📄 ip_fft128_model.m
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% function [y, exp_out] = ip_fft128_model(x,N,INVERSE) % % calculates the complex block-floating point FFT/IFFT of length N of a % complex input vector x % % Inputs: x : Input complex vector of length B*N, where B is % the number of blocks over which the length-N FFT is to % be applied. If the length of the vector is not % an integral multiple of N, zeros are % appended to the input sequence appropriately. % N : Transform Length % INVERSE : FFT direction % 0 => FFT % 1 => IFFT % % Outputs y : The transform-domain complex vector output % exp_out : Block exponent value % % 2001-2007 Altera Corporation, All Rights Reserved % % Automatically Generated: FFT MegaCore Function 7.1 Build 156 May, 2007 %function [y, exp_out] = ip_fft128_model(x,N,INVERSE) addpath 'e:/altera/71/ip/fft/lib//ip_toolbench//../'% Parameterization Space THROUGHPUT=4;ARCH=2;DATA_PREC=8;TWIDDLE_PREC=8;input_vector_length = length(x); number_of_blocks = ceil(input_vector_length/N); % Zero-stuff last block if necessary x = [x, zeros(1,number_of_blocks * N - input_vector_length)]; y=[]; exp_out=[]; for i=1:number_of_blocks rin = real(x((i-1)*N + 1: i*N)); iin = imag(x((i-1)*N + 1: i*N)); [roc,ioc,eoc] = Sfftmodel(rin,iin,N,THROUGHPUT,ARCH,DATA_PREC,TWIDDLE_PREC,INVERSE); y = [y, roc+j*ioc]; exp_out = [exp_out, eoc]; end
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