harmonic series การใช้

• Any departure from this ideal harmonic series is known as inharmonicity.
• The resulting set of pitches is a new harmonic series altogether.
• Without valves, only the notes within the harmonic series are available.
• This last summation is the harmonic series, which diverges.
• An example of a conditionally convergent series is the alternating harmonic series.
• Although the harmonic series does diverge, it does so very slowly.
• The sum on the right is the harmonic series, which diverges.
• Mutations usually sound at pitches in the harmonic series of the fundamental.
• This offered more possibilities for playing notes not on the harmonic series.
• A closed cylinder vibrates at only the odd members of its harmonic series.
• This proves that the harmonic series must be divergent.
• Fundamental frequency is the lowest frequency in harmonic series.
• Is the ordinary harmonic series, which diverges.
• The pitches of the pipes are based on the harmonic series in B flat.
• However, pitches are different harmonics from the harmonic series on different slide positions.
• Using this concept, he relates the harmonic series to tonality in several ways.
• The above series is a prototypical Dirichlet series that harmonic series which diverges to, and
• A chord fuses in perception if its overall spectrum is similar to a harmonic series.
• When 1 } }, the-series is the harmonic series, which diverges.
• The principal register of the instrument extends to the seventh pitch of the harmonic series.