Sentence examples for harmonic number from inspiring English sources

From equation (22) above, the frequencies of these vibrations (fn) can be deduced as: or, in terms of the fundamental frequency f1, Here n is called the harmonic number, because the sequence of frequencies existing as standing waves in the string are integral multiples, or harmonics, of the fundamental frequency.

Get the harmonic number of the overlapped note.

The n value can be called the radial harmonic number.

where is the common harmonic number of nonoverlapped harmonics of both notes.

However, the harmonic number is still present in the interpolated values.

The amplitude of the features tend to zero as the harmonic number increases.

In Equation 11, only the source shape and the harmonic number h remains.

where n is the harmonic number and β is the inharmonicity parameter.

The steepened waves consist of harmonic components (nω, n k) where n is the harmonic number.

The following theorem gives the relationship between harmonic numbers and harmonic Fibonacci numbers.

Harmonic numbers play an important role in this investigation.