| 摘要 |
<p>Low-complexity, application-independent fixation of a chromatogram is achieved by a) determining a limit frequency under the assumption that the shape of the peaks in the chromatogram corresponds approximately to a Gaussian function having a standard deviation and the Fourier transform of the Gaussian function describes the frequency spectrum of a peak, at which limit frequency the Fourier transform has decreased to a predetermined limit value, b) determining the height, width, and retention time of each individual peak from the chromatogram, or a chromatogram taken previously under the same conditions, c) determining a constant factor based on a first predetermined relationship, d) determining the functional dependency of the limit frequency on the retention time as a variable quantity based on a second predetermined relationship, and e) filtering the chromatogram with the limit frequency depending on the retention time as the variable quantity using a low-pass filter.</p> |
