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  1. argmin(data)=1526
  2.    
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  6.    
  7. using FFTW
  8.     using AbstractFFTs
  9.     using DSP
  10.     gr()
  11.     time = 2000
  12.     function windowdata(time)
  13.         windowdata=Float64[]
  14.         for i in 1:time
  15.             window = data[i]*DSP.Windows.rect(time)[i]
  16.             push!(windowdata,window)
  17.         end
  18.         return windowdata
  19.     end
  20.     FFT = fft(windowdata(time))
  21.     f_abs = abs.(FFT)
  22.     half_f_abs = f_abs[1:div(time,2)]
  23.     ##fs
  24.     fs = collect(1:time)
  25.     fs /= time
  26.     half_fs = Fs[1:div(time,2)]
  27.     ##
  28.     f_abs_max = sortperm(half_f_abs, rev=true)
  29.     top1 = f_abs_max[1]
  30.     top2 = f_abs_max[2]
  31.     top3 = f_abs_max[3]
  32.     top4 = f_abs_max[4]
  33.     top5 = f_abs_max[5]
  34.     top6 = f_abs_max[6]
  35.     top7 = f_abs_max[7]
  36.     top8 = f_abs_max[8]
  37.     top9 = f_abs_max[9]
  38.     top10 = f_abs_max[10]
  39.     println(" fs=",half_fs[top1]," value=",half_f_abs[top1],"n"," fs=",half_fs[top2]," value=",half_f_abs[top2])
  40.     println(" fs=",half_fs[top3]," value=",half_f_abs[top3],"n"," fs=",half_fs[top4]," value=",half_f_abs[top4])
  41.     println(" fs=",half_fs[top5]," value=",half_f_abs[top5],"n"," fs=",half_fs[top6]," value=",half_f_abs[top6])
  42.     println(" fs=",half_fs[top7]," value=",half_f_abs[top7],"n"," fs=",half_fs[top8]," value=",half_f_abs[top8])
  43.     println(" fs=",half_fs[top9]," value=",half_f_abs[top9],"n"," fs=",half_fs[top10]," value=",half_f_abs[top10])
  44.    
  45. println(" fs=",fs[top1]," value=",f_abs[top1],"n"," fs=",fs[top2]," value=",f_abs[top2])
  46. println(" fs=",fs[top3]," value=",f_abs[top3],"n"," fs=",fs[top4]," value=",f_abs[top4])
  47. println(" fs=",fs[top5]," value=",f_abs[top5],"n"," fs=",fs[top6]," value=",f_abs[top6])
  48. println(" fs=",fs[top7]," value=",f_abs[top7],"n"," fs=",fs[top8]," value=",f_abs[top8])
  49. println(" fs=",fs[top9]," value=",f_abs[top9],"n"," fs=",fs[top10]," value=",f_abs[top10])
  50.    
  51. fs=7.142857142857143e-5 value=340.1240287894337
  52.  fs=0.0007142857142857143 value=165.293926144765
  53.  fs=0.9994285714285714 value=165.29392614476498
  54.  fs=0.00014285714285714287 value=145.98140898456788
  55.  fs=1.0 value=145.98140898456788
  56.  fs=0.0007857142857142857 value=99.73783612357786
  57.  fs=0.9993571428571428 value=99.73783612357786
  58.  fs=0.0006428571428571428 value=47.74747880785406
  59.  fs=0.9995 value=47.74747880785406
  60.  fs=0.9992857142857143 value=4.108633173927631
  61.    
  62. fs=0.0006428571428571428
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