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The basic FRM structure comprises a band-edge shaping filter and two masking filters.
An FRM technique incorporating extrapolated impulse response band-edge shaping filter is introduced.
Analysis is supported by measurement results confirming the advantageous shaping filter performance.
The excitation is generated from the response of a linear shaping filter subjected to a Gaussian white noise.
The random road excitation is considered as the output of a first-order linear shaping filter to white noise excitation.
The delayed time-domain raised-cosine pulse is considered for the output of the shaping filter at the transmitter.
An equal-loudness compensation method is also introduced for designing the shaping filter to achieve the desired sound quality.
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Thus, the LP fit for obtaining the noise-shaping filter should be carried out over a Bark frequency axis as in Fig. 8.19b.
a Rectangular pulse-shaping filter.
b Raised-cosine pulse-shaping filter: roll-off factor = 0.5.
The rest of simulations in this paper are done with a rectangular pulse-shaping filter.
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