Εξαιρετικά γρήγορη απόκριση σε περίπτωση βραχυκυκλώματος
Προδιαγραφές
Ενταση ρεύματος | 110A |
Μέγιστη τάση | 125V DC |
Μέγεθος καρφιού | 190 - 3/8" |
Χωρητικότητα Διακοπής [Το ρεύμα σφάλματος που μια συσκευή, συνήθως μια ασφάλεια ή ασφαλειοδιακόπτης σπάει χωρίς ζημιές.] | 20000A @ 125V DC |
Διαστάσεις
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)