A
Ad Pronk
Dear Madam/Sir,
I have a simple question about the use of the Fast Fourier Transform option
in the Data Analysis package.
1. After the transform of a row/column a row/column of the same length is
obtained with complex numbers.
2. The (time) step between two input data is denoted by dT.
3. First question: Let the output be Xn = An + i.Bn. What is the exponential
function: Exp{i.n.t/dT} or Exp{i.p.n.t/dT} or Exp{i.2p.n.t/dT} ?
(in which t = time )
I couldn’t find the correct answer in the Office help and I know there are
differences between FFT packages.
4. Let’s assume the third expression is correct; than the real part of the
expression will be: Real[Xn.exp{i.2p.n.t/dT}] = An.Cos(n.w1.t) -
Bn.Sin(n.w1.t)
Is this correct ?
5. Are there already tools available in which the limitation for N=2^k is
not needed.
If you can help me with these questions it would be a great help for me.
Thanks in advance and best regards
Ad Pronk
Ministry of Transport, Public Works and Water management
The Netherlands
E-mail: (e-mail address removed)
I have a simple question about the use of the Fast Fourier Transform option
in the Data Analysis package.
1. After the transform of a row/column a row/column of the same length is
obtained with complex numbers.
2. The (time) step between two input data is denoted by dT.
3. First question: Let the output be Xn = An + i.Bn. What is the exponential
function: Exp{i.n.t/dT} or Exp{i.p.n.t/dT} or Exp{i.2p.n.t/dT} ?
(in which t = time )
I couldn’t find the correct answer in the Office help and I know there are
differences between FFT packages.
4. Let’s assume the third expression is correct; than the real part of the
expression will be: Real[Xn.exp{i.2p.n.t/dT}] = An.Cos(n.w1.t) -
Bn.Sin(n.w1.t)
Is this correct ?
5. Are there already tools available in which the limitation for N=2^k is
not needed.
If you can help me with these questions it would be a great help for me.
Thanks in advance and best regards
Ad Pronk
Ministry of Transport, Public Works and Water management
The Netherlands
E-mail: (e-mail address removed)