I'm looking for the complex discrete fourier Transform of this EQ
impulse response array. I know the output for the first 3 values:
EQ.DFT MAG(floating)) should be 1.066769, 1.040460, 1.063209....
EQ. DFT MAG(Db) .561411,.344507,.532374....
CH Resp mag(dB) -.608192, .845447,2.019220....
I can for the life me not get this to balance against the returns
below. Any help would be greatly appreciated?
Dim real(23) As Double
Dim img(23) As Double
real(0) = 0.004395
real(1) = 0.0
real(2) = 0.004883
real(3) = -0.002441
real(4) = 0.008301
real(5) = -0.005371
real(6) = 0.014648
real(7) = 0.989746
real(8) = 0.024902
real(9) = -0.005371
real(10) = 0.006836
real(11) = -0.002441
real(12) = 0.005371
real(13) = 0.001465
real(14) = 0.004395
real(15) = 0.002441
real(16) = -0.000977
real(17) = 0.001953
real(18) = 0.001953
real(19) = 0.003418
real(20) = 0.004395
real(21) = 0.000488
real(22) = 0.00293
real(23) = 0.000488
img(0) = -0.003418 'real(0) = 0.004395
img(1) = 0.0
img(2) = -0.004395
img(3) = 0.007812
img(4) = -0.01416
img(5) = 0.021484
img(6) = -0.057129
img(7) = 0.0
img(8) = 0.110352
img(9) = -0.040039
img(10) = 0.020996
img(11) = -0.014648
img(12) = 0.007812
img(13) = -0.006348
img(14) = 0.000977
img(15) = -0.001465
img(16) = -0.000488
img(17) = -0.000488
img(18) = 0.0
img(19) = 0.002441
img(20) = 0.000977
img(21) = 0.001465
img(22) = -0.000488
img(23) = -0.000488
