| 摘要 |
In internal-combustion engines with large numbers of cylinders, the rotational speed fractions of the cylinders are superimposed such that, when considering a rotational speed curve, no conclusions are possible any longer with respect to rotational speed fractions of individual cylinders. This requires new analyzing methods. According to the invention, contributions of individual cylinders of the internal-combustion engine to the rotational acceleration are determined by the rotational speed course of the crankshaft by individually cutting off the cylinders successively. From the thus obtained rotational speed course curves, a pulse response spectrum {right arrow over (I of an operating cycle is formed at least for the harmonic of the 0.5th order. In normal operation, the rotational speed course of the crankshaft is then continuously recorded above the angle of each operating cycle. By a Fourier transformation, Fourier coefficients are determined as a resultant {right arrow over (R at least of the harmonic of the 0.5th order. Correction factors for the injection quantities are obtained for equalization of the individual cylinders with respect to their rotational speed fractions. The components of the resultant {right arrow over (R situated in the direction of the pulse response vectors are multiplied with the pulse responses {right arrow over (I and are combined by addition.
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