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Rectangular Pulse Fourier Transform Visualization - Signal Processing Explained #3387472 (License: Personal Use)
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The image displays two blue rectangular pulses in the time domain (left) and their respective Fourier transforms (right), plotted as real (purple) and imaginary (teal) parts. The top pair shows a centered pulse yielding a purely real, even-symmetric sinc function; the bottom pair shows a right-shifted pulse resulting in a complex transform with both real and imaginary components due to phase shift. This demonstrates how time-domain translation affects frequency-domain phase.
Used in educational or technical web pages on signal processing, Fourier analysis, or communications engineering to illustrate how time-domain features map to frequency-domain properties-especially symmetry, shift, and phase.
Related Cliparts: Visual comparison of two rectangular pulses in time domain and their corresponding Fourier transforms, illustrating real and imaginary spectral components for signal analysis.
(view all Rectangular Pulse Fourier Transform Visualization - Signal Processing Explained)
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