This example describes a 32K-point fast Fourier transform (FFT) using the Altera FFT IP MegaCore.

Packet : fft_32K.rar filelist
fft_32K\MATLAB\fft_32K_tb.m
fft_32K\MATLAB\fft_small_model.m
fft_32K\MATLAB\fft_small_tb.m
fft_32K\MATLAB\gen_twiddle_factor.m
fft_32K\MATLAB
fft_32K\QuartusII\FFT_32K.qpf
fft_32K\QuartusII\FFT_32K.qsf
fft_32K\QuartusII
fft_32K\source\clk_pll.v
fft_32K\source\combine_fft.v
fft_32K\source\comb_final_fft_res.v
fft_32K\source\exponent_output_ver.txt
fft_32K\source\fft_32K.cr.mti
fft_32K\source\fft_32K.v
fft_32K\source\fft_32K_coshex.hex
fft_32K\source\fft_32K_sinhex.hex
fft_32K\source\fft_32K_streaming_tb.v
fft_32K\source\fft_32K_streaming_vo_msim.tcl
fft_32K\source\fft_32K_wave.do
fft_32K\source\fft_small.v
fft_32K\source\fft_small.vo
fft_32K\source\fft_small_1n16384cos.hex
fft_32K\source\fft_small_1n16384sin.hex
fft_32K\source\fft_small_1n64cos.hex
fft_32K\source\fft_small_1n64sin.hex
fft_32K\source\fft_small_2n16384cos.hex
fft_32K\source\fft_small_2n16384sin.hex
fft_32K\source\fft_small_2n64cos.hex
fft_32K\source\fft_small_2n64sin.hex
fft_32K\source\fft_small_3n16384cos.hex
fft_32K\source\fft_small_3n16384sin.hex
fft_32K\source\fft_small_3n64cos.hex
fft_32K\source\fft_small_3n64sin.hex
fft_32K\source\fft_small_bb.v
fft_32K\source\fft_small_inst.v
fft_32K\source\fft_small_model.m
fft_32K\source\fft_small_tb.m
fft_32K\source\fft_small_tb.v
fft_32K\source\fft_small_tb.vhd
fft_32K\source\imag_input.txt
fft_32K\source\imag_output_ver.txt
fft_32K\source\mram_buf.v
fft_32K\source\mult_add.v
fft_32K\source\mul_fft_bot_tf.v
fft_32K\source\parse_fft_input.v
fft_32K\source\real_input.txt
fft_32K\source\real_output_ver.txt
fft_32K\source\scale_fft_res.v
fft_32K\source\twiddle_rom_add.v
fft_32K\source
fft_32K

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