Variable-octave complex smoothing for loudspeaker-room response equalization

被引:0
|
作者
Bharitkar, Sunil
Kyriakakis, Chris
Holman, Tom
机构
来源
2008 DIGEST OF TECHNICAL PAPERS INTERNATIONAL CONFERENCE ON CONSUMER ELECTRONICS | 2008年
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暂无
中图分类号
TP3 [计算技术、计算机技术];
学科分类号
0812 ;
摘要
In this paper we present a technique for processing room responses using a variable-octave complex-domain (viz. time-domain) smoother so as to design low-order FIR equalization filters. Traditional techniques for room response processing, for equalization and other applications such as auralization, have focused on a constant-octave (e.g., 113 octave) using only magnitude domain smoothing of these room responses. However, recent research by Olive [7] has shown that room responses need to be processed with a high frequency resolution (e.g., 1/20(th) octave), especially, in the low-frequency region, to characterize discrete room modes which are distinctly audible. Using such a high-resolution at higher frequencies of the room response results in relatively long model (or equivalently filter lengths) due to the undesirable over-fitting of the model in the high-frequency region. Moreover, auditory filters have wider bandwidth (viz., lower frequency resolution) in the high-frequency part of the human hearing. Hence, the present paper proposes a variable-octave complex-domain smoothing where a lower octave smoothing is performed in the high-frequency part of the room response. Thus this paper incorporates, simultaneously, the high low-frequency resolution as well as the requirement of relatively lower-resolution of the room response in the high-frequency part through a perceptually motivated approach. As will be shown, using this approach, there is a significant reduction in the filter order for loudspeaker-room equalization. A proposal for (i) an overall perceptually relevant smoothing scheme and, (ii)selection of the transition frequency between high-resolution smoothing (in the low-frequency region) and low-resolution smoothing in the high-frequency region will be presented.
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页码:548 / 549
页数:2
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