import math as m import numpy as np def int2hex(n,nbits): if (nbits % 4) != 0 : return 'ERROR 1!' spec='0'+str(nbits/4)+'x' if n >= (-2**(nbits-1)) and n <= (2**(nbits-1)-1) : return format(n, spec) if n>=0 else format(2**nbits+n, spec) else : return 'ERROR 2!' nb_point = 256 t = np.arange(nb_point) ## f0 ampl_f0_0 = pow(2,14) freq_f0_0 = float(16)/256 phi_f0_0 = 0 ampl_f0_1 = pow(2,13) freq_f0_1 = float(16)/256 phi_f0_1 = 0 ampl_f0_2 = pow(2,12) freq_f0_2 = float(16)/256 phi_f0_2 = 0 ampl_f0_3 = pow(2,11) freq_f0_3 = float(16)/256 phi_f0_3 = 0 ampl_f0_4 = pow(2,10) freq_f0_4 = float(16)/256 phi_f0_4 = 0 x_f0 = [ampl_f0_0 * np.cos(2 * m.pi * freq_f0_0 * t + phi_f0_0 * m.pi / 180 ) , ampl_f0_1 * np.cos(2 * m.pi * freq_f0_1 * t + phi_f0_1 * m.pi / 180 ) , ampl_f0_2 * np.cos(2 * m.pi * freq_f0_2 * t + phi_f0_2 * m.pi / 180 ) , ampl_f0_3 * np.cos(2 * m.pi * freq_f0_3 * t + phi_f0_3 * m.pi / 180 ) , ampl_f0_4 * np.cos(2 * m.pi * freq_f0_4 * t + phi_f0_4 * m.pi / 180 ) ] # x_f0 = [ampl_f0_0 * np.cos(2 * m.pi * freq_f0_0 * t + phi_f0_0 * m.pi / 180 ) , # np.zeros(nb_point,dtype=np.int16) + 10 , # np.zeros(nb_point,dtype=np.int16) - 10 , # ampl_f0_3 * np.cos(2 * m.pi * freq_f0_3 * t + phi_f0_3 * m.pi / 180 ) , # ampl_f0_4 * np.cos(2 * m.pi * freq_f0_4 * t + phi_f0_4 * m.pi / 180 ) ] x_f0_int16 = [np.zeros(nb_point,dtype=np.int16), np.zeros(nb_point,dtype=np.int16), np.zeros(nb_point,dtype=np.int16), np.zeros(nb_point,dtype=np.int16), np.zeros(nb_point,dtype=np.int16)] for j in xrange(5) : for i in xrange(nb_point) : x_f0_int16[j][i] = int(round(x_f0[j][i])) f = open("data_f0.txt", 'w') for i in xrange(nb_point) : for j in xrange(5) : f.write(int2hex(x_f0_int16[j][i],16)) f.write('\n') f.close f = open("data_f1.txt", 'w') for i in xrange(1) : for j in xrange(5) : f.write(int2hex(0,16)) f.close f = open("data_f2.txt", 'w') for i in xrange(1) : for j in xrange(5) : f.write(int2hex(0,16)) f.close