fast Fourier transform

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fast Fourier transform

An MRI term for a very fast and efficient computational method of performing a Fourier transform—the mathematical process by which raw data is processed into a usable image.

References in periodicals archive ?

Theoretically, there are many ways to compute the DFT rule in (1) and (2), however, in this work a FFT algorithm is employed to compute the DFT of an input ECG sequence, x[n].

A Novel and Low Processing Time ECG Security Method Suitable for Sensor Node Platforms

Due to their inherent parallelism and reconfigurability, FPGAs are attractive for accelerating FFT computations, since they fully exploit the parallel nature of the FFT algorithm. FPGAs are particularly an attractive target for medical and biomedical imaging apparatus and instruments such as electron microscopes and tomographic scanners.

Algorithm and Architecture Optimization for 2D Discrete Fourier Transforms with Simultaneous Edge Artifact Removal

It is found that considering the constraints of the FFT algorithm when choosing [gamma] can yield calculation speed-ups.

Accelerated Computing in Magnetic Resonance Imaging: Real-Time Imaging Using Nonlinear Inverse Reconstruction

In order to conclude the system it is enabled to reduce the harmonic defects using the Total Harmonic Distortion (THD) in the source side of the 110kV substation which has been detected by FFT Algorithm and compensated by using the Shunt Active Filter.

Source side harmonics detection and compensation in commercial substation

The proposed architecture implements the FFT algorithm, for sizes in correspondence with N = 2"s ranging from 16 through 1024 with various combinations.

Efficient FPGA implementation of high-throughput mixed radix multipath delay commutator FFT processor for MIMO-OFDM

The algorithm introduced in Section 3.3 is based on the FFT algorithm and does not require solving an optimization problem.

A motion detection algorithm using local phase information

These data symbols are converted from serial to parallel format and then FFT algorithm is applied, described in eq.

CODED WAVELET OFDM BASED COMMUNICATION SYSTEM FOR RAYLEIGH FADING CHANNEL

In the FFT algorithm, the complex floating point add, subtract, and multiply operations shown in figure 1 can be realized with a discrete implementation that uses three reversible single precision floating point adders to perform the complex add and four reversible single precision floating point multipliers and three reversible single precision floating point subtractors to perform the complex subtract.

Design of a reversible fused 32-point Radix-2 floating point FFT unit using 3:2 compressor

For the past decades, there were several attempts to parallelize the FFT algorithm which was mostly based on parallelizing each stage (iteration) of the FFT process [26-28].

Radix-[2.sup.[alpha]]/[4.sup.[beta]] building blocks for efficient VLSI's higher radices butterflies implementation

For the latter, we suppose to use the FFT algorithm due to the discrete nature of the simulation.

An FFT-based approach in acceleration of discrete Green's function method for antenna analysis

The FFT algorithm used for obtaining spatial information of a digital image works as follows:

Measurement of pavement macrotexture through digital image processing/Mensuracao da macrotextura de pavimentos pelo processamento digital de imagens