 points in the first 32-point variable FFT processing sub-module The second ...

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Abstract

The invention provides a pipeline FFT processor variable in the number of points, which comprises a first 1024-point variable FFT processing module, a twiddle-factor processing module, a second 1024-point variable FFT processing module and a selection-control module, wherein the four modules and an intermediate data storage module outside the processor jointly complete FFT two-dimensional processing large in the number of points; each 1024-point variable FFT processing module comprises a first 32-point variable FFT processing sub-module, a second 32-point variable FFT processing sub-module, a twiddle-factor processing sub-module, an intermediate data storage sub-module and a selection-control sub-module; variable-point FFT operation is implemented through the 32-point variable FFT processing sub-modules; the twiddle-factor processing module generates and multiplies intermediate twiddle factors by the result of FFT operation; and the selection-control module realizes control over a whole chip. The processor is suitable to be realized in single-chip FPGA or ASIC, and can simultaneously obtain high speed, low power consumption, high precision and other characteristics.

Description

technical field [0001] The invention belongs to the technical field of signal processing, and relates to a signal processor, in particular to an ultra-long variable-point number pipeline FFT processor, which can be applied to various input sequences such as communications or electronic warfare, where the length of the input sequence is variable in real time and the chip area is constrained. higher system. Background technique [0002] In electronic reconnaissance, radar signals cover a wide frequency range. In order to be able to identify different radar signals, electronic warfare receivers must have high frequency resolution over a wide bandwidth. The discrete Fourier transform (DFT) theory states that when using DFT for spectral analysis, the frequency resolution is equal to f s / N, where f s is the sampling frequency, and N is the total number of data points. Therefore, in order to enable the electronic warfare receiver to achieve a higher frequency resolution, the FF...

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Application Information

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IPC IPC(8): G06F17/14
Inventor 陈禾刘伟曾大治刘峰龙腾
Owner BEIJING INSTITUTE OF TECHNOLOGYGY
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