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Anti-ladder topology. The balanced form of ladder topology can be viewed as being the graph of the side of a prism of arbitrary order. The side of an antiprism forms a topology which, in this sense, is an anti-ladder. Anti-ladder topology finds an application in voltage multiplier circuits, in particular the Cockcroft-Walton generator. There is ...
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In reality, more cycles are required for C 4 to reach the full voltage, and the voltage of each capacitor is lowered by the forward voltage drop (U f) of each diode on the path to that capacitor. For example, the voltage of C 4 in the example would be at most 2U s - 4U f since there are 4 diodes between its positive terminal and the source.
Here ladder topologies have some undesirable properties, but a common design strategy is to start from a ladder implementation because of its simplicity. Bartlett's theorem is then used to transform the design to an intermediate stage as a step towards the final implementation (using a transformer to produce an unbalanced version of the lattice ...
Usually the design applies some transform to a simple ladder topology: the resulting topology is ladder-like but no longer obeys the rule that shunt admittances are the dual network of series impedances: it invariably becomes more complex with higher component count. Such topologies include; m-derived filter; mm'-type filter; General m n-type ...
So Z 1 can be realized as an R-C ladder network, in the Cauer manner, [21] and is shown as part of the bridged-T circuit below. Z 2 is the dual of Z 1 , and so is an R-L circuit, as shown. The equivalent lattice circuit is shown on the right–hand side.
In mathematics, Jacob's ladder is a surface with infinite genus and two ends. It was named after Jacob's ladder by Étienne Ghys (1995 , Théorème A), because the surface can be constructed as the boundary of a ladder that is infinitely long in both directions.