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A Digital Waveguide Network (DWN) consists of any number of
digital waveguides interconnected by scattering junctions. For
example, when two digital waveguides are connected together at their
endpoints, we obtain a two-port scattering junction as shown in
Fig.2.33. When three or more waveguides are
connected at a point, we obtain a multiport scattering
junction, as discussed in §C.12. In other words, a digital
waveguide network is formed whenever digital waveguides having
arbitrary wave impedances are interconnected. Since DWNs are
lossless, they provide a systematic means of building a very large
class of MIMO allpass filters.
Consider the following question:
Under what conditions may I feed a signal from one point inside a
given allpass filter to some other point (adding them) without
altering signal energy at any frequency?
In other words, how do we add feedback paths anywhere and
everywhere, thereby maximizing the richness of the recursive feedback
structure, while maintaining an overall allpass structure?
The digital waveguide approach to allpass design
[434] answers this question by maintaining a physical
interpretation for all delay elements in the system. Allpass filters
are made out of lossless digital waveguides arranged in
closed, energy conserving networks. See Appendix C for further
discussion.
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