2021
DOI: 10.17743/jaes.2021.0026
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Grouped Feedback Delay Networks for Modeling of Coupled Spaces

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Cited by 5 publications
(11 citation statements)
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“…Thus, without further evaluation, the current method is suited for typical indoor scenarios with rooms connected by doors, reflecting a class of highly relevant acoustic conditions (e.g., [29]). Future research might be directed to a more accurate simulation of the underlying acoustic coupling by, e.g., using coupled or grouped FDNs [63]. Moreover, the current spatial mapping of two (or more) discrete reverberation processes, which so far accounts for the direction-and frequency-dependent reverberation level, might be extended to anisotropic reverberation times (e.g., [16]) also suited to account for effects of coupled sub-volumes.…”
Section: Coupled Roomsmentioning
confidence: 99%
“…Thus, without further evaluation, the current method is suited for typical indoor scenarios with rooms connected by doors, reflecting a class of highly relevant acoustic conditions (e.g., [29]). Future research might be directed to a more accurate simulation of the underlying acoustic coupling by, e.g., using coupled or grouped FDNs [63]. Moreover, the current spatial mapping of two (or more) discrete reverberation processes, which so far accounts for the direction-and frequency-dependent reverberation level, might be extended to anisotropic reverberation times (e.g., [16]) also suited to account for effects of coupled sub-volumes.…”
Section: Coupled Roomsmentioning
confidence: 99%
“…In [18], the derivation of the orthonormal coupled mixing matrix was extended to an arbitrary number of coupled rooms. It was shown that a coupled feedback matrix, parameterized by a coupling coefficient matrix and individual unitary feedback matrices for each room, is unitary if the coupling coefficient matrix is unitary by design.…”
Section: B Coupled Mixing Matrix Designmentioning
confidence: 99%
“…The diagonal filter response is flat, and the off-diagonal response is a notch filter whose cut-off frequency can be controlled by the parameter β. It can be implemented in real-time and has been incorporated into a GFDN plugin [23]. Higher-order causal filters for more than two coupled FDNs can be designed by following the rules of Theorem 3 (see Appendix B).…”
Section: B Simplest Paraunitary Matrix Constructionmentioning
confidence: 99%
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