Selbstinduktion

Grundversuch zur Selbstinduktion

Welcher Schaltplan passt zum Versuch?

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[/img] 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[/img] 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[/img] 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[/img]

Sulje

Selbstinduktion

Grundversuch zur Selbstinduktion

Tiedot: Selbstinduktion