Examples of 'is the fourier' in a sentence
Meaning of "is the fourier"
Is the Fourier: likely referring to the Fourier transform, a mathematical operation that converts a function of time into a function of frequency
How to use "is the fourier" in a sentence
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is the fourier
One is the fourier transform of the other.
The transformation to be used is the Fourier transform.
The power spectrum is the fourier transform of the time variation of vibrating signal.
The most commonly used of these transformations is the Fourier transform.
A simple example is the Fourier transform of the rectangular function.
The best-known tool for this sort of analysis is the Fourier Transform.
Panel b is the Fourier spectrum of the annually averaged torque modulus.
Another description of the phase vocoder is the Fourier transform interpretation.
Where is the Fourier transform.
The term inside the inner brackets is the Fourier transform of g (x ¡ ).
The curve FT is the Fourier transform of the position signal POS.
Calculation phase, The program calculates the array M 7 which is the Fourier transform of the array M 6.
The electric form factor is the Fourier transform of electric charge distribution in space.
In FIGS . 8 a, 8 b, the representation base chosen for representations RR and RI is the Fourier base.
The spectral density function is the Fourier transform of the autocovariance function.
See also
It is the Fourier transform of the time-autocorrelation function.
In such embodiments the spectrum is the Fourier cosine transform of the autocovariance function.
Where is the Fourier transform of . This is the Nyquist ISI criterion.
In other words, the spectral density w is the Fourier Transform of the autocorrelation function ( T ).
What is the Fourier transform of a 50 µs long square pulse?
As shown, the displayed signal 565 is the Fourier transform of the received signal.
What is the Fourier transform of a 63 MHz sine wave?
Plotted along the horizontal axis is the Fourier Number, Fo=αt/L2.
This object beam 5 is the Fourier transformed image of the spatially modulated light beam.
The characteristic function is the Fourier transform of the probability density function.
This is the Fourier transform integral,.
In the above equation, E ( Y ) is the Fourier transform of the signal e ( t ).
What is the Fourier transform of at a?
The matrix thus obtained is the Fourier transform of the convolution of both matrixes.
G ( k x, k y ) is the Fourier transform of the function F SPEOS ;.
The normalized sinc function is the Fourier transform of the rectangular function with no scaling.
The operator F -1 is the Fourier inverse transform ( or, in an equivalent manner, that of Laplace ).
Since the spectral response is the Fourier transform of this distribution, it is square.
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Examples of using Fourier
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Fourier analysis is particularly common for waves
Optical propagation and the fractional fourier transformation
Fourier analysis of continuous and discrete signals
