Idealer Brückengleichrichter
Linear Technology stellt einen neuen Chip vor:
Der LT4320 steuert vier MOSFETs an, welche die normalerweise in einem Brückengleichrichter vorhandenen Dioden ersetzen.
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)
Es gibt zwei Varianten dieses Chips, für unterschiedliche Frequenzbereiche.
Beide ICs sind im kompakten DFN-Gehäuse erhältlich, mit den Abmessungen 3 x 3 mm, sowie im 12-poligen MSOP-Gehäuse.
Das Ding war aber über-überfällig, würde ich sagen!
Nicht, dass diese Idee nun grundlegend neu wäre, aber eine Schaltung mit dieser Funktion selbst zu bauen ist in der Praxis eben doch ein ziemlicher Akt.
Den Vorschlag, solch einen IC zu designen, richtete ich schon vor ein paar Jahren an
Hubi , der aber leider kein Interesse zeigte.
Bei MoSteuS gedenke ich diesen Chip auf jeder Gateway-Card einsetzen.
Denn mein Anspruch, ein MoSteuS-System solle auch an einem 8V-Klingeltrafo lauffähig sein, ist nur grenzwertig einzuhalten, wenn schon über dem Brückengleichrichter 1,4V abfallen.
Der beschriebene Chip schafft hier die nötige Sicherheitsreserve für stabile Funktion bei geringer Eingangsspannung, die bisher fehlte!
Darüber hinaus habe ich die Hoffnung, nebenbei eine weitere Funktion mit erschlagen zu können: Jede Gateway-Card, die ja einen DC/CD-Wandler beinhaltet, sollte einen Einschaltstrombegrenzer beinhalten, weil sich bei Einsatz vieler Module die Glättungskapazitäten sonst derart summieren, dass ein gewaltiger Einschaltstrom die Folge wäre.
Zur Strombegrenzung hatte ich vor, einen MOSFET direkt hinter den Brückengleichrichter einzusetzen, noch vor dem Glättungskondensator. Da war ich bereits am Überlegen, doch besser gleich die Dioden des Brückengleichrichters durch MOSFETs zu ersetzen, wurde aber mit der Tüftelei bislang nicht fertig.
Ich glaube, der LT4320 erscheint hier genau zur richtigen Zeit, als der große Problemlöser!
Etwas mehr Infos:
http://www.elektor.de/elektronik-news/id…t.2495539.lynkx