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ISO/IEC 14496-3:2005(E)<br />

2.B.1.3.2 Unvoiced speech<br />

Spectral shaping:<br />

Pf z<br />

uv<br />

n −n<br />

∑αγ<br />

n z<br />

n=<br />

0<br />

( ) −1<br />

= P ( 1 −δz)<br />

n −n<br />

∑αnβ<br />

z<br />

84 © ISO/IEC 2005 — All rights reserved<br />

P<br />

n=<br />

0<br />

Similarly the transfer function of the spectral shaping filter for unvoiced speech is given as Pf uv ( z)<br />

, where αn are<br />

linear predictive coefficients converted from de-quantized LSPs, which are updated every 20 ms. When normal<br />

decode mode is selected, LSP coefficients are updated at the middle of decode frame interval. If low delay decode<br />

mode is selected , decode frame interval is shifted by 2.5 ms and LSP update happens at 7.5 ms point from the<br />

beginning of the decode interval in Figure 2.9 p = 10, γ = 05 . , β = 08 . , δ = 01 . . The gain adjustment and the<br />

smoothing process are the same as in the voiced part described above, and produces postfiltered unvoiced<br />

speech uvspeech( n).<br />

The output of each of the postfilters, vspeech( n)<br />

and uvspeech( n)<br />

are added to generate postfiltered speech output.<br />

2.B.2 Post processing<br />

2.B.2.1 Tool description<br />

The output of the postfilter is fed into the post processing part. Post processing is composed of three filters, those<br />

are, high pass filter, high frequency emphasis filter, and low pass filter. High pass filter is used to remove<br />

unnecessary low frequency components, high frequency emphasis is used to increase the brightness of the<br />

speech, and low pass filter is used to remove unnecessary high frequency components. The filter configurations<br />

and constants described here is one example and not normative, and they could be modified.<br />

2.B.2.2 Definitions<br />

HPF(): z Transfer function of high pass filter.<br />

Emp(): z Transfer function of high frequency emphasis filter.<br />

LPF(): z Transfer function of low pass filter.<br />

2.B.2.3 Processing<br />

The three filters below are applied to the output of the postfilter.<br />

High Pass Filter:<br />

HPF()= z G<br />

inv<br />

−1−2 1 + Az 1 + Bz 1<br />

1<br />

1 + Cz + Dz<br />

− −2<br />

1 1<br />

−1−2 1 + Az 2 + Bz 2<br />

⋅<br />

1<br />

1+<br />

Cz + Dz<br />

− −2<br />

2 2

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