Reducing the noise bandwidth of the transmitter can also increase energy density.
2.
A flat top window is a partially negative-valued window that has minimal noise bandwidth.
3.
The wider noise bandwidth reduces this 40 dB power saving by 36 MHz / 6 MHz = 8 dB for a substantial net reduction of 32 dB.
4.
What cannot be seen from the graphs is that the rectangular window has the best noise bandwidth, which makes it a good candidate for detecting low-level sinusoids in an otherwise white noise environment.
5.
For a window function with non-zero end-points, such as triangular or Poisson, deleting one of them can result in higher sidelobes and noise bandwidth with little or no main lobe improvement.
6.
For a window function with zero-valued end-points, deleting one or both end-points has no effect on its DTFT . But the function designed for N + 1 samples, instead of N, typically has a slightly narrower main lobe, slightly higher sidelobes, and a slightly lower noise bandwidth.
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