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System and method for characterizing a sample by low-frequency spectra

  • US 6,995,558 B2
  • Filed: 10/09/2003
  • Issued: 02/07/2006
  • Est. Priority Date: 03/29/2002
  • Status: Active Grant
First Claim
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1. Apparatus for interrogating a sample that exhibits low-frequency molecular motion, comprising:

  • a container adapted for receiving the sample, the container having both magnetic and electromagnetic shielding;

    an adjustable-power source of Gaussian noise for directing Gaussian noise to the sample, with the sample in the container;

    a detector for detecting an electromagnetic time-domain signal composed of sample source radiation superimposed with the directed Gaussian noise; and

    an electronic computer adapted to receive the time-domain signal from the detector, and to process the signal to generate a spectral plot that displays, at a selected power setting of the Gaussian noise source, low-frequency spectral components characteristic of the sample in a selected frequency range between DC and 50 kHz, wherein the electronic computer includes machine readable code operable to;

    (i) store the time-domain signal of the sample over a sample-duration time T;

    (ii) select a sampling rate F for sampling the time domain signal, where F*T is a total sample count S, F is approximately twice a frequency domain resolution f of a Real Fast Fourier Transform of the time-domain signal sampled at sampling rate F, and S>

    f*n, where n is at least 10,(iii) select S/n samples from the stored time domain signal and perform a Real Fast Fourier Transform (RFFT) on the selected samples to produce an RFFT signal,(iv) normalize the RFFT signal and calculate an average power for the RFFT signal,(v) place an event count in each of f selected-frequency event bins where a measured power at a corresponding selected frequency is greater than an average power times a value ε

    , where 0<

    ε

    <

    1 and is chosen such that a total number of counts placed in an event bin is between about 20–

    50% of a maximum possible bin counts in that bin,(vi) repeat steps (iii–

    v), and(vii) generate a histogram that shows, for each event bin f over a selected frequency range, a number of event counts in each bin.

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