Sentence examples for harmonic relation from inspiring English sources

The sensation of pleasantness, or "consonance", of a dyad is likely driven by the harmonic relation of the frequency components of the combined spectrum of the two notes.

The PLP model does not seem to be suited for predicting polyphonic signals since the tonal components do not obey an integer harmonic relation.

In musical context, IMD is often an undesired phenomenon, since IMD components generally fall at frequencies which are not in any simple harmonic relation to the original tones, making the resulting sound noisy and inharmonic.

In some cases, for example, when dealing with monophonic audio signals, a uniform frequency mapping may be more useful than a nonuniform mapping such as the warping operation described in Section 4.4, since it preserves the harmonic relation between the tonal components.

In Section 2, we derive a basic relation of the Laplace transform of meeting time in Theorems 1 and 2. This result is just a kind of harmonic relation and an extension of that for first hitting times, but plays an important role to get exact value of meeting and infection times.

For this type of configuration, the spectra are mainly characterized by the presence of several dominant peaks (Rossiter modes) that are not in a harmonic relation but uniformly spaced at a distance equal to the fundamental frequency of the oscillation mechanism (aero-acoustic feedback loop).

Ernest Ansermet, conducting the BBC Symphony Orchestra in 1952 in a performance of Tippett's Symphony No 1, wrote to say that the slow movement was just "paper music", with no harmonic relations between its ground bass and variations.

However, additional tests, that take into account harmonic relations among the notes, must be performed to avoid false positives.

This design has its base on the theory of gold proportion, formulated by Pythagoras with elements used by Euclides, in which two unequal parts have harmonic relations.

The used harmonic relations are: C−G, D−A, E−B, F−C, G−D, A−E, and A −F from the same or different octave.

In this work we propose a density and shape optimization problem of finding a composite membrane that satisfy approximate harmonic relations of some eigenfrequencies.