Читать книгу Engineering Acoustics - Malcolm J. Crocker - Страница 155
Solution
ОглавлениеFrom Figure 4.8 the loudness indices, S, given in column 3 of Table 4.1 are found.
We obtain that Smax = 26.5 and ∑S = 134.2. Thus from Eq. (4.2) the loudness is: S = 26.5 + 0.3 (134.2 − 26.5) = 59 sones (OD, Octave Diffuse) and from Eq. (4.1), or Figure 4.7, the loudness level is: P = 99 phons (OD).
Table 4.1 Octave band levels of factory noise and Stevens' loudness indices.
Octave band center frequency, Hz | Octave band level, dB | Band loudness index S |
---|---|---|
31.5 | 75 | 3.0 |
63 | 79 | 6.2 |
125 | 82 | 10.5 |
250 | 85 | 15.3 |
500 | 85 | 18.7 |
1000 | 87 | 26.5 |
2000 | 82 | 23.0 |
4000 | 75 | 17.5 |
8000 | 68 | 13.5 |
Figure 4.8 Contours of equal loudness index.
There are several other aspects of loudness which we have not had room to discuss in this book, e.g. impulsive noise, and monaural and binaural loudness. Readers will find these well covered in Kryter's book [16].