Examples of using Fourier transform in English and their translations into French
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It is not possible to arbitrarily concentrate both a function and its Fourier transform.
A major goal is to provide a general form of the Fourier transform and the Plancherel theorem.
Very high resolution Raman spectra can be obtained by adapting a Fourier Transform Infrared Spectrometer.
the sine or cosine Fourier transform of the stretched exponential is needed.
such as Fourier Transform Infrared Spectroscopy FTIR.
This research, in collaboration with Montreal's McGill University, is based on Fourier Transform Infra-Red(FTIR) technology.
The Canada Foundation for Innovation is helping to finance the observatory and its acquisition of two Fourier Transform(FT) Spectrometers.
powder x-ray diffraction, fourier transform infrared(FTIR) spectroscopy and particle morphology by optical microscopy.
is calculated from the measured interferogram(intensity/time) by means of the Fourier transform method.
When this pattern is decomposed into separate frequency components using a Fourier transform, as well as the mean
Direct Fourier transform gives a quasi-Newton's rings for each point the donor's cells,
The system further performs a Fourier transform on the resulting array in the space domain to generate an array in 3D Fourier space that is back-propagated from the surface to a plane at depth z within the object.
Utilising a FFT(Fast Fourier Transform) analysis, sounds inputted into
The second step of 2D Fourier transform is a second 1D Fourier transform in the orthogonal direction(column by column, Oy),
A dedicated ReactIR Fourier Transform Infrared Spectroscopy(FTIR)
Performing a Fourier transform on this signal data results in a spectrum identical to that from conventional(dispersive) infrared spectroscopy,
In situ reaction analysis with Attenuated Total Reflection( ATR) Fourier Transform Infrared( FTIR) spectroscopy provides real time monitoring of key reaction species.
Utilizing inversion of the Fourier transform- and resorting to neither the Black-Scholes framework
human exposure to wholebody vibration in buildings mode and FFT(Fast Fourier Transform) narrow band frequency analysis for vibration.
pp. 309/p. 75) where omega refers to the oscillation of a Fourier transform.