Network analysis | Image impedance filters | Linear filters | Electronic filter topology

Lattice network

A symmetrical lattice is a two-port electrical wave filter in which diagonally-crossed shunt elements are present – a configuration which sets it apart from ladder networks. The component arrangement of the lattice is shown in the diagram below. The filter properties of this circuit were first developed using image impedance concepts, but later the more general techniques of network analysis were applied to it. There is a duplication of components in the lattice network as the "series impedances" (instances of Za) and "shunt impedances" (instances of Zb) both occur twice, an arrangement that offers increased flexibility to the circuit designer with a variety of responses achievable. It is possible for the lattice network to have the characteristics of: a delay network, an amplitude or phase correcting network, a dispersive network  or as a linear phase filter, according to the choice of components for the lattice elements. (Wikipedia).

Lattice network
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From playlist Networks

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From playlist Networks

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From playlist The Internet

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From playlist Introduction to Algorithms

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Related pages

Composite image filter | General mn-type image filter | Filter (signal processing) | Network synthesis filters | All-pass filter | Two-port network | M-derived filter | Insertion loss | Zobel network | Propagation constant | Mm'-type filter | Bartlett's bisection theorem | Image filter end terminations | Lattice delay network | Impedance parameters | Electronic filter topology | Lattice phase equaliser | Image impedance | Constant k filter